<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-9216081231602251916</atom:id><lastBuildDate>Tue, 19 May 2026 07:52:50 +0000</lastBuildDate><category>jogo de papel</category><category>JP</category><category>podcast</category><category>Óciocast</category><category>vídeo</category><category>notícias</category><category>PodosferaAntifascista</category><category>PodAntifa</category><category>política</category><category>resenha</category><category>tts</category><category>Tá dominado</category><category>audiolivro</category><category>comunismo</category><category>desenhodejogo</category><category>gurps</category><category>SISPRO</category><category>sistemapróprio</category><category>Tá doutrinado</category><category>Marx</category><category>NMD</category><category>BALA</category><category>Niterói</category><category>SUGAR</category><category>fãvista</category><category>gibi</category><category>sdn</category><category>COVID19</category><category>Crítica da Filosofia do Direito de Hegel</category><category>DeD</category><category>GIMP</category><category>JM</category><category>MEF</category><category>conto</category><category>Coronavirus</category><category>Scribus</category><category>diagramação</category><category>financiamento coletivo</category><category>manipulação de imagem</category><category>Criaturas da Noite</category><category>LibreOffice</category><category>MêsdosCRIA</category><category>RVG</category><category>edição de texto</category><category>notícia</category><category>quadrinhos</category><category>ÓcioTV</category><category>RPM</category><category>Real Pool 3D - 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4</category><category>vol 5</category><category>volta às aulas</category><category>vorpal</category><category>Água de Muringa</category><category>Águas de Niterói</category><title>Ócio leva ao vício</title><description>Pedra parada juntou limo e deu origem à vida!&#xa;Lar do Óciocast.</description><link>https://ociolevaaovicio.blogspot.com/</link><managingEditor>noreply@blogger.com (Xikowisk)</managingEditor><generator>Blogger</generator><openSearch:totalResults>201</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-3963153212909507738</guid><pubDate>Wed, 01 Apr 2026 21:43:00 +0000</pubDate><atom:updated>2026-04-01T18:44:04.337-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">resenha</category><title>Resenha de Diários da Repressão 2ª edição</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjw7ubJmCYMWPua8Upgea8hCh2LDOASienzBry3O-AHN-dlGdCNKTv36lqRmeMr7MT7VcpwZrZCfSlz8xabrlNEEY1Rcy_srwMnz65aPc_6McOWMn3rXZa-qMXJvlS5dOP0_bnAi-9y9OPPt3I3EdrRAbE-fWAXW77Cfo1OkxNiejbS8j_sdUPJzhZkwZFQ&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjw7ubJmCYMWPua8Upgea8hCh2LDOASienzBry3O-AHN-dlGdCNKTv36lqRmeMr7MT7VcpwZrZCfSlz8xabrlNEEY1Rcy_srwMnz65aPc_6McOWMn3rXZa-qMXJvlS5dOP0_bnAi-9y9OPPt3I3EdrRAbE-fWAXW77Cfo1OkxNiejbS8j_sdUPJzhZkwZFQ=w400-h200&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Naquele noite de 12 de dezembro de 2024, quando adiquiri a segunda edição de Diários da Repressão, de Fabiano Neme, na pré-venda no sítio da Universo Simulado, já sabia da importância da obra, não só para o nicho ludopapelístico, mas para a literatura e sociedade brasileira como um todo. Trata-se de uma joia lapidada no seio da conjuntura política que nos encontramos, gerada há 46 anos, 7 meses e 4 dias.&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Ignorando as &lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2026/03/o-que-fazer-para-popularizar-o-livro.html&quot; target=&quot;_blank&quot;&gt;peculiaridades editoriais que sempre coloco nas linhas (, ondas e quadros) deste blogue&lt;/a&gt;, como o tamanho, o custo e tiragem, que faço esta resenha.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A contracapa é bem sucinta ao resumir este jogo de papel:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;Diários da Repressão é um MÓDULO BÁSICO de RPG sobre as disputas entre narrativas a respeito da Ditadura Militar da América Latina. O jogo se passa simultaneamente em duas linhas temporais, uma na década de 1970, durante os anos de chumbo, e outra no tempo presente, durante uma investigação das violações aos direitos humanos que foram cometidas pelos agentes da ditadura no passado.&lt;/p&gt;&lt;p&gt;Um jogo sobre entender como a memória da Ditadura Militar pode ser manipulada por aqueles que desejam preservar seus cargos, privilégios e sobrenomes.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Na introdução, temos um prefácio doutro grande desenhista de jogo, Jorge Valpaços, dando suas impressões acerca de tão importante obra.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em seguida, temos uma introdução &lt;i&gt;Sobre o jogo&lt;/i&gt;&amp;nbsp;mostrando a peculiaridade do desenho de jogo: o antagonismo &lt;i&gt;General&lt;/i&gt; (mestre) x &lt;i&gt;Guerrilheiros&lt;/i&gt; (ludistas).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;i&gt;Jogando o jogo&lt;/i&gt;&amp;nbsp;explica as duas fazes de jogatina: &lt;i&gt;Anos de Chumbo&lt;/i&gt; e &lt;i&gt;Comissão da Verdade&lt;/i&gt;. A primeira é a mais próxima da jogatina ludopapelísta, exceto pelo antagonismo já citado. A segunda usa o que foi gerado na primeira pra expor e/ou mascarar a verdade factual. Finalizando:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;O objetivo do jogo é fazer uma comparação crítica entre o que aconteceu durante a fase Anos de Chumbo e a fase Comissão da Verdade, e entender como a verdade é manipulada com o passar do tempo para defender interesses e preservar privilégios.&lt;/span&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em seguida, temos uma breve explicação sobre a primeira fase da jogatina para então entrarmos na dinâmica lúdica dos &lt;i&gt;verbos de ação&lt;/i&gt; e &lt;i&gt;reação&lt;/i&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Na sequência, &lt;i&gt;Criando seu personagem&lt;/i&gt;&amp;nbsp;podemos ver os 6 arquetipos de ludistas e o de mestre, além de complementos (profissão, convicção, impulso e ferramenta) para essa construção.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Agora em &lt;i&gt;Rolando os dados&lt;/i&gt;, explica como e quando será necessária a ação e as &lt;i&gt;condições&lt;/i&gt;/&lt;i&gt;complicações&lt;/i&gt; (ônus) em que ela se dá.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;N&#39;&lt;i&gt;A Missão&lt;/i&gt;, vemos alguns exemplos de sete exemplos de ganchos para a primeira fase da jogatina.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Neste último capítulo, o autor brinca com a expressão latina &lt;i&gt;in medias res&lt;/i&gt; (no meio das coisas) para intitular o capítulo &lt;i&gt;In Merda Res&lt;/i&gt;, dedicado ao mestre. Aqui temos observações sobre o antagonismo mestre x ludistas e a importância disso para a jogatina. Há a orientações, tanto para o uso responsável de tortura, quanto para a segunda fase da jogatina.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Por nota, Neme nos conta como foi a concepção, gestação e parto desta edição final do jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Por fim, temos a análise do Diretor Geral da Editora Universo Simulado, Luiz Claudio Gonçalves, contando os percalços passados até a concretização da obra.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg0L6Ggr6q5X6LN4W2U6MowRZKw86uJkn6wwBqdevgEcXUkPM9jFNOuqWicW8CqvG67s3hakTD5fUKYkC4iEMdc2qdBSQS3l1AsJ_iUU-sBOxpuh1OSU5wPrH6JiQf9HbtWESSC3hKnTQ0IN1Ieka4hvtJqIkMDV21zd9R9OYXog3uNPYUihoLkMyHYFZfv&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img data-original-height=&quot;1280&quot; data-original-width=&quot;914&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg0L6Ggr6q5X6LN4W2U6MowRZKw86uJkn6wwBqdevgEcXUkPM9jFNOuqWicW8CqvG67s3hakTD5fUKYkC4iEMdc2qdBSQS3l1AsJ_iUU-sBOxpuh1OSU5wPrH6JiQf9HbtWESSC3hKnTQ0IN1Ieka4hvtJqIkMDV21zd9R9OYXog3uNPYUihoLkMyHYFZfv=w285-h400&quot; width=&quot;285&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Meu nome tá sem “do”, mas tá aí.&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Conclusão&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Hoje, o &lt;b&gt;Golpe Burguês-Militar de 1964&lt;/b&gt; faz 62 anos. Não punimos ninguém, anistiamos. Colocar no “esquecimento” é o que a elite brasileira faz conosco desde 1534, apagando as revoltas populares da imprensa e dos livros de história, o que convencionou-se chamar, em 2016, de &lt;i&gt;pós-verdade&lt;/i&gt; (esse verbete acadêmico que nem tem pelos nas axilas).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;&lt;i&gt;Diários da Repressão&lt;/i&gt;&lt;/b&gt; é um bom jeito de sucitar esse período sombrio da democracia-burguesa brasileira para uma análise crítica por meio lúdico. Você pode obter uma &lt;a href=&quot;https://universosimulado.com.br/produto/baixe-diarios-da-repressao-2o-edicao-pdf-gratuito/&quot; target=&quot;_blank&quot;&gt;cópia digital gratuita aqui&lt;/a&gt;.&lt;/span&gt;&amp;nbsp;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2026/04/resenha-de-diarios-da-repressao-2-edicao.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjw7ubJmCYMWPua8Upgea8hCh2LDOASienzBry3O-AHN-dlGdCNKTv36lqRmeMr7MT7VcpwZrZCfSlz8xabrlNEEY1Rcy_srwMnz65aPc_6McOWMn3rXZa-qMXJvlS5dOP0_bnAi-9y9OPPt3I3EdrRAbE-fWAXW77Cfo1OkxNiejbS8j_sdUPJzhZkwZFQ=s72-w400-h200-c" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-242614657088282067</guid><pubDate>Thu, 05 Mar 2026 00:52:00 +0000</pubDate><atom:updated>2026-03-06T00:03:22.473-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">financiamento coletivo</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">mercado editorial</category><title>O que fazer para popularizar o livro ludopapelístico?</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUDkcKH-YtPlWm2eT18gBQ6DnRakEUMqVA43qdu9hpS0JlOylRc26NBeySa_cLoHtALDSN0G0Z2isUy-59MASCHkeDEjnrWZjvVEiQfRzYRDSWqv-RUZSmycHiLExjZsbwpAn-ADvw-wATzx9whMCls_LZnAptUS4iwIkoMEkV5fK0Wuc/s600/capa%20artigo.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUDkcKH-YtPlWm2eT18gBQ6DnRakEUMqVA43qdu9hpS0JlOylRc26NBeySa_cLoHtALDSN0G0Z2isUy-59MASCHkeDEjnrWZjvVEiQfRzYRDSWqv-RUZSmycHiLExjZsbwpAn-ADvw-wATzx9whMCls_LZnAptUS4iwIkoMEkV5fK0Wuc/w640-h320/capa%20artigo.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Há um tempo, fiz uns conteúdos sobre a &lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2023/05/jip-n-6-financiamento-coletivo-todas-as.html&quot; target=&quot;_blank&quot;&gt;transposição do modelo editorial padrão (risco assumido) para o modelo editorial vigente (risco transferido)&lt;/a&gt;, especificamente direcionado ao mercado editorial ludopapelístico (derivado de Jogo de Papel). Foi um esforço para encorajar autores independentes e editoras pequenas de Jogo de Papel (&lt;i&gt;Role-playing Game&lt;/i&gt;) a reverem seus moldes de pré-venda em financiamento coletivo, visando popularização de suas obras por meio do barateamento do preço de capa.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Por conta dum meme que larguei nas redes sociais, algumas pessoas me perguntaram sobre o tema, pois não tinham conhecimento do assunto. Então resolvi reinsistir no tema, mas em texto agora.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Inicialmente vou explicar alguns conceitos.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;1º. Transferência de risco&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Segundo o &lt;b&gt;&lt;i&gt;Dicionário Financeiro&lt;/i&gt;&lt;/b&gt;, &lt;i&gt;risco é um conceito fundamental no mundo das finanças, referindo-se à probabilidade de um investimento gerar perdas ou apresentar variações negativas em relação ao retorno esperado. Em termos mais simples, é a incerteza associada a um resultado futuro&lt;/i&gt;. No modelo editorial padrão, a editora desembolsa o dinheiro para a produção do livro assumindo o risco.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Há um modo de transferir esse risco: Pré-venda. Que, segundo a &lt;b&gt;&lt;i&gt;Fábrica do Livro&lt;/i&gt;&lt;/b&gt;, se trata de &lt;i&gt;uma campanha em que o autor oferece seu livro para compra antecipada, antes de ele estar fisicamente disponível&lt;/i&gt;, sendo ideal para autores e editoras independentes. Funciona também como &lt;i&gt;termômetro do interesse do público&lt;/i&gt;, caso os livreiros apliquem concomitantemente o &lt;b&gt;2º conceito&lt;/b&gt;. &lt;b&gt;&lt;i&gt;Meeple Starter&lt;/i&gt;&lt;/b&gt;, &lt;b&gt;&lt;i&gt;Catarse&lt;/i&gt;&lt;/b&gt;, &lt;b&gt;&lt;i&gt;Benfeitoria&lt;/i&gt;&lt;/b&gt; e &lt;b&gt;&lt;i&gt;Kickante&lt;/i&gt;&lt;/b&gt; são algumas plataformas intermediadoras entre possíveis clientes. Já pra autores com pressa e um &lt;i&gt;original pronto&lt;/i&gt;, &lt;b&gt;&lt;i&gt;Amazon&lt;/i&gt;&lt;/b&gt; é mais indicada.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;2º. Economia de escala&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O &lt;b&gt;&lt;i&gt;Dicionário Financeiro&lt;/i&gt;&lt;/b&gt; nos diz que, &lt;i&gt;é um conceito fundamental em economia que descreve a redução do custo médio de produção de um bem ou serviço à medida que o volume de produção aumenta. Em outras palavras, quanto mais você produz, mais barato fica produzir cada unidade&lt;/i&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Isto posto, vamos falar de custo do livro.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Preço de capa: convencional x pré-venda&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://s2-g1.glbimg.com/bmiQF-Wc0TdXAVSO6RB2dE2CY3Y=/0x0:1200x2215/984x0/smart/filters:strip_icc()/i.s3.glbimg.com/v1/AUTH_59edd422c0c84a879bd37670ae4f538a/internal_photos/bs/2020/y/A/TzRn4CTIufPu2XxecaNw/custos-livro.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1816&quot; data-original-width=&quot;984&quot; height=&quot;640&quot; src=&quot;https://s2-g1.glbimg.com/bmiQF-Wc0TdXAVSO6RB2dE2CY3Y=/0x0:1200x2215/984x0/smart/filters:strip_icc()/i.s3.glbimg.com/v1/AUTH_59edd422c0c84a879bd37670ae4f538a/internal_photos/bs/2020/y/A/TzRn4CTIufPu2XxecaNw/custos-livro.png&quot; width=&quot;347&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;i&gt;O que compõe o preço médio de um livro no Brasil — Foto: Arte/G1&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Marcos da Veiga Pereira, (hoje ex)presidente do &lt;b&gt;&lt;i&gt;Sindicato Nacional dos Editores de Livros&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;Snel&lt;/i&gt;&lt;/b&gt;) e da editora &lt;b&gt;&lt;i&gt;Sextante&lt;/i&gt;&lt;/b&gt;, disse ao &lt;b&gt;&lt;i&gt;G1&lt;/i&gt;&lt;/b&gt; que a &lt;i&gt;tiragem média inicial no Brasil está em torno de &lt;b&gt;TRÊS MIL&lt;/b&gt; exemplares&lt;/i&gt; (…) &lt;i&gt;uma tiragem vantajosa começa a partir de &lt;b&gt;CINCO MIL&lt;/b&gt;&lt;/i&gt;. E comparando com outras praças, &lt;i&gt;esse número sempre varia muito, mas eu diria que a tiragem inicial média de um livro nos Estados Unidos oscila entre &lt;b&gt;10&lt;/b&gt; e &lt;b&gt;15 MIL&lt;/b&gt; exemplares&lt;/i&gt;.&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Essa tiragem representa &lt;b&gt;DEZ POR CENTO&lt;/b&gt; do preço de capa. Na mesma matéria, os demais valores representam são descritos, assim como mostra o infográfico acima mostrado:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; • 10% de direitos autorais: valor pago aos autores pela obra;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; • 5% de custos editoriais: revisão, projeto gráfico, ilustração, capa, tradução e copidesque (nos casos de obras internacionais);&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; • 15% de despesas administrativas: salários, marketing e divulgação, logística e eventos;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; • 5% de reserva para perdas diversas: estoque, adiantamentos de direitos autorais e contas a receber;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; • 5% de lucro para a editora;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; • Metade do preço de capa, no livro com risco, é de distribuição (15%) e das livrarias (35%).&lt;/i&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Esse informe é significativo para que tenhamos ideia de como, profissionalmente, procederemos (autores e editoras independentes) para a popularização do livro ludopapelístico. As porcentagens flutuarão de forma diferente na pré-venda por financiamento coletivo.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Não há a necessidade de distribuidoras e livrarias, mas há envio a quem comprou. Não há necessidade de alocação para possíveis perdas, pois não há risco em pré-venda. Nem despesas administrativas quando se trata de empreitada, mas é preciso de profissionais de logística e propaganda. A remuneração das categorias de &lt;b&gt;empregados de editoras de livros e publicações culturais&lt;/b&gt; fluminenses¹ é R$1900,00 até 31 de agosto 2026, segundo a Convenção Coletiva de Trabalho (CCT) MR008748/2026. Lucro, preste comunista ludopapelista (praticante de jogo de papel 😉) articulista, é salário não pago; No entanto, deixarei no cálculo.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Os valores variam também de acordo com o tipo de livro feito. Tipo de papel, encadernação e coloração alteram o preço, mas muito&amp;nbsp; na &lt;b&gt;tiragem média inicial&lt;/b&gt; (tmi) em comparação a menores tiragens. Para ilustrar a diferença, usarei alguns exemplos de livros que tenho (ou queria ter) já propostos e aplicar a tmi.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Começo com o &lt;b&gt;&lt;i&gt;Super TV Show&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;STVS&lt;/i&gt;&lt;/b&gt;), da editora &lt;b&gt;&lt;i&gt;Universo Simulado&lt;/i&gt;&lt;/b&gt;. Jogo de Papel (JP) com temática dos desenhos animados &lt;i&gt;da Era da TV aberta&lt;/i&gt;, com regras para JP, BASM² (&lt;i&gt;Solo RPG&lt;/i&gt;) e transmissão de sessões ao vivo. Teve apoio de 45 pessoas atingindo 102% da meta em 12 de agosto de 2024. O preço padrão de livro físico+digital era de R$99. Adquiri o meu graças a &lt;b&gt;Promoção BOZOPRESO&lt;/b&gt;, de 11 de setembro de 2025, que dava 30% (27 anos + 3 meses 😁) de desconto em todos os livros da editora. Meu &lt;b&gt;&lt;i&gt;STVS&lt;/i&gt;&lt;/b&gt; saiu a 77 reais, 12 a menos que 4 apoiadores que &lt;b&gt;acordam com as galinhas&lt;/b&gt; (&lt;i&gt;early bird&lt;/i&gt;) pagaram. Sua versão física, hoje, está R$ 110 na loja da editora.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Para aferir o orçamento do STVS, e do próximo exemplo, usei as informações fornecidas no sítio da pré-venda e, na ausência, percepção do material da obra:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;Tiragem de 3000; Formato A5; Capa em cartão triplex 250 g; Capa colorida na frente; Sem orelha; Capa com laminação fosca na frente; Miolo em papel couché fosco 90 g; Miolo colorido frente e verso; Miolo sangrado; Miolo com 104 páginas; Acabamento de miolo dobrado; Acabamento do livro com Capa dura de papelão 18 (1,8 mm) + Cola PUR (poliuretano reativo); Guardas em sulfite (&lt;i&gt;offset&lt;/i&gt;) 180 g (sem impressão); Embalado com termocontrátil individual; Frete incluso; Prova de Capa + miolo impressos.&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Essa configuração gera um custo de impressão de R$ 42.180, custo unitário de R$14,06. Caso alterasse para uma escolha econômica, como &lt;b&gt;&lt;i&gt;Tormenta 20&lt;/i&gt;&lt;/b&gt;, com &lt;i&gt;miolo preto e branco, papel offset &lt;/i&gt;(sulfite)&lt;i&gt; 75 g/m² e acabamento brochura&lt;/i&gt; (capa mole), o custo de impressão do &lt;b&gt;&lt;i&gt;STVS&lt;/i&gt;&lt;/b&gt; seria de R$ 17.190, custo unitário de R$5,30. Você que me lê dirá, &lt;i&gt;nossa, Xiko, quase 2/3 mais barato!?&lt;/i&gt; Sim, mas com uma tiragem menor que a tmi, como 500 exemplares, essa diferença (entre livro e livro econômico) explode. Numa tiragem de 500, o custo unitário aumenta 142,18%, e 112,26%% na versão econômica.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Outro exemplo de pré-venda, que infelizmente não logrou êxito, é &lt;b&gt;&lt;i&gt;Verdades &amp;amp; Segredos&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;VeS&lt;/i&gt;&lt;/b&gt;). É um jogo de papel &lt;i&gt;inspirado nas novelas brasileiras&lt;/i&gt;, criado pela &lt;b&gt;&lt;i&gt;Editora Movimento&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;Movimento RPG&lt;/i&gt;&lt;/b&gt;). Queria muito esse jogo, para além de usar baralho como elemento de aleatoriedade, novela é que nem futebol pra maioria da classe trabalhadora brasileira: paixão nacional. &lt;i&gt;Eu não vejo novela&lt;/i&gt;, dirá a pessoa “fora da casinha”, seriado é novela também, mané, só que com equipe melhor sindicalizada 😉. &lt;b&gt;&lt;i&gt;Pasión de las Pasiones&lt;/i&gt;&lt;/b&gt; é legal, mas quem é Paola Bracho, na fila do pão, perto de Odete Roitman? Infelizmente temos que nos contentar com os arquivos de jogo rápido e da aventura Corpos em Atração (melhor nome pra novela espacial), no sítio da pré-venda. O menor apoio para livro físico era R$60.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Segundo o mesmo sítio, e aplicando o orçamento a tmi temos o seguinte orçamento:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;Tiragem de 3000; Formato A5; Capa em cartão triplex 250 g; Colorida na frente; Sem orelha; Capa com laminação fosca na frente; Miolo em papel pólen natural 80 g; Miolo colorido frente e verso; Miolo sangrado; Miolo com 72 páginas; Acabamento de miolo dobrado; Acabamento do livro com cola PUR; Sem guardas; Embalado com termocontrátil individual; Frete incluso; Prova de Capa + miolo impressos.&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Essa configuração gera um custo de impressão de R$ 19.980, custo unitário de R$ 6,66. Já na versão econômica, os custos seriam R$ 14.310 e R$ 4,77, respectivamente.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Isso não define o preço de capa, como já disse. Temos que somar os demais integrantes: Direito autoral, produção do livro, suporte ao cliente e logística, envios aos clientes, taxa da plataforma de pré-venda e &lt;strike&gt;salário não pago&lt;/strike&gt; lucro da editora.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Vimos que 10% do preço de capa é o usual. Como não consegui adicionar retroativamente numa planilha, usei o preço médio do livro (pml), que ano passado foi de R$51,32. Temos então:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;(51,32/10)*3000=R$15.396,00&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A produção conta com profissionais os seguintes profissionais: Editor(a); Capista; Ilustrador(a); Diagramador(a); E revisor(a). A remuneração das categorias de trabalhadores fluminenses¹ é R$1900,00. Então temos:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;1900*5=R$9.500,00&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Suporte e logística são desempenhados por dois profissionais, logo:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;1900*2=R$3.800,00&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O &lt;b&gt;Impresso Nacional com Registro Módico&lt;/b&gt;, dos &lt;b&gt;&lt;i&gt;Correios&lt;/i&gt;&lt;/b&gt;, é o jeito mais seguro e barato de envio de &lt;i&gt;livros, revistas &lt;/i&gt;(…)&lt;i&gt; e jornais&lt;/i&gt;. Trata-se de modalidade de envio de &lt;b&gt;Marketing Direto dos Correios&lt;/b&gt; com o registro adicional. O Registro Módico é R$3,90, já o custo do Impresso Nacional varia com o peso do livro. Mas como pesa antes de tá pronto? - você pergunta. Matemática. Há calculadoras na linha que ajudam a dar uma ideia do peso. Peguemos o livro de &lt;b&gt;&lt;i&gt;VeS&lt;/i&gt;&lt;/b&gt;: miolo 179 g + capa 16 g + envelope 5 g = 200 g. Entre 200 e 250 g o custo é R$9,13, com o registro fica R$13,03. Adicione o custo de papelaria, também:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;13,03*3000+1291,93=R$40.381,93&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A menor taxa do mercado é a da &lt;b&gt;&lt;i&gt;Benfeitoria&lt;/i&gt;&lt;/b&gt;, mas é limitada a pessoas físicas. Então escolhi a segunda menor taxa, 5% da &lt;strike&gt;Peão Inicial&lt;/strike&gt; Meeple Starter, pras editoras independentes serem contempladas.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Para o &lt;strike&gt;salário não pago&lt;/strike&gt; lucro da editora, usaremos a mesma régua do direito autoral dividida por 2. Logo:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;[(51,32/10)*3000]/2=R$7.698,00&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Somando tudo temos R$96.755,93 e 5% da taxa. Usando a boa e velha regra de 3, temos que:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;96.755,93/x=95/100&lt;/div&gt;&lt;div&gt;x=101.848,35&lt;/div&gt;&lt;div&gt;tMS=x-96.755,93=R$5.092,42&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Então, sem perda na arrecadação, a meta duma pré-venda por financiamento coletivo de &lt;b&gt;&lt;i&gt;VeS&lt;/i&gt;&lt;/b&gt;, com tiragem de 3000 exemplares, teríamos um preço de capa 43,42% mais barato que na pré-venda e 33,85% mais barato que o pml: R$33,95.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;-PAREM AS MÁQUINAS!&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Hoje, o jogo está fazendo um &lt;b&gt;&lt;i&gt;Vale à Pena Ver de Novo&lt;/i&gt;&lt;/b&gt;. O apoio mínimo ainda é, infelizmente, de R$55 pra quem &lt;b&gt;acorda com as galinhas&lt;/b&gt; e R$60 pros demais. Não apoiarei, óbvio, mas torço pelo sucesso.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;-Segue o baile.&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;E como isso populariza o livro ludopapelístico? Nada mais popularizante que &lt;b&gt;preço baixo&lt;/b&gt;. Lembremos que 32,7% dos brasileiros ganha entre 1 e 2 salários-mínimos; e 24,2% ganha entre ½ e 1, segundo o &lt;b&gt;&lt;i&gt;Instituto Brasileiro de Geografia e Estatística&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;IBGE&lt;/i&gt;&lt;/b&gt;).&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Pré-venda: como fazer?&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 1&lt;/b&gt;: Se tu tem um manuscrito, e com a queda do acesso a computadores, é bem provável que tenha, digite-o já usando o formato de página que deseja (recomendo A5), e no padrão &lt;b&gt;&lt;i&gt;Associação Brasileira de Normas Técnicas&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;ABNT&lt;/i&gt;&lt;/b&gt;) pra ter a noção do número de páginas que o livro terá. Alguns programas na linha podem te ajudar, mesmo sem computador, como o &lt;b&gt;&lt;i&gt;Google Docs&lt;/i&gt;&lt;/b&gt;, que tem até ferramenta de ditado pra facilitar³. Com o arquivo do teu JP (ou cenário ou quaisquer conteúdos ludopapelísticos) digitado e testado (100 h de jogo é minha sugestão), ou tu mete os cornos pra fazer toda a produção sozinho ou submete às editoras independentes, deve ter uma próxima a você ou a um correio eletrônico de distância.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 2&lt;/b&gt;: Como temos uma ideia do tamanho do livro (seja com o arquivo digital produzido pelo autor ou pela experiência da equipe editorial analisando o arquivo autoral), orçamos com a gráfica mais próxima, de preferência com papel timbrado com os dados da gráfica ou por correio eletrônico da mesma. Lembre de perguntar o prazo em que o orçamento é válido, isso é fundamental para definição do prazo de término da sua pré-venda.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 3&lt;/b&gt;: Pra facilitar o calculo da sua pré-venda em financiamento coletivo, fiz uma tabela onde é só tu inserir o orçamento da gráfica e ela calcula o resto pra você. Mas tu pode fazer isso sozinho, fica a seu critério. Caso queira, a planilha tá &lt;a href=&quot;https://t.me/Ociocast/831&quot; target=&quot;_blank&quot;&gt;aqui no nosso canal do &lt;b&gt;&lt;i&gt;Telegram&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 4&lt;/b&gt;: Se não ficou claro no &lt;b&gt;passo 1&lt;/b&gt;, e tu não testou tua jogatina e mostrou ao mundo suas sessões de jogo, agora é uma boa hora pra fazer um vídeo vendendo teu peixe. O tempo médio de exibição de um vídeo no &lt;b&gt;&lt;i&gt;YouTube&lt;/i&gt;&lt;/b&gt; é de 19 min, mas acredito que você consegue, facilmente, falar do seu projeto em 5 min. O &lt;b&gt;&lt;i&gt;Facebook&lt;/i&gt;&lt;/b&gt; tem &lt;b&gt;0,2 bilhões&lt;/b&gt; de usuários ativos mensais a mais, portanto publique lá também.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 5&lt;/b&gt;: De posse dos valores, vá a plataforma sugerida e abra sua pré-venda por financiamento coletivo. No &lt;i&gt;Modelo de Financiamento Meta Fixa&lt;/i&gt;, preencha os campos lembrando que a &lt;i&gt;Data do término da campanha&lt;/i&gt; é cinco dias úteis antes do fim do prazo que a gráfica te deu para o orçamento. Pré campanha é bom, te dá (no mínimo) um mês (antes da &lt;i&gt;Data de publicação da campanha&lt;/i&gt;) de exposição na plataforma. Ótimo pra boca a boca pelos mensageiros instantâneos e redes sociais. Tu vai precisar duma &lt;i&gt;Imagem de capa (848x475px ou maior na mesma proporção)&lt;/i&gt; e uma &lt;i&gt;Imagem de Background (1920x1080px ou maior na mesma proporção)&lt;/i&gt;. Sobre o elo (&lt;i&gt;link&lt;/i&gt;) do projeto, use algo simples, curto e memorável. Cadastre.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 6&lt;/b&gt;: Não faço a menor ideia😅, pois nunca cadastrei nada, mas conversei com Marcus Mauro, tradutor da &lt;b&gt;&lt;i&gt;Odissey Publicações&lt;/i&gt;&lt;/b&gt;, pra nos dar uma luz:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Xikowisk: Após a aprovação na página do projeto, é possível limitar o número de apoiadores para um nível de apoio?&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Mauro&lt;/b&gt;: Cara eu nunca vi essa questão de limitar o número de apoiadores. A única coisa assim que eu estou estabelece uma base é o valor que tu pretende na tua meta. É só isso. Aí vai aquela coisa que até eu acho chato mas querendo ou não é importante.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;X: Quanto maior a tiragem menor o preço unitário. Então se eu tenho que ter teto de apoio, não só meta. Ou seja, com terceiro milésimo apoiador, encerra a pré-venda. Eu queria saber se há a possibilidade.&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;M&lt;/b&gt;: Do conheço de financiamento coletivo, não existe a limitação do número de apoios. Existe a limitação da meta que você pretende alcançar. Se não me engano é a modalidade “tudo ou nada”. Alcançou essa meta, acabou o financiamento. É isso.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;X: Eu acho até meio esquisito não ter limite de apoio. Porque você vê claramente que tem alguns níveis de apoio (de adicional de outro livro qualquer) que tem limite, em algumas outras plataformas. Porque sempre achei curioso, &lt;i&gt;“Ah, financiamento coletivo de fulano bateu duzentos por cento”&lt;/i&gt;. 200%?! É o dobro do orçamento anterior. Se foi orçado x, agora ele vai fazer duas vezes x com preço unitário mais barato. Vai mandar o Pix pra minha conta do excedente? Não. Então se a gente tem uma preocupação de orçar três mil numa gráfica, tem que ter teto de apoio.&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;M&lt;/b&gt;: Quanto a alguma recompensa existe sim limite. Tipo assim, dez, cem, o que for. Isso aí existe. No caso, se tu pretende fazer desse jeito, tu pode definir um limite da recompensa que é o livro. É essa gambiarrazinha que dá pra fazer, que aí combinaria justamente com o que tu se propõe de meta, que é a meta em relação ao número de apoiadores. Aí dá pra fazer. É meio gambiarra, mas entra na tua possibilidade e, de fato, não é uma coisa errada não. Eu tinha entendido número de apoiadores, não o número de recompensas.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Continuando o &lt;b&gt;passo 6&lt;/b&gt;, limitamos o número de recompensas à 3000, em apoio único de livro físico+livro digital, ao preço de capa informado na planilha.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 7&lt;/b&gt;: Divulgue 🎵&lt;i&gt;como se não houvesse amanhã. Porque se você parar pra pensar, na verdade, não há&lt;/i&gt;🎵. Essa é a hora de acionar todos os contatos feitos no &lt;b&gt;passo 1&lt;/b&gt;. Manda pra geral! Incentive os apoiadores à fazer o mesmo. Se conhecer blogueiros ludopapelistas, manda pra eles em seus canais de comunicação. Agradeça sempre que compartilharem sua pré-venda e/ou te mencionarem.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;b&gt;Passo 8&lt;/b&gt;: Aguarde e confie.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Bastaria as editoras aplicarem esse &lt;i&gt;modus operandi&lt;/i&gt; em suas próximas pré-vendas, sem papagaiada de &lt;b&gt;meta extra&lt;/b&gt; de caneca, estátua e pano de prato. &lt;b&gt;Só apoio único, de livro físico e digital, limitado à 3000 apoiadores&lt;/b&gt;. O preço baixo atrairá mais interessados e logo haverá procura por reimpressões, que deverão repassar os valores aos trabalhadores, assim como no direito autoral.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Para além da tmi, eu acho que temos a oportunidade de ir além dessa mera percepção da relação de &lt;b&gt;economia de escala + transferência de risco&lt;/b&gt; e mudar a relação de trabalho na produção para &lt;b&gt;cooperação&lt;/b&gt;. Com todos ganhando o mesmo, visto que são trabalhos interdependentes, logo ninguém é melhor do que ninguém.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;No caso do &lt;b&gt;&lt;i&gt;VeS&lt;/i&gt;&lt;/b&gt;, se eliminarmos o &lt;strike&gt;salário não pago&lt;/strike&gt; lucro da editora e dividirmos a remuneração igualitariamente, cada um receberá RS4.550,00 sem aumento do preço de capa. Acho que &lt;b&gt;empregados de editoras de livros e publicações culturais&lt;/b&gt; vão gostar de trabalhar nessa pré-venda.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Indo mais além, extrapolando para tiragens de porte internacional, como disse Pereira, temos uma grande oportunidade atingir ainda mais pessoas e remunerar melhor os profissionais.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Numa tiragem de 15000, &lt;b&gt;&lt;i&gt;VeS&lt;/i&gt;&lt;/b&gt; (digital e físico, com frete incluso) custaria R$23,88, pagando aos profissionais a &lt;b&gt;média do salário-mínimo necessário de 2025&lt;/b&gt;, segundo o &lt;b&gt;&lt;i&gt;Departamento Intersindical de Estatística e Estudos Socioeconômicos&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;DIEESE&lt;/i&gt;&lt;/b&gt;): R$R$ 7.263,06. Ou seja, 53,47% mais barato que o preço médio do livro do ano passado; remunerando os produtores 282,27% a mais. Todo mundo ganha!&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Conclusão&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Espero que de posse deste acúmulo informativo, autores e editoras independentes ludopapelísticos se esforcem mais para a real popularização de suas publicações. Realmente rogo pela lógica e coragem de todos os envolvidos. Caso não logre êxito nessa última tentativa, pelo menos posso dizer que…&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDbyFigwFh_7tiJRHhP0vA36Ax19bM9C_NDtO6Zd86QRIhe-ipFqO_nolKyRrap6GkQSzsmeKkqTx6iHSXx2Jbn_oCJI4eZ815FnpGh13-rEeuDvL42_j3j-4CjYkXouPGgo0uSWqccXbuiMYHrm4qfQKqgm05puL6ACjVTG2mb0pL3Pk/s512/101.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;512&quot; data-original-width=&quot;512&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDbyFigwFh_7tiJRHhP0vA36Ax19bM9C_NDtO6Zd86QRIhe-ipFqO_nolKyRrap6GkQSzsmeKkqTx6iHSXx2Jbn_oCJI4eZ815FnpGh13-rEeuDvL42_j3j-4CjYkXouPGgo0uSWqccXbuiMYHrm4qfQKqgm05puL6ACjVTG2mb0pL3Pk/w400-h400/101.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Feliz &lt;b&gt;Dia Nacional do Jogo de Papel&lt;/b&gt; atrasado e &lt;b&gt;Feliz Dia Internacional de Mestre de Jogo&lt;/b&gt;. Sem mais, beijo no quengo e até a próxima.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;¹Estou nesse território.&lt;/div&gt;&lt;div&gt;²Bonecagem Aleatória Sem Mestre. Nomenclatura mais apropriada a jogatina, a meu ver.&lt;/div&gt;&lt;div&gt;³Obrigado, Marcus Mauro, pela sugestão de inclusão.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Bibliografia&lt;/div&gt;&lt;div&gt;COUTO, Xiko do.&lt;b&gt; JIP nº 6, Financiamento coletivo&lt;/b&gt;: Todas as possibilidades. [&lt;i&gt;S. l.&lt;/i&gt;], 19 maio 2023. Disponível em: &lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2023/05/jip-n-6-financiamento-coletivo-todas-as.html&quot; target=&quot;_blank&quot;&gt;https://ociolevaaovicio.blogspot.com/2023/05/jip-n-6-financiamento-coletivo-todas-as.html&lt;/a&gt;. Acesso em: 16 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;MATOS, Thaís. &lt;b&gt;Livro, artigo de luxo? Quanto custa e quanto pode custar um livro no Brasil&lt;/b&gt;: Projeto de reforma do governo federal prevê cobrança de contribuição para o setor de livros. Novo tributo pode encarecer obras em 20%, dizem editores.. [&lt;i&gt;S. l.&lt;/i&gt;], 17 ago. 2020. Disponível em: &lt;a href=&quot;https://g1.globo.com/pop-arte/noticia/2020/08/17/livro-artigo-de-luxo-quanto-custa-e-quanto-pode-custar-um-livro-no-brasil.ghtml&quot; target=&quot;_blank&quot;&gt;https://g1.globo.com/pop-arte/noticia/2020/08/17/livro-artigo-de-luxo-quanto-custa-e-quanto-pode-custar-um-livro-no-brasil.ghtml&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;LOJA GRÁFICA ESKENAZI. &lt;b&gt;Impressão de Livro - Imune&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 17 fev. 2026. Disponível em: &lt;a href=&quot;https://www.lojagraficaeskenazi.com.br/product/impressao-de-livro&quot; target=&quot;_blank&quot;&gt;https://www.lojagraficaeskenazi.com.br/product/impressao-de-livro&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;EMPRESA BRASILEIRA DE CORREIOS E TELÉGRAFOS. &lt;b&gt;Marketing Direto dos Correios | Mala Direta e Soluções Personalizadas&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 17 fev. 2026. Disponível em: &lt;a href=&quot;https://www.correios.com.br/enviar/marketing-direto&quot; target=&quot;_blank&quot;&gt;https://www.correios.com.br/enviar/marketing-direto&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;MERCADO LIVRE. &lt;b&gt;100 Envelopes A5 Saco Kraft Pardo Meio A4 162x229mm 80g Pardo / Kraft Marrom&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 17 fev. 2026. Disponível em: &lt;a href=&quot;https://www.mercadolivre.com.br/100-envelopes-a5-saco-kraft-pardo-meio-a4-162x229mm-80g/up/MLBU1436558367&quot; target=&quot;_blank&quot;&gt;https://www.mercadolivre.com.br/100-envelopes-a5-saco-kraft-pardo-meio-a4-162x229mm-80g/up/MLBU1436558367&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;MEGA BIRÔ. &lt;b&gt;Almofada Para Carimbos Tinta Preta - 11 X 7 cm Japan Nº 3&lt;/b&gt;; &lt;b&gt;Carimbo em Madeira 7x3 cm&lt;/b&gt;; &lt;b&gt;Tinta Comum Para Carimbo - Preta&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 17 fev. 2026. Disponível em: &lt;a href=&quot;https://www.megabiro.com.br/&quot; target=&quot;_blank&quot;&gt;https://www.megabiro.com.br/&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;DICIONÁRIO FINANCEIRO. &lt;b&gt;Risco&lt;/b&gt;: Entenda o Conceito e sua Importância nas Finanças. [S. l.], 17 fev. 2026. Disponível em: &lt;a href=&quot;https://www.dicionariofinanceiro.com.br/risco&quot; target=&quot;_blank&quot;&gt;https://www.dicionariofinanceiro.com.br/risco&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;DICIONÁRIO FINANCEIRO. &lt;b&gt;Economia de Escala&lt;/b&gt;: Entenda como Reduzir Custos Aumentando a Produção. [&lt;i&gt;S. l.&lt;/i&gt;], 17 fev. 2026. Disponível em: &lt;a href=&quot;https://www.dicionariofinanceiro.com.br/economia_de_escala&quot; target=&quot;_blank&quot;&gt;https://www.dicionariofinanceiro.com.br/economia_de_escala&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;SNEL. &lt;b&gt;Setor finaliza o ano de 2025 com crescimento, com ou sem o grande fenômeno dos livros de colorir&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 28 jan. 2025. Disponível em: &lt;a href=&quot;https://snel.org.br/2026/01/28/painel-do-varejo-setor-finaliza-o-ano-de-2025-com-crescimento-com-ou-sem-o-grande-fenomeno-dos-livros-de-colorir/&quot; target=&quot;_blank&quot;&gt;https://snel.org.br/2026/01/28/painel-do-varejo-setor-finaliza-o-ano-de-2025-com-crescimento-com-ou-sem-o-grande-fenomeno-dos-livros-de-colorir/&lt;/a&gt;. Acesso em: 23 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;NIELSEN BOOKDATA. &lt;b&gt;Painel do Varejo de Livros no Brasil&lt;/b&gt;: Resultados 2025 X 2024. [&lt;i&gt;S. l.&lt;/i&gt;], 13 fev. 2026. Disponível em: &lt;a href=&quot;https://snel.org.br/homosite/wp-content/uploads/2026/02/SNEL-13-2025-13T-2025_Corrigido.pdf&quot; target=&quot;_blank&quot;&gt;https://snel.org.br/homosite/wp-content/uploads/2026/02/SNEL-13-2025-13T-2025_Corrigido.pdf&lt;/a&gt;. Acesso em: 23 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;NIELSEN BOOKDATA. &lt;b&gt;Panorama do Consumo de Livros&lt;/b&gt;: Um estudo sobre o perfil e hábitos dos consumidores de livros no Brasil. [&lt;i&gt;S. l.&lt;/i&gt;], 3 fev. 2025. Disponível em: &lt;a href=&quot;https://cbl.org.br/wp-content/uploads/2025/02/2024_Panorama-do-Consumo-de-Livros_Imprensa_V2-1.pdf&quot; target=&quot;_blank&quot;&gt;https://cbl.org.br/wp-content/uploads/2025/02/2024_Panorama-do-Consumo-de-Livros_Imprensa_V2-1.pdf&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;SEEL-RJ; SNEL; MINISTERIO DO TRABALHO E EMPREGO. &lt;b&gt;Solicitação de Registro de Convenção Coletiva&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 19 ago. 2025. Disponível em: &lt;a href=&quot;https://snel.org.br/homosite/wp-content/uploads/2026/02/Convencao-Coletiva-de-Trabalho-SEEL-RJ-e-SNEL-2025-2026.docxtexto.pdf&quot; target=&quot;_blank&quot;&gt;https://snel.org.br/homosite/wp-content/uploads/2026/02/Convencao-Coletiva-de-Trabalho-SEEL-RJ-e-SNEL-2025-2026.docxtexto.pdf&lt;/a&gt;. Acesso em: 23 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;SOBOTA, Guilherme. &lt;b&gt;Pesquisa sugere possibilidade de correção do preço do livro no Brasil&lt;/b&gt;: Preço médio do livro no país caiu 36% em termos reais desde 2006​; Panorama do Consumo de Livros apontou que boa parte dos consumidores não considera o livro nem barato nem caro. [&lt;i&gt;S. l.&lt;/i&gt;], 19 fev. 2025. Disponível em: &lt;a href=&quot;https://www.publishnews.com.br/materias/2025/02/19/pesquisa-sugere-possibilidade-de-correcao-do-preco-do-livro-no-brasil&quot; target=&quot;_blank&quot;&gt;https://www.publishnews.com.br/materias/2025/02/19/pesquisa-sugere-possibilidade-de-correcao-do-preco-do-livro-no-brasil&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;EQUIPE FÁBRICA DO LIVRO. &lt;b&gt;Pré-venda de livros&lt;/b&gt;: Como vender antes mesmo de imprimir. [S. l.], 28 maio 2025. Disponível em: &lt;a href=&quot;https://blog.fabricadolivro.com.br/como-fazer-pre-venda-de-livro&quot; target=&quot;_blank&quot;&gt;https://blog.fabricadolivro.com.br/como-fazer-pre-venda-de-livro&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;FILIPERSON. &lt;b&gt;CALCULE O PESO DO PAPEL&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 22 fev. 2001. Disponível em: &lt;a href=&quot;https://filiperson.com.br/calcule-o-peso-do-papel&quot; target=&quot;_blank&quot;&gt;https://filiperson.com.br/calcule-o-peso-do-papel&lt;/a&gt;. Acesso em: 17 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;UNIVERSO SIMULADO.&amp;nbsp;&lt;b&gt;SUPER TV SHOW (RPG)&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 9 mai. 2024. Disponível em:&amp;nbsp;&lt;a href=&quot;https://www.catarse.me/stvs&quot; target=&quot;_blank&quot;&gt;https://www.catarse.me/stvs&lt;/a&gt;. Acesso em: 20 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;UNIVERSO SIMULADO. &lt;b&gt;UMA COMEMORAÇÃO PELA VITÓRIA DA DEMOCRACIA!&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 13 set. 2025. Disponível em: &lt;a href=&quot;https://www.instagram.com/p/DOi88WijZm2/&quot; target=&quot;_blank&quot;&gt;https://www.instagram.com/p/DOi88WijZm2/&lt;/a&gt;. Acesso em: 24 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;EDITORA JAMBÔ. Versão Econômica. &lt;i&gt;In&lt;/i&gt;: &lt;b&gt;Tormenta20&lt;/b&gt;: Edição Jogo do Ano. [&lt;i&gt;S. l.&lt;/i&gt;], 26 set. 2022. Disponível em: &lt;a href=&quot;https://jamboeditora.com.br/produto/tormenta20-edicao-jogo-do-ano/&quot; target=&quot;_blank&quot;&gt;https://jamboeditora.com.br/produto/tormenta20-edicao-jogo-do-ano/&lt;/a&gt;. Acesso em: 25 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;MOVIMENTO RPG. &lt;b&gt;Verdades e Segredos&lt;/b&gt;: RPG de Novela Brasileira. [&lt;i&gt;S. l.&lt;/i&gt;], 15 set. 2025. Disponível em: &lt;a href=&quot;https://www.catarse.me/verdadesesegredos&quot; target=&quot;_blank&quot;&gt;https://www.catarse.me/verdadesesegredos&lt;/a&gt;. Acesso em: 20 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;MOVIMENTO RPG. &lt;b&gt;Verdades e Segredos&lt;/b&gt;: RPG de Novela Brasileira. [&lt;i&gt;S. l.&lt;/i&gt;], 4 mar. 2026. Disponível em: &lt;a href=&quot;https://www.catarse.me/verdadesesegredosrpg&quot; target=&quot;_blank&quot;&gt;https://www.catarse.me/verdadesesegredosrpg&lt;/a&gt;. Acesso em: 4 mar. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;PESQUISA BRAVE. &lt;b&gt;Tabela do impresso nacional com registro módico dos correios&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 25 fev. 2026. Disponível em: &lt;a href=&quot;https://search.brave.com/search?q=Tabela+do+impresso+nacional+com+registro+m%C3%B3dico+dos+correios&amp;amp;summary=1&amp;amp;conversation=08c7ec7d8aa55c294a3088e3a6764633c093&quot; target=&quot;_blank&quot;&gt;https://search.brave.com/search?q=Tabela+do+impresso+nacional+com+registro+m%C3%B3dico+dos+correios&amp;amp;summary=1&amp;amp;conversation=08c7ec7d8aa55c294a3088e3a6764633c093&lt;/a&gt;. Acesso em: 25 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;MEEPLE STARTER. &lt;b&gt;Perguntas Frequentes&lt;/b&gt;: Listamos as dúvidas mais frequentes sobre a plataforma MeepleStarter. Caso a dúvida ainda permaneça, entre em contato conosco pelos canais de atendimento!. [&lt;i&gt;S. l.&lt;/i&gt;], 8 jun. 2023. Disponível em: &lt;a href=&quot;https://meeplestarter.com.br/perguntas&quot; target=&quot;_blank&quot;&gt;https://meeplestarter.com.br/perguntas&lt;/a&gt;. Acesso em: 26 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;CATARSE. &lt;b&gt;O que é a meta mínima de arrecadação?&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 9 jul. 2024. Disponível em: &lt;a href=&quot;https://suporte.catarse.me/hc/pt-br/articles/360023811452-O-que-%C3%A9-a-meta-m%C3%ADnima-de-arrecada%C3%A7%C3%A3o&quot; target=&quot;_blank&quot;&gt;https://suporte.catarse.me/hc/pt-br/articles/360023811452-O-que-%C3%A9-a-meta-m%C3%ADnima-de-arrecada%C3%A7%C3%A3o&lt;/a&gt;. Acesso em: 4 mar. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;BENFEITORIA. &lt;b&gt;Quanto custa lançar uma campanha na Benfeitoria?&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 3 mar. 2023. Disponível em: &lt;a href=&quot;https://ajuda.benfeitoria.com/pt-BR/articles/3613537-quanto-custa-lancar-uma-campanha-na-benfeitoria&quot; target=&quot;_blank&quot;&gt;https://ajuda.benfeitoria.com/pt-BR/articles/3613537-quanto-custa-lancar-uma-campanha-na-benfeitoria&lt;/a&gt;. Acesso em: 26 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;KICKANTE. Taxa Administrativa Kickante. &lt;i&gt;In&lt;/i&gt;: &lt;b&gt;Como funciona a Kickante&lt;/b&gt;. [&lt;i&gt;S. l.&lt;/i&gt;], 3 mar. 2023. Disponível em: &lt;a href=&quot;https://suporte.kickante.com.br/hc/pt-br/articles/4402293278747-Como-funciona-a-Kickante&quot; target=&quot;_blank&quot;&gt;https://suporte.kickante.com.br/hc/pt-br/articles/4402293278747-Como-funciona-a-Kickante&lt;/a&gt;. Acesso em: 26 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;VALADARES, Davi. &lt;b&gt;Maioria da população vive com até 2 salários mínimos, diz IBGE&lt;/b&gt;: Em 2022, mais de dois terços dos trabalhadores do país recebiam até R$ 2.424. [&lt;i&gt;S. l.&lt;/i&gt;], 9 out. 2025. Disponível em: &lt;a href=&quot;https://www.terra.com.br/economia/maioria-da-populacao-vive-com-ate-2-salarios-minimos-diz-ibge,1c05a1769aa702cca8fde4b7dae5a9be1nyu0ymr.html&quot; target=&quot;_blank&quot;&gt;https://www.terra.com.br/economia/maioria-da-populacao-vive-com-ate-2-salarios-minimos-diz-ibge,1c05a1769aa702cca8fde4b7dae5a9be1nyu0ymr.html&lt;/a&gt;. Acesso em: 26 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;SEITAM, Joosep. &lt;b&gt;Estatísticas do YouTube de 2026&lt;/b&gt;: Principais tendências, dados e insights. [&lt;i&gt;S. l.&lt;/i&gt;], 3 fev. 2026. Disponível em: &lt;a href=&quot;https://www.socialplug.io/pt-br/blog/estatisticas-do-youtube&quot; target=&quot;_blank&quot;&gt;https://www.socialplug.io/pt-br/blog/estatisticas-do-youtube&lt;/a&gt;. Acesso em: 27 fev. 2026.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;DEPARTAMENTO INTERSINDICAL DE ESTATÍSTICA E ESTUDOS SOCIOECONÔMICOS. &lt;b&gt;Pesquisa nacional da Cesta Básica de Alimentos&lt;/b&gt;: Salário mínimo nominal e necessário. [&lt;i&gt;S. l.&lt;/i&gt;], 14 jun. 1998. Disponível em: &lt;a href=&quot;https://www.dieese.org.br/analisecestabasica/salarioMinimo.html&quot; target=&quot;_blank&quot;&gt;https://www.dieese.org.br/analisecestabasica/salarioMinimo.html&lt;/a&gt;. Acesso em: 26 fev. 2026.&lt;/div&gt;</description><link>https://ociolevaaovicio.blogspot.com/2026/03/o-que-fazer-para-popularizar-o-livro.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUDkcKH-YtPlWm2eT18gBQ6DnRakEUMqVA43qdu9hpS0JlOylRc26NBeySa_cLoHtALDSN0G0Z2isUy-59MASCHkeDEjnrWZjvVEiQfRzYRDSWqv-RUZSmycHiLExjZsbwpAn-ADvw-wATzx9whMCls_LZnAptUS4iwIkoMEkV5fK0Wuc/s72-w640-h320-c/capa%20artigo.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-7648878799410602050</guid><pubDate>Wed, 11 Feb 2026 04:47:00 +0000</pubDate><atom:updated>2026-02-11T01:47:47.954-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">podcast</category><category domain="http://www.blogger.com/atom/ns#">sdn</category><category domain="http://www.blogger.com/atom/ns#">Óciocast</category><title>Óciocast nº 65, Sou de Niterói 20/01/2026</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgH4g4tiWum3MLhUC1YLefq3f0pvygCaA7HjL3ED-xthdG_FzPgW9d3iM2FaWykH704wW5Yz2-Efz4E96EoFxGPoaXd7pPy6LMNB6prJ5x2XXP3dWZpHuQG10Ksbxjm74m_md1EsEbFn43Ax8QjyFntr0IVukOj5d6qOp1v_YLY3Ng6lZ0jV67DsKLMCSAo&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;800&quot; data-original-width=&quot;800&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgH4g4tiWum3MLhUC1YLefq3f0pvygCaA7HjL3ED-xthdG_FzPgW9d3iM2FaWykH704wW5Yz2-Efz4E96EoFxGPoaXd7pPy6LMNB6prJ5x2XXP3dWZpHuQG10Ksbxjm74m_md1EsEbFn43Ax8QjyFntr0IVukOj5d6qOp1v_YLY3Ng6lZ0jV67DsKLMCSAo=w400-h400&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;iframe src=&quot;https://archive.org/embed/ociocast0065&quot; style=&quot;width: 100%;&quot; height=&quot;30&quot; frameborder=&quot;0&quot; webkitallowfullscreen=&quot;true&quot; mozallowfullscreen=&quot;true&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://archive.org/download/ociocast0065/%C3%93ciocast%20n%C2%BA%2065%2C%20Sou%20de%20Niter%C3%B3i%2020-01-2026.mp3&quot; target=&quot;_blank&quot;&gt;MP3&lt;/a&gt; Duração 1x 20min22s, 1,5x 13min35s e 2x 10min11s.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Alô, você, de todo mundo, que se liga no Óciocast. Aqui é Xikowisk falando, o seu idiota com acesso a internet preferido.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Hoje voltamos com o quadro Sou de Niterói, que foi transmitido, ao vivo, no dia 20 último. Nele leio um artigo que escrevi sobre um vídeo institucional da prefeitura.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Comentado no programa:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.facebook.com/xikowisk/posts/pfbid0Ziuv1ZDgHheSATNTz2Jt7Ezovxb9KZf1diFCjz7nP28UWc8vACqtApEppyZh3Ax8l&quot; target=&quot;_blank&quot;&gt;Corrigindo manchete da mídia burguesa&lt;/a&gt;;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2026/01/fez-o-dever-de-casa-e-errou.html&quot; target=&quot;_blank&quot;&gt;Fez o dever de casa e errou&lt;/a&gt;.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Usamos áudios de:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=qcEZp7UIoaA&quot; target=&quot;_blank&quot;&gt;Oriente, Eu sou de Niterói&lt;/a&gt;;&lt;/p&gt;&lt;p&gt;Joel Santana;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://medoedelirioembrasilia.com.br/&quot; target=&quot;_blank&quot;&gt;Medo e Delírio em Brasília&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;SAQ - Serviço de Atendimento ao Queloniano&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você gostou do conteúdo, compartilhe nas suas redes sociais e divulgue a mídia independente. Deixe seu comentário em ociolevaaovicio.blogspot.com. Mande sua carta para &lt;a href=&quot;mailto:ociolevaaoviciopodcast@gmail.com&quot; target=&quot;_blank&quot;&gt;ociolevaaoviciopodcast@gmail.com&lt;/a&gt;. Assine nosso canal no Telegram e saiba em 1ª mão nosso conteúdo, em &lt;a href=&quot;https://t.me/Ociocast&quot; target=&quot;_blank&quot;&gt;t.me/Ociocast&lt;/a&gt;, e faça parte do grupo agregado Seguidores de Quelone, em &lt;a href=&quot;https://t.me/Quelonianos&quot; target=&quot;_blank&quot;&gt;t.me/Quelonianos&lt;/a&gt;. Todos os demais elos em nosso Jequitibá-corrente, &lt;a href=&quot;https://linktr.ee/xikowisk&quot; target=&quot;_blank&quot;&gt;linktr.ee/xikowisk&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como não só de curtidas vive o ser, pense em contribuir financeiramente. Use a Chave PIX &lt;b&gt;xikodocouto@gmail.com&lt;/b&gt; e pague um italiano recorrente pra gente. Agradeço a audiência. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2026/02/ociocast-n-65-sou-de-niteroi-20012026.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgH4g4tiWum3MLhUC1YLefq3f0pvygCaA7HjL3ED-xthdG_FzPgW9d3iM2FaWykH704wW5Yz2-Efz4E96EoFxGPoaXd7pPy6LMNB6prJ5x2XXP3dWZpHuQG10Ksbxjm74m_md1EsEbFn43Ax8QjyFntr0IVukOj5d6qOp1v_YLY3Ng6lZ0jV67DsKLMCSAo=s72-w400-h400-c" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-7850073267788417910</guid><pubDate>Fri, 06 Feb 2026 23:12:00 +0000</pubDate><atom:updated>2026-02-06T20:12:30.424-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ano novo</category><category domain="http://www.blogger.com/atom/ns#">podcast</category><category domain="http://www.blogger.com/atom/ns#">resoluções</category><category domain="http://www.blogger.com/atom/ns#">Óciocast</category><title>Óciocast nº 64, Resoluções 2030</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhtsRxewtZZ4bMiLKrhtMJP5sERTyfHa__OBWNAXHtlEgxgguqP6FkUXsLP65_cd2XsTVPYvmYVahniaf-d3shN_2kkYUhjdGTFeQxJh7oQMx9cG_4V1BcWBe5tX_Lhyo2qYEIZY_o1izNQGxNFNrs-jzWYzNBmpW5LUdX-U-RgySmNmRx1NxzRJ8KJUPPN&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;800&quot; data-original-width=&quot;800&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhtsRxewtZZ4bMiLKrhtMJP5sERTyfHa__OBWNAXHtlEgxgguqP6FkUXsLP65_cd2XsTVPYvmYVahniaf-d3shN_2kkYUhjdGTFeQxJh7oQMx9cG_4V1BcWBe5tX_Lhyo2qYEIZY_o1izNQGxNFNrs-jzWYzNBmpW5LUdX-U-RgySmNmRx1NxzRJ8KJUPPN=w400-h400&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;30&quot; mozallowfullscreen=&quot;true&quot; src=&quot;https://archive.org/embed/ociocast0064&quot; style=&quot;width: 100%;&quot; webkitallowfullscreen=&quot;true&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ia600507.us.archive.org/18/items/ociocast0064/%C3%93ciocast%20n%C2%BA%2064%2C%20Resolu%C3%A7%C3%B5es%202030.mp3&quot; target=&quot;_blank&quot;&gt;MP3&lt;/a&gt; Duração 1x 2h28min18s, 1,5x 1h38min32s e 2x 1h14min9s.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Alô, você, de todo mundo, que se liga no Óciocast. Aqui é Xikowisk falando, o seu idiota com acesso a internet preferido.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Hoje retorno às resoluções do ano passado e refaço pra esse ano.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Niterói, 20 de unário de 2030. Segunda-feira, 23:14.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;Resoluções de Ano Novo&lt;/h4&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1. Saúde&lt;/p&gt;&lt;p&gt;-Voltar pra terapia.&lt;/p&gt;&lt;p&gt;-Voltar a fazer calistenia diária.&lt;/p&gt;&lt;p&gt;-Fazer uma conferência geral pra ver se tá tudo bem.&lt;/p&gt;&lt;p&gt;-Marcar exame de próstata.&lt;/p&gt;&lt;p&gt;-Reduzir o cigarro.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. Aprendizado e lazer&lt;/p&gt;&lt;p&gt;-Um livro por mês xikowiskiano, ou 13 por ano, incluindo o Fictional Games que o Valpaços recomendou.&lt;/p&gt;&lt;p&gt;-Voltar a estudar pro ENEM/CPNU.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. Trabalho&lt;/p&gt;&lt;p&gt;-Tirar autorização de ambulante.&lt;/p&gt;&lt;p&gt;-Voltar a estudar técnica radiológica.&lt;/p&gt;&lt;p&gt;-Fazer concurso público de técnico radiologista.&lt;/p&gt;&lt;p&gt;-Fazer uma agenda pros conteúdos do Ócio Leva Ao Vício e mantê-la, incluindo o Sou de Niterói (SDN), o Tá Doutrinado e o Tá Dominado.&lt;/p&gt;&lt;p&gt;-Concluir a Bonecagem Aventuresca Lúdica Adaptável (BALA).&lt;/p&gt;&lt;p&gt;-Concluir o Não Tá No Gibi (NTNG) pra BALA.&lt;/p&gt;&lt;p&gt;-Trabalhar no Outro Sistema Repetido: Xikopédia de Regras.&lt;/p&gt;&lt;p&gt;-Depois da conclusão dos anteriores, voltar ao SUGIP.&lt;/p&gt;&lt;p&gt;-Fundar a Cooperativa Ócio Editorial (COÉ) com profissionais da região.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4. Relacionamento&lt;/p&gt;&lt;p&gt;-&lt;i&gt;“Deixa acontecer naturalmente.”&lt;/i&gt; DARWIN, Charles&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Comentado no programa:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=NqlV74WS7Es&quot; target=&quot;_blank&quot;&gt;Calendário xikowiskiano&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=5wkMmDW9lKI&quot; target=&quot;_blank&quot;&gt;Resoluções 2029&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://atribunarj.com.br/materia/fila-zero-ja-realizou-mais-de-16-mil-exames-em-niteroi-desde-2025&quot; target=&quot;_blank&quot;&gt;Fila Zero&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/search/label/sdn&quot; target=&quot;_blank&quot;&gt;Sou de Niterói&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;http://ociolevaaovicio.blogspot.com/search/label/T%C3%A1%20doutrinado&quot; target=&quot;_blank&quot;&gt;Tá Doutrinado&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/search/label/T%C3%A1%20dominado&quot; target=&quot;_blank&quot;&gt;Tá Dominado&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/search/label/SISPRO&quot; target=&quot;_blank&quot;&gt;Bonecagem Aventuresca Lúdica Adaptável (BALA)&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2024/04/aforismos-nao-ta-no-gibi-n1-criando-um.html&quot; target=&quot;_blank&quot;&gt;NTNG nº1&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2025/06/diario-do-dr-xikostein-n1-definindo.html&quot; target=&quot;_blank&quot;&gt;Outro Sistema Repetido: Xikopédia de Regras (OSRXR)&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://sugip4aed.blogspot.com/p/sumario.html&quot; target=&quot;_blank&quot;&gt;SUGIP&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.instagram.com/reel/DTlowhoj-a6/&quot; target=&quot;_blank&quot;&gt;Ato Niterói Solidária à Venezuela&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://expressaopopular.com.br/livraria/genero-patriarcado-violencia/&quot; target=&quot;_blank&quot;&gt;Gênero, patriarcado e violência&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=0XWocTGdPJE&amp;amp;list=PLUKg1F16IFNCX29P0iXjg7_9cAonJe3rh&quot; target=&quot;_blank&quot;&gt;Discurso sobre o colonialismo&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.bloomsbury.com/us/fictional-games-9781350277083/&quot; target=&quot;_blank&quot;&gt;Fictional Games&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://atribunarj.com.br/materia/inscricoes-para-ambulantes-do-carnaval-2026-de-niteroi-estao-abertas&quot; target=&quot;_blank&quot;&gt;Inscrições para ambulantes do carnaval 2026 de Niterói estão abertas&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Lembrei! Professor Paulo Jairo Barreto.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Usamos áudios de:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://freemusicarchive.org/music/alena-smirnova/my-film-music/comedy-musicmp3/&quot; target=&quot;_blank&quot;&gt;Comedy music, de Alena Smirnova, está sob uma Licença Comunal Criativa de Atribuição Internacional 4.0.&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;SAQ - Serviço de Atendimento ao Queloniano&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você gostou do conteúdo, compartilhe nas suas redes sociais e divulgue a mídia independente. Deixe seu comentário em ociolevaaovicio.blogspot.com. Mande sua carta para &lt;a href=&quot;mailto:ociolevaaoviciopodcast@gmail.com&quot; target=&quot;_blank&quot;&gt;ociolevaaoviciopodcast@gmail.com&lt;/a&gt;. Assine nosso canal no Telegram e saiba em 1ª mão nosso conteúdo, em &lt;a href=&quot;https://t.me/Ociocast&quot; target=&quot;_blank&quot;&gt;t.me/Ociocast&lt;/a&gt;, e faça parte do grupo agregado Seguidores de Quelone, em &lt;a href=&quot;https://t.me/Quelonianos&quot; target=&quot;_blank&quot;&gt;t.me/Quelonianos&lt;/a&gt;. Todos os demais elos em nosso Jequitibá-corrente, &lt;a href=&quot;https://linktr.ee/xikowisk&quot; target=&quot;_blank&quot;&gt;linktr.ee/xikowisk&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como não só de curtidas vive o ser, pense em contribuir financeiramente. Use a Chave PIX &lt;b&gt;xikodocouto@gmail.com&lt;/b&gt; e pague um italiano recorrente pra gente. Agradeço a audiência. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2026/02/ociocast-n-64-resolucoes-2030.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhtsRxewtZZ4bMiLKrhtMJP5sERTyfHa__OBWNAXHtlEgxgguqP6FkUXsLP65_cd2XsTVPYvmYVahniaf-d3shN_2kkYUhjdGTFeQxJh7oQMx9cG_4V1BcWBe5tX_Lhyo2qYEIZY_o1izNQGxNFNrs-jzWYzNBmpW5LUdX-U-RgySmNmRx1NxzRJ8KJUPPN=s72-w400-h400-c" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-9179956861291618737</guid><pubDate>Fri, 23 Jan 2026 14:20:00 +0000</pubDate><atom:updated>2026-01-23T11:20:36.837-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">artigo</category><category domain="http://www.blogger.com/atom/ns#">crítica</category><category domain="http://www.blogger.com/atom/ns#">Niterói</category><title>Fez o dever de casa e errou</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjP9e7Ch6q6v9NRCVdWvDKNoB1cfHcs0rzlT-D5VmaSZSbfIvt6dGWL6BPe7kiXBEkDksVSJw8tyi7A8O41NwcsxZcIMndrUkWP4txm2Qzch1jP4k44Ba6SVYzLbjEP9SlV9nAiMR2pv7dDRCCrLgaYRJvamTBEtQuwb9UF49rLiRw_yZh3Lh99ZZOHHUtq&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjP9e7Ch6q6v9NRCVdWvDKNoB1cfHcs0rzlT-D5VmaSZSbfIvt6dGWL6BPe7kiXBEkDksVSJw8tyi7A8O41NwcsxZcIMndrUkWP4txm2Qzch1jP4k44Ba6SVYzLbjEP9SlV9nAiMR2pv7dDRCCrLgaYRJvamTBEtQuwb9UF49rLiRw_yZh3Lh99ZZOHHUtq=w400-h200&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em dezembro último, fui assombrado por propaganda institucional da Prefeitura de Niterói, atualmente sob a gestão de Rodrigo Neves (PDT), em quase todos os vídeos que consumi em plataforma gringa de transmissão de vídeos. Sempre o mesmo: &lt;i&gt;Niterói: 452 anos em primeiro lugar&lt;/i&gt;. Pra você não precisar assistir reclame, pois ninguém merece, transcrevo:&lt;p&gt;&lt;/p&gt;&lt;p&gt;Niterói: 452 anos em primeiro lugar&lt;/p&gt;&lt;p&gt;(0:00) Nos últimos anos, Niterói fez o seu dever de casa com planejamento e superou desafios.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:08) Niterói é a cidade com a melhor qualidade de vida do Estado.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:12) A primeira cidade em gestão fiscal.&lt;/p&gt;&lt;p&gt;(0:16) Primeiro lugar em cidades inteligentes.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:20) Primeira cidade em saneamento.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:23) Primeira cidade em limpeza urbana.&lt;/p&gt;&lt;p&gt;(0:27) Melhores indicadores em segurança pública da história.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:32) O primeiro no Índice de Desenvolvimento Humano do Rio de Janeiro.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:38) Agora, no seu aniversário, o município reafirma seu compromisso com o futuro.&lt;/p&gt;&lt;p&gt;(0:43) Para fazer de Niterói a melhor cidade para viver, prosperar e ser feliz.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:50) É tempo de avançar.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(0:52) 452 anos. Niterói em primeiro lugar.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como niteroiense e (desde abril) morador do município, fico indignado com discurso &lt;b&gt;fascistoide&lt;/b&gt; de “&lt;i&gt;Niterói em 1º lugar&lt;/i&gt;”, quando eu e você que me lê, sabemos que é o mais puro suco de caô. Mas caso você não saiba, vou esmiuçar abaixo pra de deixar como estou.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;1º lugar no Índice Firjan de Gestão Fiscal&lt;/h4&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A burguesia, representada pela &lt;b&gt;&lt;i&gt;Federação das Indústrias do Estado do Rio de Janeiro&lt;/i&gt;&lt;/b&gt;, adora uma gestão como a de Niterói, que só beneficia ela mesma.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;1º lugar (no SE) em cidades inteligentes&lt;/h4&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Segundo a classificação &lt;i&gt;Connected Smart Cities 2025&lt;/i&gt;, da &lt;b&gt;&lt;i&gt;Necta, Consultoria E Treinamento Ltda&lt;/i&gt;&lt;/b&gt;, empresa gaucha de “Atividades de consultoria em gestão empresarial, exceto consultoria técnica específica”. Ou seja, gestão sem técnica, mas não só. A empresa atua em outras frentes, como:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Marketing direto;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Consultoria em publicidade;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Serviços de organização de feiras, congressos, exposições e festas;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Treinamento em desenvolvimento profissional e gerencial.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Dito o caráter da realizadora da classificação, vamos aos critérios da desta:&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Economia e Finanças;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Educação;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Energia;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Governança;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Habitação e Planejamento Urbano;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Inovação e Empreendedorismo;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Meio Ambiente e Mudanças Climáticas;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Mobilidade Urbana;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • População, Condições Sociais;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Resíduos Sólidos, Esgotos e Água;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Saúde, Agricultura Local/Urbana e Segurança Alimentar;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Segurança;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • Telecomunicações.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se Niterói é a primeira dessa lista no sudeste, Maricá é o Clóvis Bornay (referência de velho, eu sei): fora de concorrência.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;1ª cidade em saneamento&lt;/h4&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Segundo o 17ª edição do &lt;i&gt;Ranking do Saneamento&lt;/i&gt;, do &lt;b&gt;&lt;i&gt;Instituto Trata Brasil (ITB)&lt;/i&gt;&lt;/b&gt;, em parceria com &lt;b&gt;&lt;i&gt;GO Associados&lt;/i&gt;&lt;/b&gt;, dos 100 municípios mais populosos do Brasil, Niterói foi o 3º colocado nacional e 1º estadual. Mas segundo o último relatório do &lt;b&gt;&lt;i&gt;Sistema Nacional de Informações em Saneamento Básico&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;SINISA&lt;/i&gt;&lt;/b&gt;), produzido pelo Ministério das Cidades, não há classificação, apenas um relatório das condições de saneamento básico de cada estado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;1ª cidade em limpeza urbana&lt;/h4&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Segundo o &lt;i&gt;Índice Sustentar de Limpeza Urbana&lt;/i&gt; (&lt;i&gt;ISLU&lt;/i&gt;), realizado pela &lt;b&gt;&lt;i&gt;ABREMA&lt;/i&gt;&lt;/b&gt; (associação patronal que faz “representação das empresas da cadeia de gestão ambientalmente adequada dos resíduos sólidos no país”, os trabalhadores da &lt;b&gt;&lt;i&gt;CLIN&lt;/i&gt;&lt;/b&gt; ganharam o pódio nacional em 2023. No entanto, a categoria &lt;b&gt;ainda trabalha na escala 6x1&lt;/b&gt; e &lt;b&gt;abaixo do piso salarial nacional&lt;/b&gt;, segundo o &lt;b&gt;&lt;i&gt;Sintacluns&lt;/i&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;Melhores indicadores em segurança pública da história&lt;/h4&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;É verdade que a violência caiu em Niterói, assim como (salvo exceções) em todo Brasil, segundo o &lt;b&gt;&lt;i&gt;Fórum Brasileiro de Segurança Pública&lt;/i&gt;&lt;/b&gt;, &lt;b&gt;&lt;i&gt;FBSP&lt;/i&gt;&lt;/b&gt;. apesar do &lt;b&gt;Massacre dos Complexos do Alemão e da Penha&lt;/b&gt; e demais &lt;b&gt;incursões de letalidade policial&lt;/b&gt;, bem como registro de &lt;b&gt;conflitos agrários&lt;/b&gt;, caíram em relação a anos anteriores. Contudo &lt;b&gt;feminicídios&lt;/b&gt; subiram 0,7%, &lt;b&gt;tentativas de feminicídio&lt;/b&gt; subiram 19%, &lt;b&gt;violências psicológicas&lt;/b&gt; subiram 6,3% e &lt;b&gt;perseguições&lt;/b&gt; subiram 18,2%.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Lembrando que segurança pública é &lt;b&gt;incumbência do governo estadual e da união, não do município&lt;/b&gt;. Isso deveria ser suficiente pra abolição do programa &lt;b&gt;&lt;i&gt;Segurança Presente&lt;/i&gt;&lt;/b&gt;, que remunera policiais militares a trabalharem em seus dias de folga, que além de piorar a qualidade de vida do trabalhador da segurança, põe a população em risco ao expô-la a tal profissional estafado. Segundo a &lt;i&gt;LOA&lt;/i&gt; de 2025, R$ 165,9 milhões do orçamento são para segurança pública.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;1ª no IDH fluminense&lt;/h4&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Pra começo de conversa, IDH não quer dizer nada. Pois como diria Maria da Conceição Tavares, “&lt;i&gt;ninguém come PIB, porra!&lt;/i&gt;”, fiel da balança do IDH.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Ranis, Stewart e Samman, afirmam que o IDH é reducionista e sugerem a inclusão de mais vetores. Para estes, o IDH é bastante incompleto para indicar o desenvolvimento humano, deixando de lado muitos aspectos fundamentais da vida, como:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • A saúde mental;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • A autonomia e emancipação individuais;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • A liberdade política;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • As relações sociais;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • O bem-estar comunitário;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • As desigualdades;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • As condições de trabalho e lazer;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • A segurança política e econômica;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; • E o ambiente.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Colocando mais onze (com “o” de ordinário) novas categorias de indicadores, aí sim, forneceriam um melhor retrato dos locais-alvo do IDH.¹&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;No caso de Niterói, estamos falando de dados de 2010, fornecidos pelo &lt;i&gt;Atlas do Desenvolvimento Humano no Brasil&lt;/i&gt;, com base nos dados do &lt;b&gt;&lt;i&gt;Programa das Nações Unidas para o Desenvolvimento&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;Pnud&lt;/i&gt;&lt;/b&gt;) &lt;b&gt;&lt;i&gt;Brasil&lt;/i&gt;&lt;/b&gt;, o &lt;b&gt;&lt;i&gt;Instituto de Pesquisa Econômica Aplicada&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;IPEA&lt;/i&gt;&lt;/b&gt;) e a &lt;b&gt;&lt;i&gt;Fundação João Pinheiro&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;FJP&lt;/i&gt;&lt;/b&gt;).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Então juntamos uma &lt;b&gt;classificação de mais de 15 anos&lt;/b&gt;, num &lt;b&gt;índice que não expressa a realidade do desenvolvimento humano&lt;/b&gt; pra fazer propaganda de gestão política.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;Correção&lt;/h4&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Num dever de casa de 5 questões (já que segurança foi anulada), Niterói só acertou UMA, pois colou da &lt;b&gt;&lt;i&gt;CLIN&lt;/i&gt;&lt;/b&gt;. Em nenhum momento do vídeo se fala, especificamente, de saúde e educação. Estas, que são competências do município, não estão na propaganda pois não estão a contento popular.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Temos um défice de vagas na educação fundamental desde 2022. Se não fosse a Defensoria Pública do Estado do Rio de Janeiro (DPRJ), ia ter muito mais criança sem aula no município.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Saúde então, nem se fala. Mata no peito essa experiência anedótica (vulgo relato) que me aconteceu terça. Fui no posto de saúde (designado para meu CEP pela prefeitura, que fica &lt;b&gt;à 4,5 km da minha casa&lt;/b&gt;, apesar de haver outro &lt;b&gt;à 500 m&lt;/b&gt;) pegar os detalhes de uma consulta ortopédica que pedi há uns 6 meses. Imagina a minha surpresa em saber que faria a consulta não na &lt;b&gt;&lt;i&gt;Policlínica Regional de Piratininga Dom Luís Orione&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;à 450 m&lt;/b&gt;), mas na &lt;b&gt;&lt;i&gt;Itascan Clínica Médica LTDA&lt;/i&gt;&lt;/b&gt;, uma &lt;b&gt;CLÍNICA PARTICULAR&lt;/b&gt;, no Centro. A Prefeitura de Niterói está repassando verba da saúde para a iniciativa privada em vez de fornecer saúde pública e de qualidade a sua população.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiYqHL4MElRhZWO522P3tMpl7CWeziR8Qp5YpnCU7ImpsXe2PBS2HRYixg-FzuZhC6L0HmOq-dMx4asKPSCoimqd3pNyRPO1aHIouALr1p5urz0bwgnQWUIwN30YYCL1Qi9Ow1SPm932ah_n3YpayB3ye7KaPqgvqHAB5fht3qjmWYOP6GosDSPwQww5x8p&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;1748&quot; data-original-width=&quot;2480&quot; height=&quot;283&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiYqHL4MElRhZWO522P3tMpl7CWeziR8Qp5YpnCU7ImpsXe2PBS2HRYixg-FzuZhC6L0HmOq-dMx4asKPSCoimqd3pNyRPO1aHIouALr1p5urz0bwgnQWUIwN30YYCL1Qi9Ow1SPm932ah_n3YpayB3ye7KaPqgvqHAB5fht3qjmWYOP6GosDSPwQww5x8p=w400-h283&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;E o direito constitucional de moradia (artigo 5º, incisos XXII e XXIII)? A prefeitura já expulsou, em 2019, um edifício inteiro: &lt;b&gt;prédio da Caixa&lt;/b&gt;, na Avenida Amaral Peixoto. Removeram os moradores de suas residências, a pontapés porta afora, sem nenhuma vergonha ou remorso. Gente que ficou na rua exposta à COVID-19 e veio a falecer, como &lt;b&gt;Sueli dos Santos&lt;/b&gt;, de 52 anos.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Essa frente amplíssima democrática vem, só e unicamente, pra empurrar o &lt;b&gt;modelo de gestão neoliberal&lt;/b&gt; goela abaixo (ou reto adentro?) da classe trabalhadora. Não ataca desigualdades, não resolve problemas, se atém a administração entreguista do capitalismo e, dia a dia, torna nossas vidas mais indignas. Nota 0.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;¹RANIS, Gustav; STEWART, Frances; SAMMAN, Emma. &lt;i&gt;Human Development: Beyond the Human Development Index&lt;/i&gt;. &lt;b&gt;Journal of Human Development and Capabilities&lt;/b&gt;, Boston, v. 7, n. 3, p. 323-358, 6 nov. 2006.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Fontes:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=0l5TgAoIryk&quot;&gt;https://www.youtube.com/watch?v=0l5TgAoIryk&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://niteroi.rj.gov.br/niteroi-conquista-o-primeiro-lugar-nacional-em-gestao-fiscal-aponta-ranking-da-firjan/&quot;&gt;https://niteroi.rj.gov.br/niteroi-conquista-o-primeiro-lugar-nacional-em-gestao-fiscal-aponta-ranking-da-firjan/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://habitability.com.br/ranking-connected-smart-cities-2025-atualiza-a-lista-das-10-cidades-mais-inteligentes-do-pais/&quot;&gt;https://habitability.com.br/ranking-connected-smart-cities-2025-atualiza-a-lista-das-10-cidades-mais-inteligentes-do-pais/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.seconser.niteroi.rj.gov.br/noticias/niteroi-e-primeira-colocada-em-saneamento-basico-entre-as-cidades-do-rj&quot;&gt;https://www.seconser.niteroi.rj.gov.br/noticias/niteroi-e-primeira-colocada-em-saneamento-basico-entre-as-cidades-do-rj&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://tratabrasil.org.br/ranking-do-saneamento-2025/&quot;&gt;https://tratabrasil.org.br/ranking-do-saneamento-2025/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.gov.br/cidades/pt-br/acesso-a-informacao/acoes-e-programas/saneamento/sinisa/resultados-sinisa/resultados-sinisa-2025&quot;&gt;https://www.gov.br/cidades/pt-br/acesso-a-informacao/acoes-e-programas/saneamento/sinisa/resultados-sinisa/resultados-sinisa-2025&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://enfoco.com.br/noticias/cidades/niteroi/niteroi-e-eleita-a-cidade-mais-limpa-do-brasil-102612&quot;&gt;https://enfoco.com.br/noticias/cidades/niteroi/niteroi-e-eleita-a-cidade-mais-limpa-do-brasil-102612&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.abrema.org.br/quem-somos/&quot;&gt;https://www.abrema.org.br/quem-somos/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.facebook.com/sintacluns/posts/pfbid02Nd7AAFtNT9L9o5S4FG75onz48oZcTLsPnWwMMFRVT9VaFtNgoJXKbmL2cT6KSaRtl&quot;&gt;https://www.facebook.com/sintacluns/posts/pfbid02Nd7AAFtNT9L9o5S4FG75onz48oZcTLsPnWwMMFRVT9VaFtNgoJXKbmL2cT6KSaRtl&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://aseguirniteroi.com.br/noticias/niteroi-vira-o-jogo-na-seguranca-e-registra-o-setembro-mais-seguro-em-duas-decadas/&quot;&gt;https://aseguirniteroi.com.br/noticias/niteroi-vira-o-jogo-na-seguranca-e-registra-o-setembro-mais-seguro-em-duas-decadas/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://forumseguranca.org.br/wp-content/uploads/2025/05/atlas-violencia-2025.pdf&quot;&gt;https://forumseguranca.org.br/wp-content/uploads/2025/05/atlas-violencia-2025.pdf&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.gov.br/sri/pt-br/backup-secretaria-de-governo/portalfederativo/agenda-do-prefeito-brasil/guiainicio/prefeito/conteudos-importantes/a-organizacao-governamental-brasileira-e-a-competencia-municipal&quot;&gt;https://www.gov.br/sri/pt-br/backup-secretaria-de-governo/portalfederativo/agenda-do-prefeito-brasil/guiainicio/prefeito/conteudos-importantes/a-organizacao-governamental-brasileira-e-a-competencia-municipal&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.portalplanejamento.niteroi.rj.gov.br/wp-content/uploads/2025/06/LOA-2025-e-anexos-consolidados.pdf&quot;&gt;https://www.portalplanejamento.niteroi.rj.gov.br/wp-content/uploads/2025/06/LOA-2025-e-anexos-consolidados.pdf&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.tandfonline.com/doi/full/10.1080/14649880600815917&quot;&gt;https://www.tandfonline.com/doi/full/10.1080/14649880600815917&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;http://www.atlasbrasil.org.br/ranking&quot;&gt;http://www.atlasbrasil.org.br/ranking&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://defensoria.rj.def.br/noticia/detalhes/22853-Niteroi-3-mil-criancas-correm-o-risco-de-ficar-sem-estudar-em-2023&quot;&gt;https://defensoria.rj.def.br/noticia/detalhes/22853-Niteroi-3-mil-criancas-correm-o-risco-de-ficar-sem-estudar-em-2023&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://defensoria.rj.def.br/noticia/detalhes/22884-Niteroi-tem-70-dias-para-matricular-criancas-em-creches&quot;&gt;https://defensoria.rj.def.br/noticia/detalhes/22884-Niteroi-tem-70-dias-para-matricular-criancas-em-creches&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://defensoria.rj.def.br/noticia/detalhes/29644-Niteroi-tem-5-meses-para-matricular-todas-as-criancas-em-creches&quot;&gt;https://defensoria.rj.def.br/noticia/detalhes/29644-Niteroi-tem-5-meses-para-matricular-todas-as-criancas-em-creches&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://acendealuta.wixsite.com/acendealuta/lutas-urbanas1-1/pr%C3%A9dio-da-caixa&quot;&gt;https://acendealuta.wixsite.com/acendealuta/lutas-urbanas1-1/pr%C3%A9dio-da-caixa&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://oglobo.globo.com/rio/bairros/niteroi/noticia/2024/09/22/ex-moradora-do-predio-da-caixa-em-niteroi-nao-fomos-salvos-pela-prefeitura.ghtml&quot;&gt;https://oglobo.globo.com/rio/bairros/niteroi/noticia/2024/09/22/ex-moradora-do-predio-da-caixa-em-niteroi-nao-fomos-salvos-pela-prefeitura.ghtml&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://oglobo.globo.com/rio/bairros/moradora-de-predio-desocupado-no-centro-de-niteroi-morre-em-situacao-de-rua-24247224&quot;&gt;https://oglobo.globo.com/rio/bairros/moradora-de-predio-desocupado-no-centro-de-niteroi-morre-em-situacao-de-rua-24247224&lt;/a&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2026/01/fez-o-dever-de-casa-e-errou.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjP9e7Ch6q6v9NRCVdWvDKNoB1cfHcs0rzlT-D5VmaSZSbfIvt6dGWL6BPe7kiXBEkDksVSJw8tyi7A8O41NwcsxZcIMndrUkWP4txm2Qzch1jP4k44Ba6SVYzLbjEP9SlV9nAiMR2pv7dDRCCrLgaYRJvamTBEtQuwb9UF49rLiRw_yZh3Lh99ZZOHHUtq=s72-w400-h200-c" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-6866871396807599577</guid><pubDate>Sun, 02 Nov 2025 18:11:00 +0000</pubDate><atom:updated>2025-11-02T20:31:22.017-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BALA</category><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">JIP</category><category domain="http://www.blogger.com/atom/ns#">SISPRO</category><category domain="http://www.blogger.com/atom/ns#">sistemapróprio</category><title>Aforismos SISPRO 19, Estude Matemática</title><description>&lt;p&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgsFqZomVYU9Dz5k3t467j_11-a9YvTe5GliIhMNI7qZi5Itj70e2rtO9Bet5ViDTOAr_47T9T9nGY5THU5jEWN7IP5BdwQkva2aH_2YIu9u8v4nauC076z9RSmN3D1198Lsc7lBYHFl3VICKxpT4BG0nTbX63Brc-SZPnLm3O46c8_azBqYlffZ309omLp&quot;&gt;&lt;img height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgsFqZomVYU9Dz5k3t467j_11-a9YvTe5GliIhMNI7qZi5Itj70e2rtO9Bet5ViDTOAr_47T9T9nGY5THU5jEWN7IP5BdwQkva2aH_2YIu9u8v4nauC076z9RSmN3D1198Lsc7lBYHFl3VICKxpT4BG0nTbX63Brc-SZPnLm3O46c8_azBqYlffZ309omLp=w400-h200&quot; width=&quot;400&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;Niterói, 5 de sexário de 2029. Sossego, 15:01.&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Tenho que trabalhar num cálculo pra carga. Já defini que Força (Fç) 10 carrega 20 kg, e progride geometricamente, seria bom um cálculo para representação.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Visto que a progressão geométrica (PG) de carga é crescente, PG=(20,40,80,...). Podemos usar a fórmula do termo geral da PG para descobrir quanto uma Fç x carrega.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;an=a1*q^(n-1)&lt;/p&gt;&lt;p&gt;Sendo:&lt;/p&gt;&lt;p&gt;an: valor desconhecido ou carga à descobrir da Fç alvo&lt;/p&gt;&lt;p&gt;a1: 1º termo da sequência geométrica ou 20&lt;/p&gt;&lt;p&gt;q: razão ou 2&lt;/p&gt;&lt;p&gt;n: número desconhecido ou Fç alvo -10&lt;/p&gt;&lt;p&gt;Fç15=20*2^(5-1)&lt;/p&gt;&lt;p&gt;Fç15=20*2^4&lt;/p&gt;&lt;p&gt;Fç15=20*16&lt;/p&gt;&lt;p&gt;Fç15=320&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;Num futuro formulário para uma ficha automática, preciso ter em mente o uso da fórmula do termo geral da PG para tal.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Niterói, 5 de setário de 2029. Sossego, 20:27.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Tô aqui, há uns minutos maquinando os custos iniciais de aspecto, dote, habilidade e pê. Já definira que o custo dum ponto de aspecto é o dobro de dote, este é o dobro de habilidade e pê. Mas me preocupa o comportamento da interação dote~habilidade e dote~pê, visto que a média de um confronto é 26 (dote 10 + habilidade 10 + lance 6).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Niterói, 5 de setário de 2029. Sossego, 22:44.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Por si só, não seria um problema, mas desencadeia a revisão da mensuração da &lt;b&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2024/03/aforismos-sispro-11-resumao-ate-entao.html#:~:text=odisseia%2C%20na%20seguinte-,escala,-%3A&quot; target=&quot;_blank&quot;&gt;escala de pontos&lt;/a&gt;&lt;/b&gt; da aventura/odisseia.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Niterói, 5 de setário de 2029. Sossego, 23:19.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Tendo em vista apenas o megahéx (inicial e gratuitamente), valores 10 em aspectos e dotes. Com adição de prós, contras, habilidades e/ou pês temos que a média é 100 pontos. Então segue a escala revisada:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Abaixo da média (50~99) - figurantes e crianças;&lt;/p&gt;&lt;p&gt;Média (100) - eu, você e aquele seu primo de Piracicaba;&lt;/p&gt;&lt;p&gt;Acima da média (101~150) - o Homem-morcego, da Gibi de Detetive;&lt;/p&gt;&lt;p&gt;Experiente (151~200) - Jaime Laço, em Encontro em Berlim;&lt;/p&gt;&lt;p&gt;Heroína (201~250) - qualquer uma em alta fantasia medieval;&lt;/p&gt;&lt;p&gt;Heroína plena (251~300) - Aragorn, Gimli e Légolas, em Senhor dos Anéis;&lt;/p&gt;&lt;p&gt;Alguém muito especial (301~350) - Gandalf, em Senhor dos Anéis;&lt;/p&gt;&lt;p&gt;Super-humana (≥351) - qualquer uma super-heroína.&lt;/p&gt;&lt;p&gt;Niterói, 13 de setário de 2029. Prima-feira,11:58.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Tenho que definir algumas mecânicas simples, para além de escavação, como moção em terreno que não plano, nado, nado submerso, corrida e salto.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Arbitrei erroneamente que Rapidez (Rd) 10 tinha moção de 3 m/s (11 km/h aproximadamente), quando na verdade isso é a corrida. 1,39 m/s (5 km/h) é o correto. Porém a razão entre esses não me deixa à vontade, matematicamente falando, para fazer um cáuculo preciso e coeso de representação. Devia ter estudado mais.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Posso redefinir moção (mç) e corrida (cd) para:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;mç=Rd/10;&lt;/p&gt;&lt;p&gt;mç=10/10;&lt;/p&gt;&lt;p&gt;mç=1 m/s (3,6 km/h), e;&lt;/p&gt;&lt;p&gt;cd=mç*3;&lt;/p&gt;&lt;p&gt;cd=1*3;&lt;/p&gt;&lt;p&gt;cd=3 m/s (10,8 km/h).&lt;/p&gt;&lt;p&gt;Niterói, 13 de setário de 2029. Prima-feira,14:17.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Então a tabela de Referência em Pontos de Boneca fica assim:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhRt4s0Ty1CsLrbuVK90vDzAgtnOfQj54H0cbGKaWlQriF5mzk4FFkY400EnDXkoevSz_aKDdrqgW53TMSFKDrQpmOaiw8OzTS8qT5wppZwDBmG2WyBxnSbXlYmiNlaYCeoj0J3eukB07KIU0NPf8U7C7ZSEsP2ddL4Pvxlj72Yy4mO5oA_CxIiAsDX7N7y&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;183&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhRt4s0Ty1CsLrbuVK90vDzAgtnOfQj54H0cbGKaWlQriF5mzk4FFkY400EnDXkoevSz_aKDdrqgW53TMSFKDrQpmOaiw8OzTS8qT5wppZwDBmG2WyBxnSbXlYmiNlaYCeoj0J3eukB07KIU0NPf8U7C7ZSEsP2ddL4Pvxlj72Yy4mO5oA_CxIiAsDX7N7y&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;span&gt;	&lt;/span&gt;Usain Bolt, que &lt;a href=&quot;https://www.bbc.com/portuguese/ciencia/2010/01/100126_homemcorridaml#:~:text=Para%20estabelecer%20o%20novo%20recorde%20mundial%20da%20prova%20dos%20100%20m%20rasos%20e%20se%20tornar%20o%20corredor%20mais%20veloz%20do%20mundo%2C%20o%20jamaicano%20Usain%20Bolt%20chegou%20a%20uma%20velocidade%20m%C3%A9dia%20de%2045%20km/h.&quot; target=&quot;_blank&quot;&gt;corre numa média de 45 km/h&lt;/a&gt;, teria Rd 13, habilidade Atletismo 6 (100 m rasos) e pró Veloz que duplicaria seu deslocamento pra provas de corrida, por exemplo.&lt;p&gt;&lt;/p&gt;&lt;p&gt;Niterói, 1º de oitário de 2029. Terça-feira, 21:19.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Agora moção em terreno que não plano, são outros quinhentos.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Niterói, 15 de nonário de 2029. Terça-feira, 10:35.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Tendo em vista a possibilidade dos conflitos, para além do aspecto Biológico (B), é melhor mudar a disposição dos dotes no mega-hexágono. De que forma? Raciocínio (Rn) e Agência (Ac) funcionam do mesmo jeito que Rapidez (Rd) para conflitos, assim como Intelecto (It) e Interação (Iç) funcionam como Força (Fç). Para fácil associação desta dinâmica, se faz necessária a disposição horária dos dotes.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEitExiwHGAelsY3iC2-So6kfz9oWzUpQg5MbAMOHE0TL-dhLa_u2UJrRNMfJ8zbf9DF-Y2KMUtwPxvx9CFQkDKu2nyvFVk5c3fWTZoUbwQXGN-XzmNlLBN1TzGx8UumEiv4nMOIKnnuVKXS0M_zeSSThzQVbnHxq0GDnrJuRiyuclhbaBCgkjHcsUbVLs99&quot;&gt;&lt;img height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEitExiwHGAelsY3iC2-So6kfz9oWzUpQg5MbAMOHE0TL-dhLa_u2UJrRNMfJ8zbf9DF-Y2KMUtwPxvx9CFQkDKu2nyvFVk5c3fWTZoUbwQXGN-XzmNlLBN1TzGx8UumEiv4nMOIKnnuVKXS0M_zeSSThzQVbnHxq0GDnrJuRiyuclhbaBCgkjHcsUbVLs99=w283-h400&quot; width=&quot;283&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;Niterói, 26 de onzário de 2029. Sossego, 12:31.&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Voltando a moção em terreno que não plano, busquei inspiração em outros jogos para tal.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Na 3ª edição de GURPS, no tópico Viagem (MB187), diz que:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;“A distância percorrida em um dia de viagem, seja a cavalo ou a pé, é uma função direta de sua Carga. Sob condições ideais de viagem, um grupo em boa forma pode planejar cobrir em um dia de marcha as seguintes distâncias:&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Sem Carga&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;80 km.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Carga Leve&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;65 km.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Carga Média&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;50 km.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Carga Pesada&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;		&lt;/span&gt;35 km.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Carga Muito Pesada&lt;span&gt;	&lt;/span&gt;15 km.”&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;Não diz por quanto tempo, por dia, se pode viajar. Para além das “condições normais de temperatura e pressão, desprezando-se a velocidade do vento”, há de se ter uma informação mais precisa.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Segundo &lt;a href=&quot;https://web.archive.org/web/20210630003231/https://lifestyle.sapo.pt/casa-e-lazer/viagens-e-turismo/artigos/peregrinacao-a-pe&quot; target=&quot;_blank&quot;&gt;Jorge Atouguia&lt;/a&gt;, médico infecciologista especialista em medicina do viajante, a distância recomendada máxima diária “varia entre 20 e 30 [km] por dia, tendo sempre em conta o acidentado do terreno”.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Assim como não corremos como Bolt, não caminhamos como &lt;a href=&quot;https://g1.globo.com/sp/santos-regiao/noticia/2014/05/peregrino-brasileiro-anda-mais-de-50-km-por-dia-e-ja-visitou-20-paises.html&quot; target=&quot;_blank&quot;&gt;Rosan Garcia e seus 50 km diários&lt;/a&gt;. Portanto podemos aplicar o apontamento de Atouguia a abstração de GURPS.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;Carga&lt;span&gt;		&lt;/span&gt;mç/dia&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Nenhuma&lt;span&gt;	&lt;/span&gt;30 km&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Leve&lt;span&gt;		&lt;/span&gt;25 km&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Segura&lt;span&gt;		&lt;/span&gt;20 km&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Pesada&lt;span&gt;		&lt;/span&gt;10 km&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2024/05/aforismos-sispro-14-um-pouco-de-tudo-ao.html&quot;&gt;Como vimos anteriormente&lt;/a&gt;, como a carga segura da média é 20kg pra Fç 10, algo maior reduz a moção pela metade.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Seguindo a abstração sugerida, vemos a relação com o trreno. Onde:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;“Terreno muito ruim: Selva, mata cerrada, pântano, montanhas, areia macia ou neve profunda. As distâncias percorridas por dia são apenas 20% do normal (16 km/dia para um homem sem Carga). Um terreno deste tipo é, geralmente, instransponível com veículos de roda ou tração animal.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Terreno ruim: Colinas íngremes, floresta, terreno cortado por enxurradas, arroios ou riachos com as margens muito íngremes. As distâncias percorridas em um dia são reduzidas à metade para viagens a pé ou em montaria, e a 25% para veículos com rodas ou tração animal.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Terreno médio: Colinas suaves; florestas abertas ou gelo sólido. A movimentação é normal.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Terreno bom: Planície ou deserto com terreno firme. As taxas de deslocamento diário são 25% maiores do que o normal. Veículos com roda se movimentam como se estivessem em uma estrada média.”&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;Então, aplicando após o cruzamento de informações, temos que:&lt;/p&gt;&lt;p&gt;&lt;span&gt;		&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp;--&lt;/span&gt;&lt;/span&gt;-------------terreno---------------&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Carga&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;mç/dia&lt;span&gt;	&lt;/span&gt;péssimo&lt;span&gt;	&lt;/span&gt;ruim&lt;span&gt;	&lt;/span&gt;comum&lt;span&gt;	&lt;/span&gt;bom&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Nenhuma&lt;span&gt;	&lt;/span&gt;30 km&lt;span&gt;	&lt;/span&gt;6&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;15&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;30&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;30&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Leve&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;25 km&lt;span&gt;	&lt;/span&gt;5&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;12,5&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;25&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;30&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Segura&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;20 km&lt;span&gt;	&lt;/span&gt;4&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;10&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;20&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;25&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Pesada&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;10 km&lt;span&gt;	&lt;/span&gt;2&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;5&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;10&lt;span&gt;	&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;12,5&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;Acho que já tem bastante coisa prum artigo. Beijo no quengo e até a próxima.&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2025/11/aforismos-sispro-19-estude-matematica.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgsFqZomVYU9Dz5k3t467j_11-a9YvTe5GliIhMNI7qZi5Itj70e2rtO9Bet5ViDTOAr_47T9T9nGY5THU5jEWN7IP5BdwQkva2aH_2YIu9u8v4nauC076z9RSmN3D1198Lsc7lBYHFl3VICKxpT4BG0nTbX63Brc-SZPnLm3O46c8_azBqYlffZ309omLp=s72-w400-h200-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-7329256884974807020</guid><pubDate>Tue, 17 Jun 2025 02:17:00 +0000</pubDate><atom:updated>2025-06-18T11:38:48.527-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">OSR</category><category domain="http://www.blogger.com/atom/ns#">retogolem</category><category domain="http://www.blogger.com/atom/ns#">RVG</category><title>Diário do Dr. Xikostein nº1, Definindo parâmetros</title><description>&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 115%; margin-bottom: 3.53mm;&quot;&gt;&lt;span style=&quot;font-family: Georgia, serif; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgUShGqVVL47CC7UeowzmJ9rSMt085ICvNCs064SVOl2HnBJuaHVaHxVD-e0CKxW4BZ2AE_UMDM-bTLSiOD8YXr0oyt-CeZjFXBD1RUMbuCWbmKqEw5uHxctdbli2b1yPShrABIG0T2NdiSQxp3ODcZ8uD5Ez6QEsRJP4pOuW0MuiBz43g7gpaxMOBAf0Qx&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img data-original-height=&quot;1600&quot; data-original-width=&quot;1131&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgUShGqVVL47CC7UeowzmJ9rSMt085ICvNCs064SVOl2HnBJuaHVaHxVD-e0CKxW4BZ2AE_UMDM-bTLSiOD8YXr0oyt-CeZjFXBD1RUMbuCWbmKqEw5uHxctdbli2b1yPShrABIG0T2NdiSQxp3ODcZ8uD5Ez6QEsRJP4pOuW0MuiBz43g7gpaxMOBAf0Qx=w283-h400&quot; width=&quot;283&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Capa mequetrefe provisória&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-family: Georgia, serif; font-size: 12pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;18:26, prima-feira, 27 de sexário de 2029.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&amp;nbsp; &amp;nbsp; Resolvi reunir, nesta nova coluna, minhas proposições para a criação de um &lt;b&gt;retrogolem do &lt;i&gt;DeD&lt;/i&gt;&lt;/b&gt;. Fiz um apanhado do que já propusera espaçadamente para facilitar meu lado. Faça um comentário me dizendo suas impressões.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;22:34, descanso, 25 de sexário de 2029.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; Dando uma olhada no &lt;b&gt;&lt;i&gt;ADeD3emeio&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;D&amp;amp;D3.5&lt;/i&gt;&lt;/b&gt;), volume II (Livro do Mestre), capítulo 6, para ver os métodos alternativos à geração de valores de &lt;b&gt;aptidões&lt;/b&gt; (como chamarei as habilidades), para uma análise da melhor opção.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; Dentre os OITO métodos, gosto mais da compra por pontos. Já havia usado algumas vezes e roda lisinho, com a vantagem de não haver tanta disparidade entre as &lt;b&gt;bonecas&lt;/b&gt; (personagens) das &lt;b&gt;ludistas&lt;/b&gt; (jogadores), pois de injustiça já basta o modo de produção capitalista.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; Outro fator decisivo na escolha é a usabilidade do mesmo pela &lt;b&gt;&lt;i&gt;RPGA&lt;/i&gt;&lt;/b&gt;, hoje &lt;b&gt;&lt;i&gt;D&amp;amp;D Adventures League&lt;/i&gt;&lt;/b&gt; (Liga de Aventureiros de &lt;b&gt;&lt;i&gt;DeD&lt;/i&gt;&lt;/b&gt;), em suas &lt;b&gt;odisseias&lt;/b&gt; (campanhas).&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &lt;i&gt;“Mas por que a &lt;b&gt;RPGA&lt;/b&gt; usa o método de compra por pontos em vez de jogar os dados para gerar os valores de habilidade? (…) o sistema de compra por pontos fornece uma maneira para os jogadores personalizarem seus aventureiros e, ao mesmo tempo, permite que o Mestre estime razoavelmente o nível de poder de todos os personagens do grupo.”&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; Se é bom pruma padronização e personalização em eventos, é bom pra sessão nossa de cada [periodicidade de sua preferência😁]. No entanto, me vejo obrigado a reescrever o trecho pra melhor compreensão.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;Valores de aptidões&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space: normal; white-space: pre;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;	&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Dependendo do &lt;b&gt;tipo de odisseia&lt;/b&gt; (tabela) determinada pela mestre, distribua os pontos entre as &lt;b&gt;aptidões&lt;/b&gt;, a partir de 8 (oito) inicialmente, com base no &lt;b&gt;custo&lt;/b&gt; (tabela).&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Tipo de odisseia&amp;nbsp; &amp;nbsp; Pontos&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Fraca&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;15&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Semifraca&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;22&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Padrão&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;25&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Semipoderosa&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;28&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Poderosa&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;32&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Valor de aptidão&amp;nbsp; &amp;nbsp; Custo&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;9&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;1&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;10&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;2&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;11&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;3&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;12&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;4&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;13&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;5&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;14&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;6&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;15&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;8&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;16&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;10&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;17&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;13&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;18&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;16&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;22:28, sossego, 26 de sexário de 2029.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; Resgatando os apontamentos, que fizera outrora, à cerca dum possível &lt;b&gt;retrogolem&lt;/b&gt; do &lt;b&gt;&lt;i&gt;DeD Enciclopédia de Regras&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;ER&lt;/i&gt;&lt;/b&gt;) mais o &lt;b&gt;&lt;i&gt;DeD Regras Imortais&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;I&lt;/i&gt;&lt;/b&gt; do &lt;b&gt;&lt;i&gt;BECMI&lt;/i&gt;&lt;/b&gt;):&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 20:38, prima-feira, 22 de nonário de 2028.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;b&gt;&lt;i&gt;Antros e Animais&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 3d6&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Nível de dificuldade média 10 e 11&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Modificadores&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 3[-4]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 4-5[-3]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 6-7[-2]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 8-9[-1]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 10-11[0]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 12-13[1]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 14-15[2]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 16-17[3]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 18[4]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Mudar tudo pra d6:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; d4 é d6-2&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; d8 é d6+2&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; d10 é 2d6-2&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; d12 é 2d6&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Magia &lt;b&gt;&lt;i&gt;Ars Magica&lt;/i&gt;&lt;/b&gt; ou algo do tipo&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 3x Categorias fantásticas&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 11, 10, 12, 9, 13, 8 iniciais pra distribuir como quiser entre Força[For], Rapidez[Rap], Compleição[Com], Intelecto[Int], Saber[Sab], Social[Soc] (só mudam os nomes).&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;23:14, sossego, 26 de sexário de 2029.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; Já mudei o nome do &lt;b&gt;retrogolem&lt;/b&gt; para &lt;b&gt;&lt;i&gt;Outro Sistema Repetido&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;OSR&lt;/i&gt;&lt;/b&gt;), só pelo deboche 😁. O uso de 3d (ou 3d6) no lugar do d20 tá de pé. Por simples lógica matemática, como há 25% de chance dum resultado 10 ou 11, esse é o nível de dificuldade média (ndm). Esses modificadores estão bons. A conversão dos dados de armas está boa. Magia não-vanciana, sim, mas ainda como um recurso à ser administrado. Eu já tinha cogitado &lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2022/04/categorias-fantasticas-para-aventureiros.html#:~:text=Dito%20isso%2C%20quantas%20dessas%20precisam%20ser%20categorias%2C%20e%20quantas%20n%C3%A3o%20precisam%20existir%3F%20Simples%2C%20tr%C3%AAs%20e%20o%20resto.%20S%C3%B3%20precisamos%20de%20tr%C3%AAs%20tipos%20de%20aventureiros%2C%20combatentes%2C%20m%C3%ADsticos%20e%20sagazes.&quot; target=&quot;_blank&quot;&gt;combatente, místico e sagaz&lt;/a&gt;, porém batedor fica melhor pra última. Essa distribuição não é ruim; Será alternativa ao padrão que estabeleci ontem. Já as &lt;b&gt;aptidões&lt;/b&gt;, visto a definição de carisma do &lt;b&gt;&lt;i&gt;DeD&lt;/i&gt;&lt;/b&gt; de 1974, trazido pelo colega Rogério Paiva, me fez mudar de ideia:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;“Carisma é uma combinação de aparência, personalidade e assim por diante. Sua função principal é determinar quantos seguidores de natureza &lt;u&gt;incomum&lt;/u&gt; um personagem pode atrair. Isso não quer dizer que ele não possa contratar soldados e mercenários, mas a função de &lt;u&gt;carisma&lt;/u&gt; afetará a lealdade até mesmo desses homens.”&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; 1:54, segunda-feira, 28 de triário de 2029.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Força é força; Destreza é destreza; Constituição é compleição; Inteligência é inteligência; Sabedoria é sagacidade; Carisma é tudo, menos carisma.😁 Segundo o Seu Ernesto e o Seu Davi, é pra saber “quantos seguidores (...) um personagem pode atrair”. Ou sejE, &lt;b&gt;Atração&lt;/b&gt; é o nome certo da aptidão, visto que carisma não é possuído por todos. Pra manter no jogo teria que ser um &lt;b&gt;feito&lt;/b&gt; (talento), como no &lt;b&gt;&lt;i&gt;ADeD3&lt;/i&gt;&lt;/b&gt;, de nome &lt;b&gt;carisma&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;12:15, prima-feira, 27 de sexário de 2029.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Tendo esses parâmetros definidos, já posso fazer umas outras observações:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Apesar de gostar da organização do &lt;b&gt;&lt;i&gt;ER&lt;/i&gt;&lt;/b&gt;, mostrando a progressão até o 36º nível, mas tal apresentação pode dar a falsa esperança à caloura, que ficará frustrada não alcançando tal patamar;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O primeiro capítulo tem que conter tudo que a caloura precisa pra fazer sua boneca;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A concisão diagramal do &lt;b&gt;&lt;i&gt;OSE&lt;/i&gt;&lt;/b&gt; é boa, no entanto precisa ser adequada para espertofones: resolução 540x960 px (9x16) em 300 ppp (300 pontos por polegada, vulgo tamanho real);&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O índice &lt;b&gt;paCA0&lt;/b&gt; (para acertar a Classe de Armadura zero), para se manter lógico, não pode existir CA&amp;lt;0, portanto uma revisão do bestiário se faz necessária;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Trocar o verbete &lt;i&gt;raça&lt;/i&gt; por &lt;i&gt;espécie&lt;/i&gt; é de bom tom;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Não viso abranger espécies folclóricas fora da América do Sul;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A organização do bestiário será por CA, com um índice remissivo em ordem alfabética.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Por hoje é só. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2025/06/diario-do-dr-xikostein-n1-definindo.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgUShGqVVL47CC7UeowzmJ9rSMt085ICvNCs064SVOl2HnBJuaHVaHxVD-e0CKxW4BZ2AE_UMDM-bTLSiOD8YXr0oyt-CeZjFXBD1RUMbuCWbmKqEw5uHxctdbli2b1yPShrABIG0T2NdiSQxp3ODcZ8uD5Ez6QEsRJP4pOuW0MuiBz43g7gpaxMOBAf0Qx=s72-w283-h400-c" height="72" width="72"/><thr:total>2</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-1506665226409862002</guid><pubDate>Sun, 30 Mar 2025 02:40:00 +0000</pubDate><atom:updated>2025-03-29T23:40:03.473-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Chama</category><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">jogo de cartas</category><title>Jogo de cartas Chama</title><description>&lt;p&gt;Niterói, 13 de duário de 2029. Prima-feira, 17:05 (10/02/2025).&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Depois duma epifania olhando a &lt;a href=&quot;https://ligabsw.blogspot.com/p/regra-50.html#:~:text=BARALHO%20DE%2055,campe%C3%A3o%20em%20particular).&quot; target=&quot;_blank&quot;&gt;sugestão de cartas&lt;/a&gt; num baralho padrão de 55 cartas de Spellfire, percebi que poderia usar um baralho comum, na verdade 4 baralhos, pra fazer meu jogo de cartas. Porém, ao começar a escrever no caderno, lembrei que não jogara Yu-Gi-Oh: Elos de Duelo naquele dia. Então fui jogar e esqueci da anotação. Cheguei até comentar com meu irmão, quando me visitou pela manhã, com direito a demonstração.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Escolhendo nome do jogo e pensando em usar a etimologia dos naipes:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Copas (♥) é o clero;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Ouros (♦) é a burguesia;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Paus (♣) é o proletariado e;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Espadas (♠) é a nobresa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Sintetizar um nome envolvendo esses 4 na disputa de poder, em que não se perca numa busca internética infrutífera, é complexo. Revolução vêm das massas, ou sejE, só o proletariado produz uma. O resto é golpe. Podia ser &quot;Chama&quot;, inspirado no Spellfire (Chamagia). Faz duplicidade com o substantivo feminino e a 3ª pessoa do singular do presente do indicativo do verbo chamar, além de ser uma &lt;a href=&quot;https://www.dicionarioinformal.com.br/chama/#:~:text=2.,Chama&amp;amp;text=O%20%22Chama%22%2C%20%C3%A9%20uma,golpear%2C%20agredir%20algu%C3%A9m%20ou%20algo.&amp;amp;text=%22Chama!%22%20-%20Indicando%20concord%C3%A2ncia%2C%20aceita%C3%A7%C3%A3o%20e%20cumplicidade.&quot; target=&quot;_blank&quot;&gt;gíria (não sei de onde) manera&lt;/a&gt;. Enfim, fica Chama por enquanto.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Niterói, 19 de duário de 2029. Descanso, 03:56 (16/02/2025).&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;De posse de 4 baralhos, separa-se os naipes de cada e formam-se 4 baralhos de cada naipe.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;De 2 à 4 jogadores escolhe seu baralho naipe.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Tendo em vista que no Spellfire “Os campeões em um baralho não podem passar de 90 níveis”, destacamos as cartas de 6 à 2 para tal, que se somados, temos 80. Parece que foi feito pra isso! Mas a razão campeões/exércitos parece melhor de 5 à 2.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Então vamos ao bom e velho copia, cola e edita disso tudo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1.REGRAS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Chama é um jogo de cartas para 2 à 4 jogadores. Cada um dos baralhos naipes, formados pela junção de 4 baralhos comuns de 52 cartas separados em naipes, formando 4 novos baralhos de cada naipe.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1.1.SOBRE O QUE É TUDO ISSO?&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A ideia do jogo é criar um império. Os jogadores têm turnos sacando e baixando cartas de seus baralhos individuais. Aqui cada jogador tem seu próprio baralho. As cartas do baralho de um jogador não são nunca misturadas com as cartas do baralho de um outro jogador.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como cada jogador constrói seu império, outros jogadores tentam destruí-lo. Os jogadores usam “comandantes” para atacar e defender seu império. Cartas de suporte e áses os ajudam. Se o ataque tem sucesso, parte do império do defensor é derrotada. “Reino Arrasado” é um termo que aparece continuamente nestas regras.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em qualquer jogo, a ideia é ter o divertimento. Com as tecnicalidades das regras ou jogue “regras de toque”. Ninguém tem divertimento com um advogado de regras. Joguem justamente e honestamente. Tenha consciência de jogar de novo algumas cartas se um jogador não entender o que está acontecendo. Lembre-se de que é só um jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1.2.AS CARTAS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Cada carta tem um aspecto e diagramação similar. Tome um momento para baixar algumas das cartas. Usando o naipe de paus (♣) como representação gráfica aqui, as cartas Rei(🃞), Dama(🃝) e Valete (🃛) são os reinos que fazem seu império. O resto das cartas é baixado verticalmente. No canto superior esquerdo existe um ícone que identifica o tipo de carta. Os 5 (🃕), 4 (🃔), 3 (🃓) e 2 (🃒) são comandantes. Regras que falam sobre comandantes se aplicam a todas estas cartas. Os comandantes tem um número para o nível. O número é o nível da carta. Quanto maior o nível, mas poderosa é a carta. O mesmo vale para as cartas de exército: 10 (🃚), 9 (🃙), 8 (🃘), 7 (🃗) e 6 (🃖). As cartas tem níveis de 2 a 10, exceto o ás (🃑) que representa armistício.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1.3.OS BARALHOS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Cada baralho padrão contém uma mistura de reinos, comandantes, exércitos e armistícios. Cada tipo de carta tem seu próprio propósito e valor no jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Nenhuma carta individual pode aparecer mais de 4 vezes em um baralho. Cada baralho usado nos torneios de Chama é limitado pelo nº de cartas específicas que se pode incluir.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;BARALHO PADRÃO (♥♦♣♠)&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;12 reinos;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;16 comandantes;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;20 exércitos;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;4 armistícios.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Total de cartas 52&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1.4.COMEÇANDO O JOGO&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Para saber quem começa o jogo, cada jogador aleatoriamente saca (ou corta) uma carta. O jogador com o maior resultado começa, sendo A &amp;gt; K &amp;gt; Q &amp;gt; J &amp;gt; 10 &amp;gt; 9 &amp;gt; 8 &amp;gt; 7 &amp;gt; 6 &amp;gt; 5 &amp;gt; 4 &amp;gt; 3 &amp;gt; 2. Em caso de empate, os jogadores que empataram sacam novamente até que um saque a maior carta. Cada jogador embaralha seu baralho e coloca o mesmo com a face para baixo na mesa. O jogador intitulado a sua direita corta o baralho antes de seu possuidor sacar quaisquer cartas. Cada jogador possui sua pilha de saque e nunca sacam cartas de outra pilha de saque.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Cada jogador saca cinco cartas para sua mão inicial. No início do turno, o jogador saca três cartas. O jogo procede no sentido horário ao redor da mesa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;No final do turno, o jogador deve ter apenas oito cartas em sua mão; Extras devem ser descartadas para a pilha de descarte.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1.4.1.REGRA DE RESSAQUE&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se um jogador não tiver jogado um reino e não tiver reino em sua mão, ele pode jogar para o final do segundo turno, parando o jogo e iniciando outro. Não há vitória ou derrota. O jogador que pede o ressaque deve revelar sua mão para provar que não há reinos.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Ressaque pode ser apenas declarado 2 vezes pelo mesmo jogador em uma rodada. Em um terceiro jogo, o jogador é forçado a continuar o jogo com as cartas que ele sacou. Quando um novo jogo é iniciado após um resultado de ressaque, os jogadores precisam determinar de novo, quem começa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1.4.2.VITÓRIA&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Um jogo de Chama termina quando as condições de vitória são atingidas. O padrão das condições de vitória é quando um jogador possui seis reinos não arrasados em sua formação quando saca (fim da etapa 1). O primeiro jogador a fazer isso, é o vencedor. Quando um jogador ficar sem cartas para sacar, ele PERDE, saindo da disputa contra os demais ou dando a vitória a dupla ou adversário.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.O JOGO&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Todos os jogadores têm que seguir a sequência do turno. Etapas 1, 5, e 6 têm que ser executadas. Etapas 2, 3, e 4 são opcionais.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Etapa 1: Saque 3 cartas de sua pilha de saque.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Etapa 2: Jogue um reino.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Apenas um de cada pode ser jogado em um turno, mesmo se você tiver mais em sua mão. Jogue, Reconstrua, ou substitua um reino. Você pode fazer apenas uma das três opções. Se um reino é jogado, o jogador não pode reconstruir outro reino no mesmo turno. Para mais detalhes de como reconstruir ou substituir reinos, veja Reinos Arrasados.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Etapa 3: Jogue cartas em seu poço.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Você precisa fazer os passos A e B desta etapa em ordem; você pode voltar de um passo para o outro e fazer entre eles. Somente o jogador que tem o turno pode fazer ações durante este passo.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A)Coloque quaisquer números de comandantes em seu poço.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;B)Una só um exército a cada comandante no poço.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Etapa 4: Ataque um reino de outro jogador.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;		&lt;/span&gt;Uma vez que o reino é escolhido, o atacante não pode mudar o ataque para um reino diferente, mesmo que ele use comandantes diferentes. Comandantes atacantes podem vir da mão do jogador ou de seu poço. Para mais detalhes sobre atacar reinos, veja a seção de Batalha.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Etapa 5: Ajuste o tamanho de sua mão.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Neste ponto do turno, não é mais possível colocar campões em seu poço e unir exércitos, ações típicas de duração da etapa 3, a não ser que seja obtida via espólios de vitória.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A) Use qualquer carta permitida de ser jogada na etapa 5.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você possuir um comandante no poço hábil para usar uma carta. Somente o jogador possuidor do turno pode jogar cartas de etapa 5.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;B) Descarte cartas de sua mão até você constituir seu tamanho limite máximo de mão.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Etapa 6: Bata na mesa e finalize seu turno&lt;/span&gt;&lt;/p&gt;&lt;p&gt;O jogador à sua esquerda tem agora seu turno.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.1.REINOS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Reinos representam lugares que são leais ao jogador. Eles são os focos de ataque e defesa. Cada reino é um reinado, príncipado, ducado, condado, baronato ou demais correlatos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Durante a etapa 2, o jogador pode jogar um novo reino. Este novo reino é jogado no primeiro espaço vazio da formação ou em cima de um reino destruído; ele não pode substituir um reino ativo (face pra cima). Um reino destruído é descartado se um novo reino é jogado em cima dele.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Lacunas na formação devem ser perfilados em uma certa ordem. A dica de uma pirâmide (Carta A) deve ter uma carta, mesmo que destruída, antes de jogar uma no meio(Cartas B e C) ou no fundo (Cartas D, E, e F). O meio deve conter cartas em ambas as posições, antes de qualquer carta ser jogada na linha do fundo. Não importa qual carta particular é jogada primeira.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se o jogador não possuir reinos na mesa, arrasados ou não, todos os comandantes em seu poço são descartados no final do turno corrente. O jogador que ganhou um espólio de vitória (veja abaixo) e sacou um reino pode salvar seus comandantes de serem descartados, pois ele pode jogar o reino em sua formação.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.2.A FORMAÇÃO&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Reinos que são jogados, eles formam um triângulo com a base à frente do jogador. O primeiro reino jogado será o topo deste triângulo. A segunda linha tem que ser perfilada antes de qualquer reino ser jogado na terceira linha.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Cada reino protege os reinos de trás de possíveis ataques. Um reino não pode ser atacado, quando se encontra atrás de um reino não arrasado. Um reino arrasado não oferece proteção. Reinos que são expostos por reino arrasado pode ser atacado normalmente.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.2.1.REINOS ARRASADOS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Um reino arrasado é virado com a face para baixo. Ele não é removido de sua posição na formação nem descartado. Durante a etapa 2, o jogador pode substituir um reino arrasado com um novo. O reino arrasado é descartado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Um reino arrasado pode ser reconstruído (virado para cima) se o jogador descartar três cartas de sua mão durante a etapa 2. O jogador pode apenas reconstruir um reino cada turno, e jogar um novo reino da mesma forma. Na configuração do diagrama, o reino A protege os reinos B e C. Se o reino A for destruído; B e C podem ser atacados. Se A e B forem destruídos, C e D podem ser atacados. Reinos E e F ainda estão protegidos. Um reino retém sua posição na formação mesmo se outros reinos forem descartados. Por exemplo, se os reinos A, B, e C são todos descartados, reinos D, E e F não podem ser movidos para as lacunas.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.3.O POÇO&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O poço é justamente um lugar à esquerda da formação. Na etapa 3 de seu turno, um jogador pode colocar qualquer número de comandantes no poço oriundos de sua mão. Ele pode unir exércitos nesses comandantes. Essas cartas são consideradas em jogo, mas não contam contra o tamanho limite da mão do jogador. As cartas no poço, permanecem ali até que sejam envolvidas em batalha. Se um comandante é mandado para a pilha de descarte, todas as cartas unidas são colocadas na pilha de descarte.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.4.EM JOGO&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Uma carta é considerada “em jogo” quando a carta está no poço, na formação ou envolvido em batalha. Cartas Armistício (🂱🃁🃑🂡) são também cartas consideradas “em jogo”. Cartas são removidas do jogo, tipicamente são enviadas a pilha de descarte. Cartas que não estão “em jogo” não tem mais efeito no jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.5.Batalha&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Durante a etapa 4 de um turno, o jogador atuando pode atacar um reino de outro jogador. Todos ataques contra um único reino são conhecidos como batalha; cada comandante que avança durante a batalha constitui uma incursão. Um ataque segue essa sequência:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;a) O atacante indica qual reino será atacado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Deve ser um reino que ele seja capaz de atacar, por ser exposto (na posição A, por exemplo). Um jogador escolhe atacar qualquer outro reino exceto os seus próprios.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;b) O atacante seleciona um comandante da sua mão ou poço e o apresenta como a carta atacante.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O jogador não pode adicionar exércitos no comandante nesse momento. Entretanto, se o comandante atacante vier do poço do jogador, ele pode já possuir um exército unido. Um atacante pode se envolver em somente uma incursão, tanto como atacante, defensor ou aliado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;c) O defensor escolhe um comandante da sua mão ou poço e o apresenta como a carta defensora.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Esse jogador não pode adicionar nenhum exército ao comandante defensor nesse momento. Entretanto, se o defensor vier do poço do jogador, ele pode já possuir um exército unido. Se não houver defesa, o reino é arrasado. Um comandante pode ser envolvido em somente uma incursão, tanto como atacante, defensor ou aliado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;d)Compare o nível total de cada lado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Leve em conta os níveis somados de ataque contra defesa que afetam o Batalha. O lado com o maior nível total está ganhando. Um empate significa que o defensor está ganhando.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;e) O jogador que está perdendo pode jogar uma carta&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Compare o nível total de novo. O jogador perdedor continua a jogar cartas, uma a uma, até ele estiver ganhando. O jogador que estiver ganhando não pode jogar cartas. Continua-se jogando cartas desse modo até o jogador que estiver perdendo não poder jogar mais cartas, se recusar a jogar outra carta ou lançar Armistício (veja adiante). Essa incursão acabou. O ganhador não tem a opção de jogar mais cartas, não importa quão ele queira.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;f) O jogador com o maior nível ajustado ganha aquela rodada.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O defensor sempre ganha em empates.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;g) O ganhador coloca seu comandante, com todas seus exércitos, no seu poço.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O perdedor descarta todas cartas usadas na batalha.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;h) O jogador completou agora uma incursão.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se o atacante ganhou a rodada, mas o reino que ele atacou não foi arrasado, ele pode selecionar outro comandante e atacar outro reino de outro adversário, se houver. Ele não pode usar o mesmo comandante para atacar mais de uma vez por turno. O novo jogador defensor deve escolher um defensor (refaz-se a sequência à partir de c).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se o atacante perder ou o reino defensor for arrasado ou descartado, a batalha acabou. O atacante não pode continuar atacando novos reinos, mesmo se ele possuir comandantes que não participaram em nesse turno.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;i) Depois do fim da batalha, um dos jogadores pode ser elegido a comprar espólio de batalha.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Espólio de batalha é uma carta da pilha de saque do jogador. O atacante ganha espólio de batalha se o reino que ele estava atacando foi arrasado ou descartado. O defensor compra espólio de batalha se um comandante atacante foi derrotado em Batalha e descartado. Caso a carta comprada seja um reino, o jogador pode baixá-lo na formação antes da etapa 6.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.5.1.TERMINANDO A BATALHA&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A batalha termina se o reino do defensor for arrasado ou descartado, ou se o comandante atacante for derrotado. Entretanto, há algumas circunstâncias especiais. Todos resultados possíveis de uma incursão estão listados abaixo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;• Se o defensor derrota um comandante atacante durante uma incursão, a batalha acaba. O atacante não pode enviar outro comandante para continuar o ataque. O defensor ganha um espólio de batalha se o comandante atacante foi derrotado. Caso a carta comprada seja um reino, o jogador pode baixá-lo na formação antes da etapa 6.&lt;/p&gt;&lt;p&gt;• Se o atacante ganha a rodada derrotando o comandante defensor, ele pode continuar o ataque. O comandante vencedor retorna a mesa do atacante e o jogador pode enviar um comandante diferente que ainda não tenha sido usado nessa batalha e começar uma outra incursão contra o mesmo reino.&lt;/p&gt;&lt;p&gt;• Se o defensor alguma vez se negar a defender o reino, o reino é arrasado e a batalha acaba. O atacante ganha espólio de batalha.&lt;/p&gt;&lt;p&gt;• Se o atacante alguma vez se negar a enviar um comandante, a batalha acaba. Nenhum lado ganhou, e nenhum jogador ganha espólio de batalha. O atacante não é nunca obrigado a continuar o ataque.&lt;/p&gt;&lt;p&gt;• Se uma carta causa o reino atacado a ser arrasado...&lt;/p&gt;&lt;p&gt;• Se uma carta causa ambos comandantes a serem descartados...&lt;/p&gt;&lt;p&gt;• Se uma carta causa um comandante atacante a ser descartado...&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.5.2.ORDEM DE JOGADA&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em jogos intensos, às vezes pode parecer que é uma corrida para jogar as cartas primeiro antes que alguém jogue uma carta para te impedir. Quando você põe uma carta em jogo, todos jogadores têm uma chance de responder a sua ação. Isso não precisa de um “intervalo” mas significa que jogar as cartas rápido não é a solução.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você acabou de baixar uma carta em jogo, todos jogadores têm uma chance de responder. Depois disso, você pode continuar. Por exemplo, se você declara ataque jogando um comandante 5(🃖) com exército 10(🃚) unido do seu poço ao reino adversário, você tem que dar a chance dos outros jogadores responderem a isso. Se ninguém fizer nada, então você pode continuar.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.5.3.ESPÓLIOS DE BATALHA&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se um reino sendo atacado é arrasado ou descartado durante o Batalha, o atacante pode comprar uma carta de sua pilha de saque. Essa carta pode então ser jogada imediatamente (caso seja um reino) ou mantida na mão. A habilidade de jogar um espólio permite que o jogador acelere sua vitória no jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se o atacante for derrotado durante o Batalha, o defensor pode comprar uma carta da sua pilha de saque. Uma vez mais, isso vale até mesmo se o defensor não causou ao comandante ser descartado, mas outra carta sim.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Um espólio de batalha pode ser jogado imediatamente (caso seja um reino) ou mantida na mão, a critério do jogador.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.5.4.ARMISTÍCIO (🂱🃁🃑🂡)&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Esta carta encerra uma batalha já em curso, que termina imediatamente sem vencedores; Comandantes com exércitos voltam ao seu poços; Os reforços são descartados.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Quem lança o Armistício, não pode atacar o jogador alvo. O alvo do Armistício não pode atacar o lançador até o fim do próximo turno.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O Armistício entre os jogadores finda (é descartado) quando o alvo resolve atacar novamente, respeitando as condições citadas.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.6.FICANDO SEM CARTAS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Quando um jogador não pode efetuar a etapa 1, com o fim da pilha de saque, ele perde o jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3.GLOSSÁRIO&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Às vezes você pode confundir-se um pouco quando tentar determinar o que uma frase em particular realmente significa. O seguinte glossário é projetado para ajudar a eliminar a confusão. Termos em negrito indicam que este termo usado tem sua definição em outro lugar no glossário.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Batalha&lt;/b&gt;: Este termo refere a um ataque a um único reino durante a etapa 4 do turno do jogador atual. Uma batalha pode durar várias rodadas. Em cada rodada nova tem atacante e defensor novo. Uma batalha termina quando o jogador atacando arrasa ou descarta o reino, quando o defensor derrota o atacante, ou quando o comandante atacando não ganha uma incursão. A batalha também pode ser terminada voluntariamente entre rodadas pelo jogador atacando. A maior parte do tempo, quando uma carta mencionar “batalha”, está se referindo a incursão na qual é envolvida.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Cartas Unidas&lt;/b&gt;: Exércitos são tipicamente unidos a comandantes durante as etapas 3 ou 4 de um jogador. Exércitos unidos a um comandante na etapa 3 devem ficar abaixo deste, com ambos níveis à mostra. Reforços unidos na etapa 4 devem ficar sobre o comandante, na metade inferior. Durante o batalha, uma carta unida fica normalmente até o fim da batalha. Reforços são descartados ao fim do batalha.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Comandante&lt;/b&gt;: Uma carta com um número 5, 4, 3 ou 2, no canto à esquerda superior da carta.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Derrotado&lt;/b&gt;: É considerado que um comandante é derrotado se seu nível ajustado é mais baixo que o do oponente e o dono, ou não pode, ou não quer jogar mais cartas para aumentar o nível dele. Os comandantes derrotados são enviados a pilha de descarte.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Descartado&lt;/b&gt;: Cartas de Chama são descartadas como resultado de uma derrota em batalha, reconstruindo um reino arrasado.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Em jogo&lt;/b&gt;: Este termo refere a cartas que estão na mesa, não contam a mão do jogador e a pilha de descarte. Cartas no poço, reinos na formação, e qualquer carta que é usada em batalha é considerada em jogo. Até mesmo reinos arrasados são considerados em jogo.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Etapa&lt;/b&gt;: O jogo Chama é dividido em etapas (passos) crescentes que dividem a ordem do jogo. Etapa 1 é quando você saca as cartas, etapa 2 é quando você joga reinos, etc. Recorra a seção Jogando o Jogo das regras para uma listagem completa.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Exércitos&lt;/b&gt;: Uma carta com um número 10, 9, 8, 7 ou 6, no canto à esquerda superior da carta. Estas cartas são acrescentadas a um comandante (normalmente durante a etapa 4: batalha) para acrescer ao seu nível ajustado.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Formação&lt;/b&gt;: O padrão das cartas na mesa é chamado a formação. A formação padrão é uma pirâmide de seis cartas com a base voltada ao dono.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Ícone&lt;/b&gt;: São os símbolos no canto esquerdo superior da carta, designando o tipo da carta e o naipe de seu baralho. Indica o número do nível ou nível bônus da carta para comandante e exércitos; A para armistícios; e K, Q, e J para reinos.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Incursão&lt;/b&gt;: Esta é uma rodada de batalha, a hora em que um atacante está face a um defensor. Uma incursão é a batalha simples de comandante contra comandante, um de ataque, e um de defesa. Pode incluir qualquer número de exércitos. Uma batalha frequentemente dura múltiplas rodadas.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Jogador&lt;/b&gt;: Isto se refere a pessoa que joga o jogo; o que controla as ações para um grupo particular de comandantes e outras cartas.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Mão&lt;/b&gt;: Isto se refere às cartas seguradas (mas não estão em jogo) por este jogador.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Nível ajustado&lt;/b&gt;: Este é o nível atual de um comandante (seu nível mais o bônus para cartas unidas).&lt;/p&gt;&lt;p&gt;&lt;b&gt;Nível base&lt;/b&gt;: Este é o nível impresso na carta.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Oponente&lt;/b&gt;: Isto normalmente significa o jogador ou comandante que você está enfrentado na batalha.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Pilha de Descarte&lt;/b&gt;: Quando uma carta é descartada como resultado de um batalha ou reconstrução de reino arrasado, é colocada na Pilha de Descarte daquele jogador. Pilhas de descarte sempre são mantidas separadas de outras áreas (o poço, a formação ou Pilha de Saque).&lt;/p&gt;&lt;p&gt;&lt;b&gt;Pilha de Saque&lt;/b&gt;: Esta é a pilha de cartas das quais um jogador tira as três cartas no começo de seu turno. Quando um jogador não consegue efetuar a etapa 1 por falta de cartas na pilha de saque, ele perde o jogo.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Poço&lt;/b&gt;: Comandantes e exércitos que foram postos em jogo estão no poço. Quando um comandante ataca ou defende, não é considerado que ele esteja no poço. Não podem ser devolvidos a mão, cartas que estejam no poço. Cartas no poço não contam no limite de tamanho da mão do jogador. Um jogador pode colocar qualquer número de comandantes no poço dele. Jogador sem reinos (incluindo arrasados) tem que descartar o poço inteiro ao término do turno do jogador atual. As cartas são jogadas no poço tipicamente na etapa 3 do seu turno.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Reforços&lt;/b&gt;: são exércitos adicionados durante a batalha.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Reino Arrasado&lt;/b&gt;: Quando um comandante ataca um reino e um jogador defendendo não coloca um comandante para defendê-lo, o reino é arrasado. A carta reino é virada com a face para baixo, mas continua na formação. Reinos arrasados são descartados quando um novo reino é colocado naquela parte da formação. Durante o passo 2 do turno de um jogador ele pode descartar 3 cartas de sua mão para reconstruir um reino arrasado ao invés de jogar um da sua mão.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Reino Exposto&lt;/b&gt;: O reino dianteiro é o único que um comandante pode atacar. Quando o reino de um jogador é arrasado e virado para baixo, são expostos outros atrás dele que podem ser atacados. Na pirâmide da formação, cada reino da fila do meio protege dois reinos da última fila. O reino do centro na última fila é protegido por ambos os reinos da fila do meio.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Reinos&lt;/b&gt;: Tipicamente, um reino é colocados na formação do jogador.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Rodada&lt;/b&gt;: é o conjunto de turnos de todos os jogadores na mesa. Quando o jogador anterior ao que primeiro jogou na rodada termina seu turno, a rodada termina.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.TORNEIO&lt;/p&gt;&lt;p&gt;Do que eu preciso?&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Para organizar um torneio de Chama, tudo que você precisa é:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Ao menos 8 jogadores (para um campeonato com pontos);&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Uma cópia do Guia das regras de Chama;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;E um coordenador, que é a pessoa que interpretará as regras durante o campeonato. Campeonatos grandes precisarão de mais de um juiz.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.1.Tipos de torneio&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Contando com as regras normais existem outras opções de regras para campeonatos de Chama. Uns são de nível intermediário enquanto outros desafiam, até mesmo, jogadores experientes.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Campeonatos diferentes são válidos. Se você criar um tipo de campeonato, mande nos as regras que consideraremos colocar em nossa lista de opções.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Maiorias destas regras funcionam bem para baralhos de todos os tamanhos. Em todas as regras são adotados o “tudo ou nada ”. O primeiro jogador a vencer 1 partida passa para próxima etapa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Campeonato (Intermediário)&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Este é um torneio regular de Chama. Cada jogador duelam até estabelecerem as condições de vitória (6 reinos).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Guerrilha (Intermediário)&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Todos os comandantes podem atacar qualquer reino independente de sua posição. Toda vez que um reino for arrasado, o vitorioso pega aleatoriamente uma carta da mão do oponente e a descarta.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Duplas(Intermediário)&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Este tipo de jogo requer uma dupla jogadores, a 1ª dupla a ter 10 reinos intactos, no início do turno de algum membro, ganha o jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;As duplas não podem se sentar seguidamente, mas sim de frente uns pros outros.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Conquistadores (Avançado)&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O primeiro jogador a destruir quatro reinos em batalha e ter três reinos intactos ganha o jogo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Reinos arrasados não contam. Um reino é somente considerado arrasado se for atacado com sucesso até ser arrasado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Mesmo que o reino arrasado seja reconstruído, não se reduz a contagem de reinos arrasados do(s) oponente(s). Isto significa que você pode ganhar o jogo destruindo quatro vezes o mesmo reino!! Todo reino que for descartado durante o batalha não conta pontos, também.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.1.Pontuação&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A pontuação na classificação dos torneios deverão ser:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;1ºlugar - 25 pontos&lt;/p&gt;&lt;p&gt;2ºlugar - 18 pontos&lt;/p&gt;&lt;p&gt;3ºlugar - 15 pontos&lt;/p&gt;&lt;p&gt;4ºlugar - 12 pontos&lt;/p&gt;&lt;p&gt;5ºlugar - 10 pontos&lt;/p&gt;&lt;p&gt;6ºlugar - 8 pontos&lt;/p&gt;&lt;p&gt;7ºlugar - 6 pontos&lt;/p&gt;&lt;p&gt;8ºlugar - 4 pontos&lt;/p&gt;&lt;p&gt;9ºlugar - 2 pontos&lt;/p&gt;&lt;p&gt;10ºlugar - 1 ponto&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.3.Variantes&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Estas regras adicionam uma dinâmica diferente ao campeonato. Tenha certeza que as regras tenham sido bastante explícitas antes de iniciar o torneio&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Aliados&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Com esta variante, o jogador é permitido de ajudar com exércitos qualquer lado de uma batalha que não esteja participando, mas nunca pode ajudar ambos lados.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Armistícios em jogo ainda têm que ser respeitados. Reforços usados nesta contribuição são descartados após o batalha.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se o comandante atacante tiver que comprar um espólio todos jogadores que o ajudaram também compram espólios mais não podem jogá-las imediatamente.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Calouro do Chacrinha&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Qualquer jogador que trouxer um abacaxi para a mesa do campeonato força os outros jogadores a comprar uma carta a menos por turno. Esta regra não é acumulativa apenas uma carta pode ser “perdida” por turno por causa desta regra. A pessoa que traz o abacaxi não é afetada, mas se dois jogadores trazem abacaxis, todos jogadores (incluindo os dois que trouxeram os abacaxis) sacam uma carta a menos cada turno. Um mínimo de uma carta é sacada cada turno. Sem exceção.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Xisum&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Durante a etapa 2 do seu turno, você pode escolher virar com a face para baixo um dos comandantes em seu poço. Este então não poderá atacar nem defender até seu próximo turno.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Então, declare um adversário dizendo &quot;xisum&quot;. Ele pega a primeira carta do topo da pilha de saque e a descarta, exceto se esta carta for um comandante, que então é jogado em um confronto de um contra um com o seu comandante virado. Neste batalha nenhuma carta pode ser usada. É contado apenas o nível dos comandantes. O comandante que estiver virado é considerado atacante e a carta sacada o defensor (o defensor automaticamente vence em empates) o vitorioso da batalha retorna ao seu poço.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Cada jogador só pode colocar um comandante por turno.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;5.4.Condições de Vitória&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em um jogo padrão de 4 jogadores (todos contra todos), duplas ou um contra um, vence:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O Primeiro jogador a ter 6 reinos intactos no início do seu turno é o vencedor. Ou a primeira dupla a ter 10 reinos intactos no início de um de seus turnos é a vencedora.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Caso o jogador não possa concluir a etapa 1 por falta de cartas na pilha de saque, ele perde. Num jogo padrão o jogo segue com menos um. Num jogo de duplas ou um contra um, a dupla ou jogador adversário vence.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.5.Formas de Especificação&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Dadas várias variações de jogo para um campeonato de Chama também será adotado um sistema para especificar as regras que serão adotadas nos mesmos que será feita da seguinte forma.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-style: italic;&quot;&gt;Chama: “tipo” “nome” “(variante&lt;/b&gt;&lt;b&gt;&lt;i&gt;)&lt;/i&gt;&lt;/b&gt;&lt;b style=&quot;font-style: italic;&quot;&gt;” “ano”&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.5.1.Exemplos&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Chama: Campeonato Mariapaulista 2025&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Um campeonato regional padrão.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Chama: Duplas Fluminenses (Xisum) 2025&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Isto indica um torneio de duplas usando a variável Xisum como condição de vitória.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se espaço não for o problema, tente detalhar o máximo as especificações e regras do torneio:&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Chama: Campeonato Mundial 2025&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;As regras deste torneio é a Lei da Terra! Entre na batalha para saber quem é o melhor dos melhores. Será adotado pontuação dupla neste torneio.&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.6.Preparando um torneio&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Há dois tipos de torneios que podem ser feitos, os pontuados e os não pontuados. Os não pontuados geralmente são para poucas pessoas que se juntam para um dia ou dois de jogos. Para iniciar um torneio não pontuado, não há nada que você precise fazer além de escolher o tipo de regras.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Torneios pontuados são completamente diferentes. Para iniciar um torneio pontuado você deve:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Ter no mínimo 8 pessoas;&lt;/li&gt;&lt;li&gt;Divulgar a Competição. Uma mensagem no seu grupo de contatos de Chama é o suficiente para torneios menores. Mas se for em uma convenção ou algo do tipo todas as informações devem estar contidas nesta mensagem;&lt;/li&gt;&lt;li&gt;Organizar o torneio usando as regras mais atuais. Isto permite a todos os participantes saberem a expectativa para o torneio. Também, o torneio é somente legal tendo jogos de dois jogadores (ou mais) e 8 participantes ou mais. Torneios com menos de 8 participantes não são permitidos nas classificações.&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4.7.Regras Especiais&lt;/p&gt;&lt;p&gt;4.7.1.Tempo nas partidas&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em alguns casos alguns torneios podem ser estabelecidos regras extras, como limitar a partida a um tempo de duração. Para tornar esta regra justa a todos, assim que o tempo estabelecido acabar, ao fim da rodada o jogo acaba.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Caso a partida não atinja as condições de vitória, contam-se as cartas na mesa para decidir o vencedor na seguinte pontuação:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Cada exército - 1 ponto;&lt;/li&gt;&lt;li&gt;Cada comandante - 2 pontos;&lt;/li&gt;&lt;li&gt;1 reino - 3 pontos;&lt;/li&gt;&lt;li&gt;2 reinos - 5 pontos;&lt;/li&gt;&lt;li&gt;3 reinos - 8 pontos;&lt;/li&gt;&lt;li&gt;4 reinos - 13 pontos;&lt;/li&gt;&lt;li&gt;5 reinos - 21 pontos.&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp; Eis minha estreia como desenhista de jogo. Vou jogar com a família e você me diz o que achou nos comentários. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2025/03/jogo-de-cartas-chama.html</link><author>noreply@blogger.com (Xikowisk)</author><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-4333861050356274192</guid><pubDate>Sat, 07 Dec 2024 03:08:00 +0000</pubDate><atom:updated>2025-02-22T18:41:35.483-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BALA</category><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">SISPRO</category><category domain="http://www.blogger.com/atom/ns#">sistemapróprio</category><title>Aforismos SISPRO 18, Super soco, vaquinha e ALA</title><description>&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqr3aeXuNgilcBwMYedgMGagTTO_WE40ITCfGzAHJbNg6VJir97BPn37ohB5nh48tIFD8tJXSWLySx90p_ClhxpGy2lzaAjMEUr8EFuAVZQiNcAEX_XblDCqOO-mPsC_EYBtNcf1YZvBSLQfYaewZEPLooNXeHmot57harpKEamPSSpP0FbAu4dL7Ouyid/s600/Miniatura%20SISPRO.png&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqr3aeXuNgilcBwMYedgMGagTTO_WE40ITCfGzAHJbNg6VJir97BPn37ohB5nh48tIFD8tJXSWLySx90p_ClhxpGy2lzaAjMEUr8EFuAVZQiNcAEX_XblDCqOO-mPsC_EYBtNcf1YZvBSLQfYaewZEPLooNXeHmot57harpKEamPSSpP0FbAu4dL7Ouyid/w400-h200/Miniatura%20SISPRO.png&quot; width=&quot;400&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;19:08 30/09/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Lembrei de um vídeo d&#39;O Atila, para o &lt;b&gt;&lt;i&gt;Nerdologia&lt;/i&gt;&lt;/b&gt; nª9, onde se fala da abstração quantitativa da potência do soco de bonecos de gibi.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&quot;00:01:42 Isso porque vamos obedecer um outro tipo de físico que diz que o segredo do soco mais forte está na velocidade.&amp;nbsp;&lt;/p&gt;&lt;p&gt;00:01:48 Segundo o físico que vamos obedecer propôs na teoria da relatividade restrita.&amp;nbsp;&lt;/p&gt;&lt;p&gt;00:01:53 A energia de um objeto varia em função da sua massa e velocidade.&amp;nbsp;&lt;/p&gt;&lt;p&gt;00:01:56 Em velocidades menores, como até 70% da velocidade da luz, isso não é tão drástico.&quot;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Com base na física do Seu Alberto Rocha (pros íntimos^_^), será que preciso refazer o combate da &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt;?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;19:33 30/09/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;70% da velocidade da luz = 209.900.000 m/s (755.640.000 km/h, ou 0,7 c). Agora é só ter que a velocidade de uma boneca com Rapidez (Rd) 10 é 5 m/s e o seguinte é o dobro.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;20:30 30/09/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Com Rd 30, temos uma boneca que atinge 5.242.880 m/s (18874368 km/h, ou 0,01748836523 c).&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;20:40 30/09/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Como pra chegar a 0,017 c custam, cumulativamente, 20.971.500 Pontos de experiência (Px), não preciso me preocupar com isso. Por enquanto.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;21:06 30/09/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Pelo menos serviu pra uma atualização da tabela de Referência em Pontos de boneca.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4D-UAwipgHlpMnNRyPyn3EvPPd7qHZZ7ZV4TjXDkdSdcin4moEB_9T5vppVvx2wo-Lii0YoB4747C2H-rJrm2ufUvJG70kg3_XHQhrz0P1LuXBq7ptqFBNEcNSh5YXW2OLUSbbIGmFdXCKZ40WUYaPtSH2t8wb4yEU1RJBI0i0pB0lVIXhtMSnUIy3YSn/s863/SISPRO%20Refer%C3%AAncia%20em%20PP%203.png&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;229&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4D-UAwipgHlpMnNRyPyn3EvPPd7qHZZ7ZV4TjXDkdSdcin4moEB_9T5vppVvx2wo-Lii0YoB4747C2H-rJrm2ufUvJG70kg3_XHQhrz0P1LuXBq7ptqFBNEcNSh5YXW2OLUSbbIGmFdXCKZ40WUYaPtSH2t8wb4yEU1RJBI0i0pB0lVIXhtMSnUIy3YSn/w400-h229/SISPRO%20Refer%C3%AAncia%20em%20PP%203.png&quot; width=&quot;400&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;10:45 02/10/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Como não tem internet, abri a tabela novamente pra ver se chego na velocidade de 1 c. Só em Rd 36, que custa 1.342.177.260 de Px, suplantamos a linha de 0,7 c (colocar a velocidade em &quot;c&quot; de Rd 36[335.544.320 m/s]). Reitero que dá pras jogadoras se divertirem bastante até que precise me preocupar com essa mecânica peculiar.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;13:05 22/10/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Tendo conhecimento doutra plataforma de financiamento coletivo, a Meeple Starter (que nome horrível!), refiz os cáuculos do lançamento da BALA nessa plataforma, que retem só 5% da arrecadação, contra os 13% do Catarse.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;13:20 22/10/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Resumindo:&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9ejGQocvKtSbFcSjdwJbJcabvKmDE5yg3iCIiMgJCIMCrRrYzSehuzZH4UrHURMXMCltl2iI6xdSpYvbdlHx4BzEkatqKI7bdnAJ4jRc7Cn7RYS6z9EsncnuLIj01s3k6aaKmfi4rty1_kbjHxG_KXyKO2whkr1lEKpeP0CP2UvcMEeyJYj76eFYb_MHW/s642/20241206%20simula%C3%A7%C3%A3o%20BALA.png&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9ejGQocvKtSbFcSjdwJbJcabvKmDE5yg3iCIiMgJCIMCrRrYzSehuzZH4UrHURMXMCltl2iI6xdSpYvbdlHx4BzEkatqKI7bdnAJ4jRc7Cn7RYS6z9EsncnuLIj01s3k6aaKmfi4rty1_kbjHxG_KXyKO2whkr1lEKpeP0CP2UvcMEeyJYj76eFYb_MHW/w296-h400/20241206%20simula%C3%A7%C3%A3o%20BALA.png&quot; width=&quot;296&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;19:30 06/12/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Nem lembrava do que foi escrito acima. Achei que tinha publicado, mas enfim. Vamos ao Ataque de Longo Alcance (ALA).&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoT1TzxAjONVg8VzncqkBCrf1dGtx71OkowjIyZZnXwYfgiTCC_yxsAmoGm8zZ9Ydd6twbe8RYJYjMIvnnTgbRx-0OZnkHeui9gRWbgjyZBZBn2QMFOISv-vPC0UziJqKD_yan6GKtld0BRog6j_Zxq7fucezDG2E5bf-XYQqk6wtuwi_gg82IvaF2eAuK/s840/telefacada.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;310&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoT1TzxAjONVg8VzncqkBCrf1dGtx71OkowjIyZZnXwYfgiTCC_yxsAmoGm8zZ9Ydd6twbe8RYJYjMIvnnTgbRx-0OZnkHeui9gRWbgjyZBZBn2QMFOISv-vPC0UziJqKD_yan6GKtld0BRog6j_Zxq7fucezDG2E5bf-XYQqk6wtuwi_gg82IvaF2eAuK/w400-h310/telefacada.jpg&quot; width=&quot;400&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;Apesar da escolha estética nomenclatural, ALA representa todo ataque que não é Ataque Melê (AM), seja à queima-roupa, curto, médio e longo alcance.&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF3sLYRl1Kd9sAm6vQAPd77GnqFaUlWzsd5hOO1c8Dka8Y4XP7QZ37Fb6XCnoJOn9ZDEgNqmhy9KVYLqTwoECkr8ylz7P5CEsl8NsbeAUUsMF3Q7-iBiow0l1rbxny9UNUvyduC1pbI1FhyQIIvBidGcrhKX-auI1bqhwX46q6NeTWN2xUPUSSddYb0wa6/s1034/vai%20%C3%A0%20merda,%20Shiryu.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF3sLYRl1Kd9sAm6vQAPd77GnqFaUlWzsd5hOO1c8Dka8Y4XP7QZ37Fb6XCnoJOn9ZDEgNqmhy9KVYLqTwoECkr8ylz7P5CEsl8NsbeAUUsMF3Q7-iBiow0l1rbxny9UNUvyduC1pbI1FhyQIIvBidGcrhKX-auI1bqhwX46q6NeTWN2xUPUSSddYb0wa6/w320-h400/vai%20%C3%A0%20merda,%20Shiryu.jpg&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;span&gt;	&lt;/span&gt;Diferente do Lance Disputado (LD) que é o AM, ALA é um Lance Sucedido (LS) contra a habilidade da atiradora. Em condições normais de temperatura e pressão, despresendo-se a velocidade do vento e cobertura... basta fazer um lance (l) contra sua habilidade na arma de longo alcance escolhida para sua boneca e pronto. Só descontar a margem de sucesso (ms) mais sua Rapidez (Rd) da Força (Fç) do alvo: ALA=l≤(habilidade), ms=habilidade-l, dano=ms+Rd. Exemplo:&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;&lt;i&gt;Jadelina tem Rd 12 e Arco Longo 10 e está caçando para o grupo comer algo (pois as rações se acabaram ontem) e encontra um javali na beira do rio. ALA=l≤(10), ela tira 7, uma ms 3, Dando uma flechada de 15 de dano, provendo o alimento do grupo famélico.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;20:41 06/12/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Essa mecânica deixa o ALA bem poderoso, porém há mais fatores no que tange tal ataque, como disse. Portanto a mj deve aplicar certos ônus na habilidade para representação dum verdadeiro desafio para a boneca atiradora.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Cobertura -1, -2 ou -3;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Vento -1, -2 ou -3;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Pressão -1, -2 ou -3;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Temperatura -1, -2 ou -3;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Mobilidade -1, -2 ou -3;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Nem sempre a mj deverá aplicar cada ônus em todo ALA, mas só quando e realmente houver necessidade de tensão, gerando a habilidade momentânea (hm). Voltemos ao exemplo anterior:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;&lt;i&gt;Jadelina tem Rd 12 e Arco Longo 10 e está caçando para o grupo comer algo (pois as rações se acabaram ontem) e encontra um javali na beira do rio. O vento sopra levemente à noroeste, não revelando sua posição ao olfato da caça. Apesar de estar atrás duma pedra, Jadelina crê que tem chance de acertá-lo. ALA=l≤hm (habilidade + ônus de vento + ônus de cobertura), ms=hm-l, dano=ms+Rd. ALA=l≤ (10-1-1=8), ela tira 7, uma ms 1, Dando uma flechada de 13 de dano, provendo o alimento do grupo famélico.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;22:00 06/12/2024&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Não creio que precise entrar em mais detalhes sobre ônus, por enquanto. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/12/aforismos-sispro-18-super-soco-vaquinha.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqr3aeXuNgilcBwMYedgMGagTTO_WE40ITCfGzAHJbNg6VJir97BPn37ohB5nh48tIFD8tJXSWLySx90p_ClhxpGy2lzaAjMEUr8EFuAVZQiNcAEX_XblDCqOO-mPsC_EYBtNcf1YZvBSLQfYaewZEPLooNXeHmot57harpKEamPSSpP0FbAu4dL7Ouyid/s72-w400-h200-c/Miniatura%20SISPRO.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-931713188251231302</guid><pubDate>Mon, 02 Dec 2024 15:25:00 +0000</pubDate><atom:updated>2024-12-02T12:25:23.777-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ASoC</category><category domain="http://www.blogger.com/atom/ns#">DCC com Marcelão</category><category domain="http://www.blogger.com/atom/ns#">DeadpooleWolverine</category><category domain="http://www.blogger.com/atom/ns#">jogo de cartas</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">NMD</category><category domain="http://www.blogger.com/atom/ns#">podcast</category><category domain="http://www.blogger.com/atom/ns#">resenha</category><category domain="http://www.blogger.com/atom/ns#">sdn</category><category domain="http://www.blogger.com/atom/ns#">Xmen97</category><category domain="http://www.blogger.com/atom/ns#">Óciocast</category><title>Óciocast nº 63, DCC com Marcelão 2024-05-04 Ascensão do Caos nº 1 + Informe aos assinantes do Telegram + Resenha X-men &#39;97 + Resenha de Deadpool &amp; Wolverine + SDN 2024-11-07, Secretaria de (não)Conservação + NMD nº 16, Arquivos Secretos: o Confronto</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5x_ewLxVDWNFhrmhN7y1dzcO2_5ix_aCvGcbCobNiK_keNPM_uW3Pc6BgO3ulmN5yriGTGOhHJmf0O4hcfGmvMrBtkoCO93NxoqCD7j7XjJpTELN4vJkiihUpi4Fz45sOTUXa9j7Yj7V7nMRIFb2-mYaujzau98ozfqG_8csWQwaNObwHy9CUysjt8zSw/s1080/Capa%20%C3%93ciocast.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5x_ewLxVDWNFhrmhN7y1dzcO2_5ix_aCvGcbCobNiK_keNPM_uW3Pc6BgO3ulmN5yriGTGOhHJmf0O4hcfGmvMrBtkoCO93NxoqCD7j7XjJpTELN4vJkiihUpi4Fz45sOTUXa9j7Yj7V7nMRIFb2-mYaujzau98ozfqG_8csWQwaNObwHy9CUysjt8zSw/w400-h400/Capa%20%C3%93ciocast.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;iframe src=&quot;https://archive.org/embed/ociocast0063&quot; style=&quot;width: 100%;&quot; height=&quot;30&quot; frameborder=&quot;0&quot; webkitallowfullscreen=&quot;true&quot; mozallowfullscreen=&quot;true&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ia600105.us.archive.org/18/items/ociocast0063/%C3%93ciocast%20n%C2%BA%2063%2C%20DCC%20com%20Marcel%C3%A3o%202024-05-04%20e%20Informe%20aos%20assinantes%20do%20Telegram%20e%20Resenha%20X-men%2097%20e%20Deadpool%20%26%20Wolverine%20e%20SDN%202024-11-07%20e%20NMD%20n%C2%BA%2016.mp3&quot; target=&quot;_blank&quot;&gt;MP3&lt;/a&gt; Duração 1x 2h28min18s, 1,5x 1h38min32s e 2x 1h14min9s.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Alô, você, de todo mundo, que se liga no Óciocast. Aqui é Xikowisk falando, o seu idiota com acesso a internet preferido.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Hoje apresento um compilado de tudo que foi produzido no hiato de funcionamento do Internet Archive.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Comentado no programa:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://youtu.be/-B4318QPb2A&quot; target=&quot;_blank&quot;&gt;DCC com Marcelão 2024-05-04 Ascensão do Caos nº 1&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://t.me/Ociocast/559&quot; target=&quot;_blank&quot;&gt;Informe aos assinantes do Telegram&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.tiktok.com/@ocaradorpg/video/7363777455779335430&quot; target=&quot;_blank&quot;&gt;Assim que se revela um boss (chefão)&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://t.me/Ociocast/560&quot; target=&quot;_blank&quot;&gt;Resenha X-men &#39;97&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://t.me/Ociocast/583&quot; target=&quot;_blank&quot;&gt;Resenha de Deadpool &amp;amp; Wolverine&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://youtu.be/68z3minq2oA&quot; target=&quot;_blank&quot;&gt;SDN 2024-11-07, Secretaria de (não)Conservação&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://youtu.be/Wedxn4w9sws&quot; target=&quot;_blank&quot;&gt;NMD nº 16, Arquivos Secretos: o Confronto&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ludopedia.com.br/jogo/arquivos-secretos-o-confronto&quot; target=&quot;_blank&quot;&gt;Arquivos Secretos: o Confronto&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Usamos áudios de:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Tema principal instrumental, de Esquadrão Relâmpago Changeman&lt;/p&gt;&lt;p&gt;The Children Face Danger and Escape, de Caverna do Dragão&lt;/p&gt;&lt;p&gt;Cidinho e Doca&lt;/p&gt;&lt;p&gt;Eurotrip&lt;/p&gt;&lt;p&gt;Amusement Park Opening Scene, de Caverna do Dragão&lt;/p&gt;&lt;p&gt;O que Você Quer tá Mole, de MC K9&lt;/p&gt;&lt;p&gt;Papagaio Alegre, de Hermeto Pascoal e Grupo&lt;/p&gt;&lt;p&gt;Bye Bye Bye, de NSYNC&lt;/p&gt;&lt;p&gt;Eu sou de Niterói, de Oriente&lt;/p&gt;&lt;p&gt;Tema principal, de Super-homem: Entre a Foice e o Martelo&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;SAQ - Serviço de Atendimento ao Queloniano&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você gostou do conteúdo, compartilhe nas suas redes sociais e divulgue a mídia independente. Deixe seu comentário em &lt;a href=&quot;https://ociolevaaovicio.blogspot.com&quot; target=&quot;_blank&quot;&gt;ociolevaaovicio.blogspot.com&lt;/a&gt;. Mande sua carta para &lt;a href=&quot;mailto:ociolevaaoviciopodcast@gmail.com&quot; target=&quot;_blank&quot;&gt;ociolevaaoviciopodcast@gmail.com&lt;/a&gt;. Assine nosso canal no Telegram e saiba em 1ª mão nosso conteúdo, em &lt;a href=&quot;https://t.me/Ociocast&quot; target=&quot;_blank&quot;&gt;t.me/Ociocast&lt;/a&gt;, e faça parte do grupo agregado Seguidores de Quelone, em &lt;a href=&quot;https://t.me/Quelonianos&quot; target=&quot;_blank&quot;&gt;t.me/Quelonianos&lt;/a&gt;. Todos os demais elos em nosso Jequitibá-corrente, &lt;a href=&quot;https://linktr.ee/xikowisk&quot; target=&quot;_blank&quot;&gt;linktr.ee/xikowisk&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como não só de curtidas vive o ser, pense em contribuir financeiramente. Use a Chave PIX &lt;b&gt;ociolevaaoviciopodcast@gmail&lt;/b&gt;.com e pague um italiano pra gente. Agradeço a audiência. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/12/ociocast-n-63-dcc-com-marcelao-2024-05.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5x_ewLxVDWNFhrmhN7y1dzcO2_5ix_aCvGcbCobNiK_keNPM_uW3Pc6BgO3ulmN5yriGTGOhHJmf0O4hcfGmvMrBtkoCO93NxoqCD7j7XjJpTELN4vJkiihUpi4Fz45sOTUXa9j7Yj7V7nMRIFb2-mYaujzau98ozfqG_8csWQwaNObwHy9CUysjt8zSw/s72-w400-h400-c/Capa%20%C3%93ciocast.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-8150447555374526103</guid><pubDate>Fri, 01 Nov 2024 14:03:00 +0000</pubDate><atom:updated>2024-11-01T11:03:41.268-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">bizu</category><category domain="http://www.blogger.com/atom/ns#">Caquitas</category><category domain="http://www.blogger.com/atom/ns#">Caquitober</category><category domain="http://www.blogger.com/atom/ns#">gurps</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><title>Caquitober 2024</title><description>&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI_4puPlHPXUtQlyOg6EJaO7Sqy2KowQWJ_I-2IXlYtz8A4RfOmJucmZqZO8v8QzT9WSGzdSSCW1U1r3yieZf2GWgnIbmbxJ3oGy_9QQJXDJt7hCqaC5eaPBLOPTs-WbgPGO8gIDTFJZDzZw7erzubYUXrISyVrvJMrjMw6WjtNxoQnT8Zk0ZhCXTi_79X/s3508/Caquitober24.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;432&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI_4puPlHPXUtQlyOg6EJaO7Sqy2KowQWJ_I-2IXlYtz8A4RfOmJucmZqZO8v8QzT9WSGzdSSCW1U1r3yieZf2GWgnIbmbxJ3oGy_9QQJXDJt7hCqaC5eaPBLOPTs-WbgPGO8gIDTFJZDzZw7erzubYUXrISyVrvJMrjMw6WjtNxoQnT8Zk0ZhCXTi_79X/w640-h432/Caquitober24.jpg&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;No mês passado😁, entrei na &lt;a href=&quot;https://bsky.app/hashtag/Caquitober?author=xikowisk.bsky.social&quot; target=&quot;_blank&quot;&gt;gincana das colegas de podifusão do Caquitas&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p lang=&quot;pt&quot;&gt;&lt;span&gt;Surpresa! Hoje começa o Caquitober! Vamos usar o mês de outubro pra recomendar sistemas dentro de cada um dos tópicos listados. Quem quiser participar, pode recomendar os seus, contar uma caquita no tema, desenhar, escrever aventura, o que quiser! Pode inclusive pular dia que ninguém é obrigado.&lt;br&gt;&lt;br&gt;&lt;a href=&quot;https://bsky.app/profile/did:plc:73qm62myyrmebq3qext5fukz/post/3l5hry6rtvf2p?ref_src=embed&quot;&gt;[image or embed]&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;span&gt;— Caquitas Podcast (&lt;a href=&quot;https://bsky.app/profile/did:plc:73qm62myyrmebq3qext5fukz?ref_src=embed&quot;&gt;@caquitaspodcast.bsky.social&lt;/a&gt;) &lt;a href=&quot;https://bsky.app/profile/did:plc:73qm62myyrmebq3qext5fukz/post/3l5hry6rtvf2p?ref_src=embed&quot;&gt;1 de outubro de 2024 às 14:52&lt;/a&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span&gt;&lt;/span&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Antes de entender do que se tratava, cheguei a perguntar se haveria indicação de GURPS. Elas foram até pacientes.&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE_vM0KDPT9NVdIe0SQIjwo8aggHh_2xNIhklz2BdKqcoIpPsbVavo8QwcgNXAXTw3cKLUWQiY7GhADGW0nPuDku7u2zM9LVUj0xp8-p_ALsjj3H59yyrUAqLw3bX2yNbtU69uHtB-nbyjl3EDu79V-Paci2C6qjoCntdehn0603Qp5ASrG7PpmEEAx5-2/s589/Caquitober24%202.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;432&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE_vM0KDPT9NVdIe0SQIjwo8aggHh_2xNIhklz2BdKqcoIpPsbVavo8QwcgNXAXTw3cKLUWQiY7GhADGW0nPuDku7u2zM9LVUj0xp8-p_ALsjj3H59yyrUAqLw3bX2yNbtU69uHtB-nbyjl3EDu79V-Paci2C6qjoCntdehn0603Qp5ASrG7PpmEEAx5-2/w640-h432/Caquitober24%202.jpg&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;i&gt;Não teve Império Romano. Foi mal, Diniz.&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Como a brincadeira rendeu, resolvi registrar por aqui, sem a limitação diagramal da rede social. Agradeço a contribuição do &lt;a href=&quot;https://www.facebook.com/ribeiroll&quot; target=&quot;_blank&quot;&gt;Bahalus&lt;/a&gt; com a lista.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;1.Aventura&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreialaorm3vvyi4qaq47phwd4outyjevyntih74p3mlrj2mba3cwofy@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreialaorm3vvyi4qaq47phwd4outyjevyntih74p3mlrj2mba3cwofy@jpeg&quot; width=&quot;260&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;A cidade está agitada quando Halmaro, o Vermelho, o chefe da Guilda dos Mercadores, organiza a maior caravana que o mundo já viu para entregar sua filha... e seu fabuloso dote... para Ein Arris para seu casamento. Há uma riqueza de oportunidades para aventureiros engenhosos cuja inteligência é tão afiada quanto suas espadas - você é um deles?&lt;/p&gt;&lt;p&gt;Caravan to Ein Arris foi publicado originalmente no Módulo Básico, na pré-revisão da 3ª ed. Ficou fora de catálogo por anos, depois foi trazido de volta em formato PDF. E agora, foi completamente atualizado para a 4ª edição!&lt;/p&gt;&lt;p&gt;Ein Arris sempre foi uma maravilhosa aventura introdutória para o sistema GURPS, e agora está fazendo isso novamente para a 4ª ed.&lt;/p&gt;&lt;p&gt;Escrito por Creede Lambard&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;2.Metajogo&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreih75xhzyl2g5t5ekrzuxzciau24s4vrlmalgvjezb75jbegdajpxy@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreih75xhzyl2g5t5ekrzuxzciau24s4vrlmalgvjezb75jbegdajpxy@jpeg&quot; width=&quot;308&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Faça um acordo com o destino&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Gastar pontos de personagem em habilidades permanentes é maravilhoso – mas não garante que os dados serão bons. Às vezes, você não quer deixar a história à mercê de jogadas aleatórias! Para resolver esse problema, GURPS 4ª edição oferece a alternativa de jogadores usarem pontos para comprar sucessos e influenciar o mundo do jogo. &lt;b&gt;&lt;i&gt;GURPS Power-Ups 5: Impulse Buys&lt;/i&gt;&lt;/b&gt; pega essa ideia e a executa, coletando todas as regras publicadas anteriormente para gastar pontos em resultados em jogo, esclarecendo-as e expandindo-as, adicionando novas possibilidades, desafiando o conceito básico de pontos e oferecendo orientação sobre como adaptar tudo à sua campanha.&lt;/p&gt;&lt;p&gt;&lt;i&gt;Power-Ups 5: Impulse Buys&lt;/i&gt; é um estudo exaustivo sobre como escapar da mentalidade de que os pontos de personagem são para valer e que somente o MJ tem voz na história. Os destaques incluem:&lt;/p&gt;&lt;p&gt;Comprando Sucesso. Influencie rolagens de sucesso, rolagens de dano, rolagens em tabelas e mais – até e incluindo evitar &quot;rolagens incômodas&quot;.&lt;/p&gt;&lt;p&gt;Orientação ao jogador. Altere o cenário e o enredo, obtenha dinheiro e favores e busque intervenção divina... por um preço.&lt;/p&gt;&lt;p&gt;Sobrevivência. Evite ferimentos, enfermidades e até mesmo a morte para você e seus Aliados.&lt;/p&gt;&lt;p&gt;Feitos Incríveis. Use pontos para levar suas habilidades além dos limites para realizar truques de combate, magias poderosas e super acrobacias, e até mesmo fazer mudanças permanentes no mundo.&lt;/p&gt;&lt;p&gt;Novos tipos de pontos. Aprenda sobre dividir pontos de personagem em várias categorias – sem mencionar &lt;i&gt;Destiny Points&lt;/i&gt;, &lt;i&gt;Impulse Points&lt;/i&gt;, &lt;i&gt;Serendipity Points&lt;/i&gt; e &lt;i&gt;Wildcard Points&lt;/i&gt;.&lt;/p&gt;&lt;p&gt;Agitando as fundações. Revise de onde os pontos vêm, para onde vão e se você precisa mesmo deles.&lt;/p&gt;&lt;p&gt;E muito mais. Lances e apostas com pontos? Karma? &lt;i&gt;Bullet Time&lt;/i&gt;? Está tudo aqui!&lt;/p&gt;&lt;p&gt;Se você já sentiu que os pontos de personagem deveriam fazer mais do que comprar habilidades e pontos de vida, ou desejou adaptar sistemas de pontos por resultados de outros JP, então você achará &lt;i&gt;Power-Ups 5: Impulse Buys&lt;/i&gt; revigorante e útil!&lt;/p&gt;&lt;p&gt;&lt;i&gt;Power-Ups 5: Impulse Buys&lt;/i&gt; requer apenas o &lt;b&gt;&lt;i&gt;GURPS Módulo Básico&lt;/i&gt;&lt;/b&gt; da 4ª ed.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;3.Monstro&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreigxulbxv56bhqvje6p2rdmqdxfuuuswmddvm546gvxwonbrpulkpu@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreigxulbxv56bhqvje6p2rdmqdxfuuuswmddvm546gvxwonbrpulkpu@jpeg&quot; width=&quot;281&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;O mundo é um lugar estranho, com um número quase inimaginável de coisas maravilhosas para ver.&lt;/p&gt;&lt;p&gt;Infelizmente, quando a escuridão cai, o mundo fica difícil de ver... e a escuridão é onde o maravilhoso murcha, e a estranheza habita de forma mais mortal.&lt;/p&gt;&lt;p&gt;A linha &lt;b&gt;&lt;i&gt;Criaturas da Noite&lt;/i&gt;&lt;/b&gt; traz bichos assustadores de todas as variedades para seus jogos &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt;. Cada suplemento contém várias esquisitices, projetadas para uso com uma variedade de campanhas e gêneros.&lt;/p&gt;&lt;p&gt;Cada entrada é totalmente detalhada com uma descrição da estranheza, informações sobre onde ela pode ser encontrada, seu modus operandi , estatísticas de jogo e ideias de aventura. Cada uma também contém informações sobre que tipo de habilidades ou capacidades os aventureiros precisam para superar a ameaça, bem como ideias de como incorporá-la em uso único ou campanhas em andamento.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;4.Tensão&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreialbxc66ffzidc6chepa2dj6jnyftpwsl772wk2wck474nax3o3hy@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreialbxc66ffzidc6chepa2dj6jnyftpwsl772wk2wck474nax3o3hy@jpeg&quot; width=&quot;306&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Vivendo no Limite!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Aventure-se à beira do desastre, esquivando-se das mandíbulas da morte com apenas uma pausa para respirar entre os perigos. Este é o mundo dos homens destemidos e mulheres ousadas dos contos de aventura das décadas de 1920 e 1930. Viva as façanhas que aceleram o pulso, agitam o coração e inspiram clichês, narradas em revistas populares, seriados de cinema e histórias em quadrinhos de jornais. Visite os exóticos pontos problemáticos de um mundo em perigo; viaje pelos desertos sem trilhas de continentes inexplorados; voe pelos céus amplos e azuis da primeira geração de voos tripulados.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Cliffhangers&lt;/i&gt;&lt;/b&gt; inclui:&lt;/p&gt;&lt;p&gt;Material de contexto sobre o mundo de 1925-1939, incluindo uma linha do tempo detalhada desse período turbulento.&lt;/p&gt;&lt;p&gt;Regras e diretrizes para gerar personagens com estilo e resistência para aventuras de tirar o fôlego.&lt;/p&gt;&lt;p&gt;Novos perigos a serem enfrentados pelo aventureiro intrépido! Sinta as mandíbulas cortantes da piranha selvagem; emocione-se com os gritos de guerra ululantes dos tuaregues selvagens; estremeça com os esquemas sinistros do cientista louco!&lt;/p&gt;&lt;p&gt;Sugestões de campanhas e aventuras, e adaptação do estilo &lt;i&gt;cliffhanging&lt;/i&gt; para outros ambientes.&lt;/p&gt;&lt;p&gt;Um guia sobre o estilo, a retórica e a astúcia diabólica da vilania da era &lt;i&gt;folhetim&lt;/i&gt;.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;5.Relacionamentos&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreie4xrca35afao26ij4ipjjck34r4vywlvvaicvsn2ghundtu337ae@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreie4xrca35afao26ij4ipjjck34r4vywlvvaicvsn2ghundtu337ae@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Seja mais social!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Desde o início dos tempos, os humanos têm contado com habilidades sociais para sobreviver, prosperar e garantir a continuação da espécie. No entanto, essas interações têm sido tradicionalmente abordadas com muito menos regras do que combate e outros desafios físicos. O &lt;b&gt;&lt;i&gt;GURPS Engenharia Social&lt;/i&gt;&lt;/b&gt; muda tudo.&lt;/p&gt;&lt;p&gt;Este suplemento fornece regras detalhadas para cada tipo de interação social comum. Agora é fácil jogar com um herói que é charmoso, enganador, intimidador ou espirituoso, mesmo que você não seja! Além de uma visão geral extensa sobre as possibilidades de interações sociais em uma campanha, este suplemento inclui:&lt;/p&gt;&lt;p&gt;Uma análise detalhada de classificação, status, reputação e muito mais, incluindo novas opções e possibilidades para cada característica.&lt;/p&gt;&lt;p&gt;Sistemas para interações um-a-um, incluindo o uso de habilidades de Influência e habilidades de percepção social – bem como interações indiretas e em grupo . Pechinche pessoalmente, intimide por telefone ou orquestre um golpe em grupo!&lt;/p&gt;&lt;p&gt;Uma análise aprofundada das jogadas de reação em &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; , incluindo transações comerciais, pedidos de ajuda, busca por pessoas e coisas, e romance.&lt;/p&gt;&lt;p&gt;Detalhes sobre engano – aprenda como seu herói pode distrair, mentir ou assumir uma identidade falsa... ou detectar tal desonestidade.&lt;/p&gt;&lt;p&gt;Regras para construir relacionamentos, incluindo detalhes sobre como estabelecer confiança e lealdade pessoal, e novas opções para Aliados, Contatos, Dependentes e Patronos.&lt;/p&gt;&lt;p&gt;Ampla visão sobre organizações: como encontrar, se infiltrar e influenciar qualquer tipo de grupo – incluindo seu local de trabalho!&lt;/p&gt;&lt;p&gt;Regras para organizações hostis. Descubra a mecânica por trás de prisão, encarceramento, lavagem cerebral e muito mais.&lt;/p&gt;&lt;p&gt;Sistemas para influenciar grupos de pessoas. Comece rumores, influencie a mídia, anuncie, conduza operações psicológicas ou envolva-se em política!&lt;/p&gt;&lt;p&gt;Visão sobre medidas mais enérgicas, incluindo intimidação, incitação a tumultos, provocações e como iniciar – ou evitar – uma briga.&lt;/p&gt;&lt;p&gt;Quer você esteja extorquindo um punk para obter informações, enganando seu caminho para um escritório de alto poder, cortejando a filha do governador ou desempenhando uma função diplomática vital,&amp;nbsp;&lt;b&gt;&lt;i&gt;GURPS Engenharia Social&lt;/i&gt;&lt;/b&gt;&amp;nbsp;tem regras e ferramentas que você pode usar. É um mundo social; torne-se parte dele!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;6.Vilão&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreid6wg5fzbsd2hl5mbuojmygn6c73qsbolncuf367fv5wwn3zezpmu@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreid6wg5fzbsd2hl5mbuojmygn6c73qsbolncuf367fv5wwn3zezpmu@jpeg&quot; width=&quot;307&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;Um pirata disse a Alexandre, o Grande: &quot;Porque eu tenho apenas um navio, sou chamado de pirata. Porque você tem uma grande marinha, você é chamado de Imperador.&quot;&lt;/p&gt;&lt;p&gt;Vilões. Onde estariam os heróis sem eles?&lt;/p&gt;&lt;p&gt;Provavelmente desempregado.&lt;/p&gt;&lt;p&gt;O herói pode ser a estrela de sua história, mas é preciso um vilão premiado para trazer à tona o melhor dele! &lt;b&gt;&lt;i&gt;GURPS Villains&lt;/i&gt;&lt;/b&gt; é uma compilação de inimigos covardes de todas as idades, gêneros e origens. Gênios de filmes de espionagem malucos, patrícios traidores, senhores mortos-vivos sombrios, chefes do crime durões... eles estão todos aqui! Cada vilão é descrito tanto biograficamente quanto em termos de jogo, e é acompanhado por &quot;pedaços&quot; como tramas diabólicas, capangas malignos, armadilhas mortais tortuosas e fortalezas secretas. &lt;b&gt;&lt;i&gt;GURPS Villains&lt;/i&gt;&lt;/b&gt; também inclui um guia do MJ para design e uso dramático de vilões. Afinal, todo mundo adora um vilão &quot;bom&quot;!&lt;/p&gt;&lt;p&gt;Os MJ podem usar este livro para oponentes instantâneos, ou escolher um vilão que gostem e construir uma campanha inteira em torno dele! Há mais de 50 vilões (e grupos de vilões) com estatísticas e descrições completas, incluindo detalhes de seus &quot;planos malignos&quot;, nesta pesquisa de demônios e inimigos de todos os tempos e climas.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;7.Clichê&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreihoj4pkx76oe27km3bhwyorcl3ce43qr33ooqpspkzgqupzhwlw54@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreihoj4pkx76oe27km3bhwyorcl3ce43qr33ooqpspkzgqupzhwlw54@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;O mundo moderno tem muito a seu favor como cenário de jogo. É familiar (esperamos!), ideias de aventura aparecem nas notícias diárias e todos os detalhes finos estão, no máximo, a uma pesquisa no Google de distância. No entanto, também é real . Se você é um detetive, soldado ou outro mocinho, espera-se que siga ordens. Se você é um bandido ou espião, corre o risco de ser capturado. E de qualquer forma, você não pode brincar - é muito fácil ficar mutilado ou até morto . Essas desvantagens podem ser fatais não apenas para os heróis, mas para os jogos.&lt;/p&gt;&lt;p&gt;E &lt;b&gt;&lt;i&gt;GURPS Action&lt;/i&gt;&lt;/b&gt; é a cura.&lt;/p&gt;&lt;p&gt;A série &lt;i&gt;Action&lt;/i&gt; foca no mundo dos sucessos de bilheteria de verão e seus clichês, onde a força faz o direito, fazer seu trabalho com estilo é toda a lei, e o limite de velocidade é apenas uma sugestão. É um tratamento de gênero dedicado que permite que você explore os detalhes e a familiaridade do mundo real sem ter que jogar pelo seguro. Solte-se, dirija rápido, atire armas e exploda coisas, confiante de que regras complexas – do jogo ou da vida real – não vão atrapalhar você.&lt;/p&gt;&lt;p&gt;A ação se resume a &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt;, com os detalhes necessários para uma ação cheia de tiros. Os jogadores recebem modelos simplificados, listas de equipamentos e regras que os deixam entrar direto. O MJ recebe conselhos sobre como acelerar as coisas, manter a pressão e desafiar os heróis. Todos se beneficiam de novas opções cinematográficas e mecânicas simplificadas que mantêm o jogo emocionante sem transformá-lo em um banho de sangue. E como qualquer bom filme de ação, haverá muitas sequências - os volumes posteriores da série oferecerão novos arquétipos e equipamentos, e ainda mais maneiras de se meter em problemas.&lt;/p&gt;&lt;p&gt;Aperte o cinto e prepare-se para a ação!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;8.Missão&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreidhvnavszfekbygu4fysdt55vjh3y6lykluqqkomjtt76c2m3jh7u@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreidhvnavszfekbygu4fysdt55vjh3y6lykluqqkomjtt76c2m3jh7u@jpeg&quot; width=&quot;303&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;O posto avançado de pesquisa chinês chamado Estação Minotauro ficou em silêncio... e nos primeiros dias da exploração de Marte, todos no planeta ajudam todos os outros, porque eles são tudo o que você tem por várias centenas de milhões de milhas. Mas por que os socorristas chineses são tão hostis? E para onde todos foram?&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Rescue Mission&lt;/i&gt;&lt;/b&gt; é uma aventura para o cenário &quot;&lt;i&gt;Domed Mars&lt;/i&gt;&quot; em &lt;b&gt;&lt;i&gt;GURPS Mars&lt;/i&gt;&lt;/b&gt;, e é escrita pelo autor de &lt;b&gt;&lt;i&gt;GURPS Mars&lt;/i&gt;&lt;/b&gt;, Jim Cambias. Você consegue resolver o mistério e ficar de olho em um ambiente tão implacável que o menor erro pode matar?&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;9.Antro&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreifsa25jnudfwbu4gu3adbju2pc5yj44fh3yf4xz4pomxgdbyzehvi@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreifsa25jnudfwbu4gu3adbju2pc5yj44fh3yf4xz4pomxgdbyzehvi@jpeg&quot; width=&quot;308&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&quot;Você abre a porta e descobre uma sala de 10 por 10. Você vê um grande o&lt;i&gt;rc&lt;/i&gt; e um baú.&quot;&lt;/p&gt;&lt;p&gt;Quando as aventuras eram apenas &lt;i&gt;corta-e-pica&lt;/i&gt;, executar o jogo era fácil. Role para o monstro. Determine aleatoriamente o tesouro. Vá para a próxima sala. Mas como você recria a diversão e a simplicidade do rastejo de antro usando o sistema &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt;?&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS&amp;nbsp;Dungeon Fantasy 2: Dungeons&lt;/i&gt;&lt;/b&gt; mostra como acelerar o combate, derrotar armadilhas diabólicas e descartar o saque após a batalha. Sean &quot;Dr. Kromm&quot; Punch também dá conselhos e ajustes de regras para os MJ, incluindo como equilibrar o combate para que os jogadores fiquem preocupados, mas ainda tenham uma chance justa; como instalar essas armadilhas diabólicas; e como manter todos — do bárbaro mais corpulento ao mago mais experiente — envolvidos do início ao fim.&lt;/p&gt;&lt;p&gt;&lt;i&gt;Dungeons&lt;/i&gt; é um guia de referência rápida para jogadores que querem um ataque de masmorra rápido e divertido, dando regras rápidas e sujas que são (na maioria) compatíveis com o Basic Set. Os atalhos podem não ser muito sensatos fora da masmorra – é tudo sobre adaptar regras genéricas ao submundo cinematográfico. Este volume foca em executar a aventura... procure &lt;b&gt;&lt;i&gt;GURPS Dungeon Fantasy 1: Adventurers&lt;/i&gt;&lt;/b&gt; para obter conselhos sobre personagens, tanto na construção quanto no jogo.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;10.Mecânica&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreidrwq2ggia4oou4gfqfyeeypq6326vwfwickl6wvd2zu26bh757ae@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreidrwq2ggia4oou4gfqfyeeypq6326vwfwickl6wvd2zu26bh757ae@jpeg&quot; width=&quot;298&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Homens como deuses&lt;/b&gt;&lt;/p&gt;&lt;p&gt;O século XX deu origem a um novo gênero de ficção: a aventura superpoderosa. Homens e mulheres com poderes estranhos protegiam mortais comuns de uma variedade de ameaças, de crimes de rua a desastres que abalavam o mundo. Quando os JP surgiram, os superpoderes rapidamente se tornaram um dos gêneros mais populares — e um dos mais desafiadores de se fazer direito.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; 4ª edição fornece a mecânica de jogo e as ferramentas para o trabalho, e &lt;b&gt;&lt;i&gt;GURPS Supers&lt;/i&gt;&lt;/b&gt; é seu guia para aplicá-las: um manual abrangente para o gênero super-heroico e para capturá-lo em sua campanha. Focado em drama e caracterização, ele fornece:&lt;/p&gt;&lt;p&gt;Uma história e análise do gênero super-heroico, seus precursores e variações&lt;/p&gt;&lt;p&gt;Um guia para criação de personagens, incluindo poderes e outras habilidades, códigos de conduta, identidades duplas e relacionamentos pessoais&lt;/p&gt;&lt;p&gt;Mais de 20 novas habilidades curinga&lt;/p&gt;&lt;p&gt;22 modelos para super personagens, cada um personalizável para níveis de poder maiores ou menores&lt;/p&gt;&lt;p&gt;Regras para criar equipamentos, veículos, bases, autômatos e magias mágicas&lt;/p&gt;&lt;p&gt;Um guia para criar e executar super aventuras&lt;/p&gt;&lt;p&gt;Diretrizes e ferramentas de criação de continuidade, para que seu universo de super-heróis tenha a mesma profundidade dos mundos publicados&lt;/p&gt;&lt;p&gt;Novas mecânicas de jogo para criação de personagens, incluindo novas interpretações de vantagens, desvantagens e habilidades, além de vantagens, peculiaridades, melhorias, limitações e técnicas recém-definidas&lt;/p&gt;&lt;p&gt;Diretrizes para executar feitos e combates sobre-humanos sob regras existentes ou ajustar essas regras para se adequarem ao gênero, e novas mecânicas de jogo especificamente para ações sobre-humanas&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Supers&lt;/i&gt;&lt;/b&gt; é um trabalho novo, mas se inspira nas edições anteriores de &lt;b&gt;&lt;i&gt;GURPS Supers&lt;/i&gt;&lt;/b&gt;. Usá-lo para executar uma campanha &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; requer o &lt;b&gt;&lt;i&gt;GURPS Módulo Básico&lt;/i&gt;&lt;/b&gt; e &lt;b&gt;&lt;i&gt;GURPS Powers&lt;/i&gt;&lt;/b&gt;. O material sobre convenções de gênero, conceitos e relacionamentos de personagens, criação de cenários e universos de super-heróis&amp;nbsp;pode ser usado com qualquer sistema de jogo.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;11.Sobrenatural&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreifj45a7ozwu235cm4e6ed4sgfvmsgscn353k3l2ac32nthf7hncu4@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreifj45a7ozwu235cm4e6ed4sgfvmsgscn353k3l2ac32nthf7hncu4@jpeg&quot; width=&quot;310&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Jogando depois da morte&lt;/b&gt;&lt;/p&gt;&lt;p&gt;As criaturas do Outro Mundo estão ao nosso redor. Algumas já estiveram vivas. Algumas foram criadas pela imaginação humana. E algumas são completamente desumanas, mas têm sede de nossas almas.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Espíritos&lt;/i&gt;&lt;/b&gt; é um guia completo para o reino espiritual e seus habitantes. Inclui um catálogo de espíritos do mundo todo: anjos, demônios, djinn, dríades, fantasmas, loas, manitou, raksasha e muitos, muitos mais. É também um guia de campanha para personagens que veem espíritos, os servem, os usam... ou lutam contra eles!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Também incluído: uma versão expandida das regras de magia ritual vistas pela primeira vez em&amp;nbsp;&lt;b&gt;&lt;i&gt;GURPS Voodoo&lt;/i&gt;&lt;/b&gt;, como um sistema de magia mediada por espíritos.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Nenhuma campanha de JP de terror está completa sem uma aparição fantasmagórica, o barulho de correntes na calada da noite ou um espírito malévolo causando estragos. E as criaturas de&amp;nbsp;&lt;i&gt;GURPS Espíritos&lt;/i&gt;&amp;nbsp;podem ser usadas em muitos outros tipos de campanhas – dos antigos cavaleiros em busca aos investigadores paranormais de hoje e aos exploradores galácticos de amanhã!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;12.Uma dose&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://1shotadventures.com/&quot; target=&quot;_blank&quot;&gt;https://1shotadventures.com/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;One Shot Adventures&lt;/i&gt;&lt;/b&gt; é um blogue dedicado a tornar super fácil para os MJ executarem uma aventura GURPS de uma dose para seus amigos. Todas as aventuras incluem PJ prontos, ativos para aplicativos de mesa virtual e (geralmente) folhetos chiques.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;13.Magia&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreibplw65xhr73xcnx32rizh7qbukq5altozihsffmvkfqhnnrzz4pi@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreibplw65xhr73xcnx32rizh7qbukq5altozihsffmvkfqhnnrzz4pi@jpeg&quot; width=&quot;283&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Sinta o poder!&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Cenários de fantasia são definidos por sua magia... então mundos diferentes precisam de sistemas de magia diferentes. &lt;b&gt;&lt;i&gt;GURPS Taumatologia&lt;/i&gt;&lt;/b&gt; tem atualizações do &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; 4ª edição das melhores variantes de magia da 3ª edição, além de muitas opções totalmente novas. Este poderoso tomo inclui:&lt;/p&gt;&lt;p&gt;Pequenos ajustes na magia baseada em magias do Conjunto Básico : reestruturação de pré-requisitos e faculdades, modificação de Aptidão Mágica e mana, novas fontes de energia mágica, adaptação de magias em tempo real e muito mais.&lt;/p&gt;&lt;p&gt;Revisões radicais da magia baseada em magias, incluindo versões detalhadas das opções de magia clerical e ritual sugeridas no Módulo Básico, e o retorno daquele clássico da 3ª edição, &quot;mana ilimitado&quot;.&lt;/p&gt;&lt;p&gt;Alternativas tradicionais aos feitiços, como magia cerimonial, mediada por espíritos e rúnica.&lt;/p&gt;&lt;p&gt;Magia livre que abala o mundo.&lt;/p&gt;&lt;p&gt;Magia como poderes inerentes.&lt;/p&gt;&lt;p&gt;Uma análise aprofundada da magia material, com novas opções de alquimia, herbalismo e encantamento; regras para itens de livre-arbítrio e dispositivos mágicos; e diretrizes para &quot;o material da magia bruta&quot;.&lt;/p&gt;&lt;p&gt;Notas sobre a adaptação de conceitos ocultos do mundo real – como as Leis da Magia, astrologia e componentes materiais tradicionais – a qualquer sistema mágico.&lt;/p&gt;&lt;p&gt;Diretrizes para executar jogos voltados para magia, conselhos sobre como combinar sistemas de magia e esboços detalhados para quatro campanhas fantásticas distintas.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Taumatologia&lt;/i&gt;&lt;/b&gt; requer o &lt;b&gt;&lt;i&gt;GURPS Módulo Básico&lt;/i&gt;&lt;/b&gt; 4ª ed. &lt;b&gt;&lt;i&gt;GURPS Magic&lt;/i&gt;&lt;/b&gt; é recomendado, mas não obrigatório. As discussões sobre diferentes estilos mágicos aprimorariam qualquer jogo que apresente magia.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;14.Progressão de ficha&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreicnmkcedo3xrvgouz65banxfn3wjyjkk3n4kvswpz3pckttpyly3e@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreicnmkcedo3xrvgouz65banxfn3wjyjkk3n4kvswpz3pckttpyly3e@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;A orientação para o que fazer com os pontos ganhos ao fim de cada sessão está no cap. 9 do &lt;b&gt;&lt;i&gt;GURPS Módulo Básico&lt;/i&gt;&lt;/b&gt; 4ª ed. Temos, além de dicas mecânicas, bizus de como incorporá-las, narrativamente, àquela PJ, de forma bem didática.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;15.Reviravolta&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreieswqb7db3pcf4evqdwtq6zsk5djb3ceyy26t2ooxxph2ti5bcpri@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreieswqb7db3pcf4evqdwtq6zsk5djb3ceyy26t2ooxxph2ti5bcpri@jpeg&quot; width=&quot;308&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Mergulhe no diferente&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Fantasia corta-e-pica é fantasia de &quot;pia&quot;. Ela mistura magos, dragões e pilhas de ouro com elementos retirados de todos os gêneros fictícios e até mesmo da história do mundo real, mantendo as partes sobre luta e pilhagem enquanto descarta o resto. &lt;b&gt;&lt;i&gt;GURPS Dungeon Fantasy&lt;/i&gt;&lt;/b&gt; não é exceção, reduzindo todo o &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; a espadas, magias e trapaças.&lt;/p&gt;&lt;p&gt;Quando os jogadores desejam mais do que matança e tesouro, é hora de &lt;b&gt;&lt;i&gt;GURPS Dungeon Fantasy 23: Twists&lt;/i&gt;&lt;/b&gt;. Este suplemento explora dar terras e títulos aos exploradores, apresentando o mal como algo que vai além do perigoso para o horrível , e desafiando heróis com riscos e recompensas de alta tecnologia. No entanto, ele visa não complicar o jogo no processo, sugerindo tratamentos simplificados que entregam o essencial sem todas as regras.&lt;/p&gt;&lt;p&gt;Cavaleiros precisam de castelos, o mal deve ser assustador e tecnologia suficientemente avançada é indistinguível de magia.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;16.Cyberpunk&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreichjjvu6ct2spxjlmpy4nvl6cqktmugmh3ost7iazd7ivzglgso74@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreichjjvu6ct2spxjlmpy4nvl6cqktmugmh3ost7iazd7ivzglgso74@jpeg&quot; width=&quot;288&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Bem-vindo a um mundo no limite.&lt;/b&gt; Lançado pelos romances de William Gibson, impulsionado pelas visões de Bruce Sterling, Rudy Rucker, Neil Stephenson e outros, &lt;i&gt;Cyberpunk&lt;/i&gt; é a fusão de ficção científica e &quot;&lt;i&gt;noir&lt;/i&gt;&quot;, um mundo em que a rua encontra seus próprios usos para os dons da ciência.&lt;/p&gt;&lt;p&gt;Neste futuro de alta tecnologia e baixa qualidade de vida, a tecnologia é meramente outra ferramenta de poder, mais propensa a corromper seus usuários do que a enobrecê-los. Mas aqueles sem tecnologia não têm chance alguma. É uma vitória se você sobreviver, mas perder sua liberdade... ou sua humanidade?&lt;/p&gt;&lt;p&gt;De corporações implacáveis ​​a assassinos de becos semielétricos, este livro tem de tudo. Também estão incluídas novas vantagens e desvantagens, regras de &lt;i&gt;netrunning&lt;/i&gt;, conselhos sobre como adaptar um mundo &lt;i&gt;cyberpunk&lt;/i&gt; para se adequar à sua própria visão do futuro e dezenas de dispositivos mortais e milagrosos que podem dar ao seu personagem a vantagem de que ele precisa para sobreviver.&lt;/p&gt;&lt;p&gt;Este é o livro que foi apreendido pelo Serviço Secreto .&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;17.Horror&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreieahixle3wsd2r7f4hxs3uf6a5bonlwyrreiemkbzmh7iqihckxlu@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreieahixle3wsd2r7f4hxs3uf6a5bonlwyrreiemkbzmh7iqihckxlu@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Está de volta... e o medo aumentou!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Horror&lt;/i&gt;&lt;/b&gt;, 4ª edição, é a mais recente encarnação de um dos suplementos &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; mais populares de todos os tempos... e agora ele recebeu uma nova chance de vida não natural pelo mestre do terror Kenneth Hite. Seus conselhos testados pelo tempo sobre como executar campanhas assustadoras foram expandidos para incluir tendências e tropos atuais, mostrando como executar tudo, desde o horror gótico e sobrenatural antigo até o mais recente horror japonês, horror de sobrevivência e horror de tortura. A famosa bibliografia de tomos indizíveis e filmes assustadores cresceu para corresponder. E os monstros retornam com amigos desagradáveis, como os monstros inevitavelmente fazem - tudo com modelos raciais &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; 4ª edição que permitem que você os use como inimigos, como Aliados sinistros e Formas Alternativas amaldiçoadas, e até mesmo como PJ! Adicione os novos e perturbadores poderes, as regras expandidas para loucura e corrupção e inúmeras outras atualizações, e você tem tudo o que precisa para arrastar sua campanha de terror gritando para o século XXI.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;18.Revolução&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreigjiy6pn3qqy6zvunwlpojfb5hrhruuqv3vzfvx2qp2g25rocik2u@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;307&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreigjiy6pn3qqy6zvunwlpojfb5hrhruuqv3vzfvx2qp2g25rocik2u@jpeg&quot; width=&quot;400&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;Na ucronia anticomunista &lt;b&gt;&lt;i&gt;GURPS Mundos Infinitos&lt;/i&gt;&lt;/b&gt;, há vários mundos comunistas, como &lt;b&gt;Lênin-1&lt;/b&gt;, onde a Revolução Comunista aconteceu em mais países: Brasil, Paraguai, Venezuela, Suriname, Guiana Francesa, Equador, Peru, Chile, El Salvador, Honduras, Nicarágua, México...&lt;/p&gt;&lt;p&gt;Descrevendo a legenda de Pontos de Interesse do mapa confeccionado por &lt;a href=&quot;https://www.deviantart.com/rvbomally&quot; target=&quot;_blank&quot;&gt;RvBOMally&lt;/a&gt;:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;O Canadá, embora muito mais à esquerda do que seus aliados americanos, rejeita o comunismo que assumiu o controle da pátria-mãe. A realeza fugiu para cá, temendo por suas vidas enquanto as turbas comunistas tomavam conta de Londres;&lt;/li&gt;&lt;li&gt;A República Popular do México é a mais recente vitória na campanha soviética para pintar o mundo de vermelho. Os americanos abrigaram refugiados políticos mexicanos, incluindo o governo anterior, mas não fizeram nada para impedir essa ameaça à sua fronteira sul, exceto dizer em termos inequívocos que não tolerariam a presença de tropas soviéticas em solo mexicano. Se os soviéticos ouviriam é outra questão completamente diferente;&lt;/li&gt;&lt;li&gt;A revolta comunista de Cuba foi esmagada pelo presidente Eisenhower em 1959, mas o movimento comunista simplesmente passou para a clandestinidade. Agora que o México caiu para os vermelhos e os americanos não fizeram nada, ele pode tentar algo ousado novamente;&lt;/li&gt;&lt;li&gt;A Colômbia era a potência anticomunista mais forte da América do Sul. Agora é a única, e seu governo está perdendo a guerra civil com as FARC;&lt;/li&gt;&lt;li&gt;Quando o Brasil caiu para o comunismo, o Partido Comunista Brasileiro entrou em lutas internas entre os stalinistas e os maoístas. Os maoístas fugiram para a Amazônia, onde recebem ajuda do regime do Sendero Luminoso no Peru, que por sua vez está à disposição dos chineses;&lt;/li&gt;&lt;li&gt;A República da Argentina não é um estado socialista oficial, mas seu Partido Socialista tem controle total efetivo sobre a política argentina;&lt;/li&gt;&lt;li&gt;Espanha e Portugal permanecem sob regimes fascistas, que sobreviveram até mesmo à morte de Franco. Os falangistas e o regime do Estado Novo temiam o que aconteceria se seus países caíssem sob o controle soviético e se recusaram a permitir que qualquer tipo de reforma democrática acontecesse. Ambos os regimes ainda recebem muita ajuda dos Estados Unidos, pois são os últimos estados alinhados aos americanos na Europa;&lt;/li&gt;&lt;li&gt;Um Stalin vingativo dividiu a Alemanha em três partes, então ela pode nunca mais se unir e ameaçar a União Soviética;&lt;/li&gt;&lt;li&gt;A República Popular da Polônia sofre bastante com a agitação anticomunista, que é fortemente motivada pelas atitudes antirrussas do povo polonês;&lt;/li&gt;&lt;li&gt;A República Socialista Soviética Polonesa não ajuda nas relações com a Polônia, especialmente porque a RSS é usada como um campo de testes para políticas de russificação a serem implementadas no resto da Europa soviética;&lt;/li&gt;&lt;li&gt;Por um tempo, a Turquia foi uma aliada americana contra os soviéticos, mas depois que um golpe militar fracassado na década de 1960 levou à guerra civil, os comunistas apoiados pelos soviéticos tomaram o controle do país do regime islâmico então no comando;&lt;/li&gt;&lt;li&gt;O governo secular no Iraque é, ironicamente, anticomunista, mas Moscou não se importa, já que os iraquianos são bons em matar terroristas de todos os tipos;&lt;/li&gt;&lt;li&gt;A Nigéria busca ser a potência comunista regional na África Ocidental. Sua ambição diz respeito a Moscou, que está começando a perder o controle sobre os comunistas da África;&lt;/li&gt;&lt;li&gt;Etiópia e Somália trocaram de lado algumas vezes durante seu conflito interminável entre si. Esse arranjo atual pode mudar mais uma vez na década de 1990, à medida que os Independentes parecem cada vez melhores;&lt;/li&gt;&lt;li&gt;O Império do Zaire é uma ditadura bastante desagradável, apoiada apenas porque sua liderança é firmemente anticomunista. Dado que o governo está perdendo a guerra contra os rebeldes no leste, pode não durar muito neste mundo;&lt;/li&gt;&lt;li&gt;A República Popular da Azânia lidou com a população branca da África do Sul por meio de uma limpeza étnica brutal, o que lhe rendeu condenação até mesmo de Moscou;&lt;/li&gt;&lt;li&gt;O movimento comunista do Irã sempre foi antissoviético, dadas as tensões históricas entre o Irã e a Rússia. Era natural que eles se juntassem aos chineses durante a divisão sino-soviética;&lt;/li&gt;&lt;li&gt;A República Islâmica do Paquistão, outra ditadura instável do Terceiro Mundo apoiada pelos Estados Unidos em virtude de ser uma rival anticomunista da China e da Índia;&lt;/li&gt;&lt;li&gt;A República Democrática Japonesa foi estabelecida a partir da zona de ocupação soviética no Japão. O Imperador foi forçado a renunciar, o que causou alguma agitação à qual os soviéticos responderam com tanques;&lt;/li&gt;&lt;li&gt;O Partido Comunista das Filipinas é maoísta devoto;&lt;/li&gt;&lt;li&gt;Assim como o regime do Khmer Vermelho no Kampuchea Democrático;&lt;/li&gt;&lt;li&gt;A Indonésia era pró-chinesa, até que viu um acordo melhor se tornando independente;&lt;/li&gt;&lt;li&gt;O Partido Comunista da Nova Zelândia foi o único partido comunista &quot;ocidental&quot; a ficar do lado dos chineses durante a Divisão Sino-Soviética. Quando eles assumiram, eles imediatamente se juntaram ao bloco chinês.&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;19.Figurante&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreianelhghvfry53hlrq7ai5h5xinl33jtukysk7h25kqqwn4cf4e7y@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreianelhghvfry53hlrq7ai5h5xinl33jtukysk7h25kqqwn4cf4e7y@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;Alguns lutam por glória. Alguns lutam por ouro. Alguns lutam meramente para viver mais um dia. Esses são gladiadores , e seu valor e proezas marciais são renomados até hoje, quase 16 séculos depois que seus jogos foram proibidos.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Martial Arts: Gladiators&lt;/i&gt;&lt;/b&gt; oferece tudo o que você precisa para levar a emoção e a ação dos eventos mais celebrados de Roma para a mesa de jogo:&lt;/p&gt;&lt;p&gt;Informações básicas: uma história dos jogos, biografias de gladiadores famosos e uma descrição de um dia na arena.&lt;/p&gt;&lt;p&gt;Regras para campanhas de torneios: reação do público, decisão do árbitro, avanço do personagem baseado na vitória e classificações e preços de gladiadores.&lt;/p&gt;&lt;p&gt;Cinco modelos detalhados para PJ ou figurantes, além de estatísticas mais resumidas para diversas funções de suporte exclusivas de figurantes.&lt;/p&gt;&lt;p&gt;Onze artes marciais de gladiadores, juntamente com variantes.&lt;/p&gt;&lt;p&gt;Notas sobre como escolher e ajustar vantagens, vantagens, desvantagens, habilidades e técnicas para gladiadores.&lt;/p&gt;&lt;p&gt;Armas usadas por gladiadores – incluindo armas exóticas raramente vistas fora da arena.&lt;/p&gt;&lt;p&gt;Armadura para gladiadores, projetada para proporcionar uma boa luta primeiro e proteger o usuário depois.&lt;/p&gt;&lt;p&gt;Equipamentos para 14 tipos de gladiadores.&lt;/p&gt;&lt;p&gt;Opções de campanha e ideias de aventura.&lt;/p&gt;&lt;p&gt;Tudo isso deve manter seus gladiadores ocupados por anos! Ou você pode levar os jogos para fora da arena romana tradicional, usando as opções incluídas para importar gladiadores para outros gêneros e cenários. Seja o que for que você esteja procurando, &lt;b&gt;&lt;i&gt;GURPS Martial Arts: Gladiators&lt;/i&gt;&lt;/b&gt; certamente entregará. Com este livro, você orgulhosamente pegará seus seis lados e dirá: &quot;Nós que estamos prestes a morrer o saudamos!&quot;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;20.Lampejo de memória&lt;/p&gt;&lt;p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;/div&gt;&lt;i&gt;Os heróis têm o que falta à escuridão&lt;/i&gt; – Friends&lt;/p&gt;&lt;p&gt;Qualquer um abençoado com habilidades incríveis pode pegar armaduras e armamentos para atacar adversidades terríveis. Mas e os amigos e aliados com potencial um pouco menos predestinado?&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Monster Hunters 4: Sidekicks&lt;/i&gt;&lt;/b&gt; continua a série &lt;i&gt;Monster Hunters&lt;/i&gt; de ritmo aceleradocom informações sobre os caçadores que enfrentam inimigos temíveis de uma perspectiva mais pé no chão. Escrito por Jason &quot;PK&quot; Levine (autor de &lt;b&gt;&lt;i&gt;GURPS Monster Hunters 1: Champions&lt;/i&gt;&lt;/b&gt; e &lt;b&gt;&lt;i&gt;GURPS Psionic Powers&lt;/i&gt;&lt;/b&gt;), este suplemento inclui:&lt;/p&gt;&lt;p&gt;Dez modelos de 200 pontos adequados como Aliados ou PJ heroicos completos – e dois modelos de 100 pontos para que até os ajudantes possam ter ajudantes!&lt;/p&gt;&lt;p&gt;Seis lentes de 200 pontos para &quot;atualizar&quot; um modelo para o status de campeão completo. Com essas opções, você pode substituir caçadores de monstros caídos, replicar a jornada heroica e o crescimento encontrados na ficção popular, inventar campeões interessantes e orgânicos e muito mais!&lt;/p&gt;&lt;p&gt;Regras para criação rápida e suja de amuletos. Fortaleça os arsenais dos seus mágicos com mentalidade de mana com apenas algumas rolagens de dados.&lt;/p&gt;&lt;p&gt;Ampla visão sobre como usar &quot;ajudantes&quot; como aliados, jogá-los como caçadores de monstros menos poderosos ou até mesmo atualizá-los para campeões completos. Aprenda sobre a mentalidade de ajudante, descubra a alegria de campanhas de níveis de poder mistos e libere o potencial de aventuras de &quot;lampejo de memória&quot;.&lt;/p&gt;&lt;p&gt;Quer você esteja procurando por conhecidos que fazem piadas, um grupo de campeões inumanos distintos, diretrizes para uma campanha de caça a monstros de menor poder ou combatentes do medo mais completos e poderosos, &lt;b&gt;&lt;i&gt;GURPS Monster Hunters 4: Sidekicks&lt;/i&gt;&lt;/b&gt; levará sua campanha &lt;i&gt;Monster Hunters&lt;/i&gt; a novos patamares sensacionais. Olhe para a câmera e insira seu próprio comentário metatextual aqui!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;21.Fantasia&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreifc5fdaqul3hwbqrcb3a6bbz6f2463or46uc6isczox4sl5ulc7pu@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreifc5fdaqul3hwbqrcb3a6bbz6f2463or46uc6isczox4sl5ulc7pu@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;Crie um mundo que nunca poderia existir! &lt;b&gt;&lt;i&gt;GURPS Fantasy&lt;/i&gt;&lt;/b&gt; é o estojo de ferramentas completo para permitir que você crie uma campanha de feitos heroicos e magia maravilhosa. Ele discute o gênero em profundidade – com todos os seus subgêneros e inspirações (mito, romances, filmes, etc.) – permitindo que você lide com qualquer tipo de fantasia.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Fantasy&lt;/i&gt;&lt;/b&gt; dá conselhos detalhados e concretos para montar cenários de fantasia – desde os fundamentos da paisagem em si, passando por seus habitantes e culturas, até os detalhes de histórias e políticas críveis. Ele também examina a natureza das forças sobrenaturais e discute o impacto de magos, monstros e deuses. E, claro, analisa as muitas maneiras pelas quais a magia e os usuários de magia podem trabalhar em um mundo de fantasia.&lt;/p&gt;&lt;p&gt;E, talvez o mais importante, ele aconselha Mestres e jogadores sobre os tipos de personagens apropriados para a fantasia – incluindo pessoas comuns, pessoas com poderes fantásticos e não-humanos.&lt;/p&gt;&lt;p&gt;Seja seu modelo Tolkien, Jordan ou Leiber, este livro permitirá criar uma cidade, um país ou um mundo inteiro. A reimpressão de capa mole contém o mesmo material, com interiores em preto e branco e um preço menor.&lt;/p&gt;&lt;p&gt;(Esta não é uma atualização do cenário &lt;b&gt;Yrtária&lt;/b&gt; apresentado no antigo &lt;b&gt;&lt;i&gt;GURPS Fantasy&lt;/i&gt;&lt;/b&gt;. Para isso, temos o &lt;b&gt;&lt;i&gt;GURPS Cataclismo&lt;/i&gt;&lt;/b&gt;.)&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;22.Dilema&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreid7lu3wecetmaiuugeechyiwwb6df42p3b75sxq5olwxrdcweplpy@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreid7lu3wecetmaiuugeechyiwwb6df42p3b75sxq5olwxrdcweplpy@jpeg&quot; width=&quot;308&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;O Rosto do Mal&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Demônios são os monstros ideais. Eles podem aparecer em qualquer lugar sem nenhuma justificativa além de &quot;foram invocados&quot;, podem sobreviver indefinidamente em uma masmorra sem muita explicação, e matá-los não representa nenhum dilema moral sério para ninguém. Como bônus, eles dão aos matadores de demônios, demonologistas e guerreiros sagrados um impulso em importância – se você incluir esses nichos em sua campanha, terá que incluir muitos demônios!&lt;/p&gt;&lt;p&gt;Os demônios não incorporam apenas o Mal, mas também o Caos; eles vêm em uma infinidade de formas. &lt;b&gt;&lt;i&gt;GURPS Dungeon Fantasy Monsters 5: Demons&lt;/i&gt;&lt;/b&gt; fornece um guia sistemático para tipos de demônios e seus atributos, ataques, defesas e poderes especiais, permitindo que você crie (e em muitos casos, role aleatoriamente) um demônio para ordenar. Embora não seja um &quot;bestiário&quot;, ele conclui com seis exemplos trabalhados para você começar, além de um guia sobre onde encontrar todos os outros demônios em &lt;i&gt;Dungeon Fantasy&lt;/i&gt; e &lt;i&gt;&lt;b&gt;Pyramid&lt;/b&gt;&lt;/i&gt;, série 3.&lt;/p&gt;&lt;p&gt;Prepare-se para ser invocado!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;23.Apocalipse&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreidhgsrx5teoo2kycavjxoixtvonxfjyuv2rykzl2jurl2mrewaqym@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreidhgsrx5teoo2kycavjxoixtvonxfjyuv2rykzl2jurl2mrewaqym@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;Novos heróis para um novo mundo&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Dizem que a vida costumava ser fácil, antes do Fim. As pessoas eram civilizadas, a comida era abundante e as monstruosidades bizarras não tentavam matar todo mundo. Tudo isso parece tão utópico, tão pacífico... tão chato!&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS After the End 1: Wastelanders&lt;/i&gt;&lt;/b&gt; permite que você crie aventureiros ousados ​​que viajam para explorar e prosperar em um mundo pós-apocalíptico. Escrito por Jason &quot;PK&quot; Levine (criador da série &lt;b&gt;&lt;i&gt;GURPS Monster Hunters&lt;/i&gt;&lt;/b&gt;), este suplemento tem tudo o que você precisa para começar:&lt;/p&gt;&lt;p&gt;Oito modelos de 150 pontos, cada um com escolhas-chave suficientes para garantir que até mesmo heróis semelhantes tenham seu próprio nicho. Monte um grupo de quatro catadores se desejar, sem pisar nos pés uns dos outros.&lt;/p&gt;&lt;p&gt;Seis lentes de 50 pontos, para que você possa aumentar o nível de potência com ainda mais opções de personalização. Você é experiente? Rápido? Aprendido? Caramba, em um jogo de alta potência, talvez você seja todos os três e mais!&lt;/p&gt;&lt;p&gt;Regras opcionais para mutações que distorcem as pessoas de maneiras interessantes e potencialmente úteis. Cada mutação aumenta sua Freakishness, no entanto, separando você da humanidade.&lt;/p&gt;&lt;p&gt;Regras simplificadas para fadiga, fome, desidratação e radiação. Esses elementos-chave do gênero são simplificados aqui para focar nos efeitos importantes , com contabilidade mínima.&lt;/p&gt;&lt;p&gt;Novos equipamentos e suprimentos úteis para qualquer um que viaje pelos desertos, juntamente com regras para equipamentos em um mundo onde a Riqueza não existe e o nível de tecnologia é &quot;complicado&quot;.&lt;/p&gt;&lt;p&gt;Basta adicionar o &lt;b&gt;&lt;i&gt;GURPS Módulo Básico&lt;/i&gt;&lt;/b&gt; – e talvez &lt;b&gt;&lt;i&gt;Pyramid&lt;/i&gt;&lt;/b&gt; s. 3 nº 88: &lt;i&gt;The End is Nigh&lt;/i&gt; – para criar heróis prontos para conquistar os desertos ou morrer tentando. O mundo lá fora é difícil, mas os &lt;i&gt;Wastelanders&lt;/i&gt; estão prontos para isso!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;24.Ficção científica&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreib6fupk5uk2vtua4447qwqhgrotypuco52qb4lz2a5iv7vufpqcvq@jpeg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://cdn.bsky.app/img/feed_fullsize/plain/did:plc:yfsqc74ix24cwbwwpdgpw4s3/bafkreib6fupk5uk2vtua4447qwqhgrotypuco52qb4lz2a5iv7vufpqcvq@jpeg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;O futuro é seu!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Agora atualizado para &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; 4ª edição, este é o estojo de ferramentas definitivo para qualquer campanha entre as estrelas. Explore opções para viagens espaciais e tecnologia, do realista ao milagroso. Crie raças alienígenas e monstros. Crie campanhas de todos os estilos, de fantasia científica a ópera espacial e realismo de futuro próximo. Construa mundos, de asteroides a esferas de Dyson.&lt;/p&gt;&lt;p&gt;Com este livro, você pode criar qualquer coisa, desde uma única besta alienígena até uma galáxia inteira de civilizações e sistemas estelares... de forma rápida e aleatória, ou com um processo detalhado, passo a passo, que é fiel à biologia e à astrofísica como as entendemos hoje. A reimpressão de capa mole contém o mesmo material, com interiores em preto e branco e um preço menor.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Viagem Espacial&lt;/i&gt;&lt;/b&gt; foi escrito por dois criadores experientes de GURPS: Jon Zeigler (autor de &lt;b&gt;&lt;i&gt;GURPS Traveller: Interstellar Wars&lt;/i&gt;&lt;/b&gt; e &lt;b&gt;&lt;i&gt;GURPS Traveller: First In&lt;/i&gt;&lt;/b&gt;) e James Cambias (autor de &lt;b&gt;&lt;i&gt;GURPS Mars&lt;/i&gt;&lt;/b&gt;, &lt;b&gt;&lt;i&gt;GURPS Planet Krishna&lt;/i&gt;&lt;/b&gt; e &lt;b&gt;&lt;i&gt;GURPS Planet of Adventure&lt;/i&gt;&lt;/b&gt;).&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;25.Campanha&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXuKzn2KJupw5ZB6UZb-PeYShK6Apo8sn4rVzmunkPTZqs-H_Z5B0q8TxnAO_fk8tvRLwvjUhmKofWuRHVQcogRDyLHTdvUremZ9-9hHUlu7FrlEMSATeQP-z_ruK38oRqMQ5C-9mjuENaDZgz6Gd0qLPznX4mi-N2U1VRV5hkNVj8XbWiVgiQ3TA4brER/s3300/Caquitober24%203.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXuKzn2KJupw5ZB6UZb-PeYShK6Apo8sn4rVzmunkPTZqs-H_Z5B0q8TxnAO_fk8tvRLwvjUhmKofWuRHVQcogRDyLHTdvUremZ9-9hHUlu7FrlEMSATeQP-z_ruK38oRqMQ5C-9mjuENaDZgz6Gd0qLPznX4mi-N2U1VRV5hkNVj8XbWiVgiQ3TA4brER/w309-h400/Caquitober24%203.jpg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Módulo Básico: Campanhas&lt;/i&gt;&lt;/b&gt; combina informações do&amp;nbsp;&lt;b&gt;&lt;i&gt;GURPS Módulo Básico 3ª edição&lt;/i&gt;&lt;/b&gt;&amp;nbsp;e do &lt;b&gt;&lt;i&gt;GURPS Compendium II&lt;/i&gt;&lt;/b&gt; – além do nosso novo cenário principal, com infinitas possibilidades para aventuras que saltam de linha do tempo! (Você não precisa jogar no cenário principal – não há nenhuma metatrama que altere o jogo – mas está lá se você quiser.) Este volume de 240 páginas contém tudo o que um MJ precisa para criar e executar uma campanha&amp;nbsp;&lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt;&amp;nbsp;4ª edição.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;26.Conforto&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ2uoYHWm04CdoPzy0z0dgoRBNsz7MwHuCTx5fpr87KeCQSdlQphsSGOGH9lPTjHpNO_HgiXV4FIP6HQFqAFIT8iYtuIqEy08ysK-yOhjuwKgNQywWz0I5WSCqUNxJgpy9M2fS_R_n1OvArlaSvC-tphSDPX4RJleAlq_LE8umstuFmBZ7FG2QehOY1hgQ/s3661/Caquitober24%204.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ2uoYHWm04CdoPzy0z0dgoRBNsz7MwHuCTx5fpr87KeCQSdlQphsSGOGH9lPTjHpNO_HgiXV4FIP6HQFqAFIT8iYtuIqEy08ysK-yOhjuwKgNQywWz0I5WSCqUNxJgpy9M2fS_R_n1OvArlaSvC-tphSDPX4RJleAlq_LE8umstuFmBZ7FG2QehOY1hgQ/w284-h400/Caquitober24%204.jpg&quot; width=&quot;284&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;O maior herói da Era Hiboriana foi um bárbaro: Conan da Ciméria!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;De cabelos pretos e olhos taciturnos era Conan, um ladrão, um saqueador, um matador, com melancolias gigantescas e alegria gigantesca. Ciclos de lendas giram em torno de seu nome, vislumbres de um mundo antes da história, onde bruxos malignos realizavam feitiçaria negra, e onde o destino de um império dependia da força e habilidade de uma única espada.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Conan&lt;/i&gt;&lt;/b&gt; permite que você entre na Era Hiboriana (o cenário ucrônico mais antigo e retratado, confortavelmente, em todas mídias), quando reinos brilhantes se espalhavam pelo mundo como mantos azuis entre as estrelas... Zamora, com suas mulheres de cabelos escuros e torres de mistério assombradas por aranhas; Zingara com sua cavalaria; Stygia com seus túmulos guardados pelas sombras; Hyrkânia, cujos cavaleiros usavam aço, seda e ouro; e a poderosa Aquilônia, o reino mais orgulhoso do mundo.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Conan&lt;/i&gt;&lt;/b&gt; inclui:&lt;/p&gt;&lt;p&gt;Um dicionário geográfico apresentando as pessoas, costumes, leis, religião e mistérios de 34 terras no mundo de Conan.&lt;/p&gt;&lt;p&gt;Uma bibliografia de histórias de Conan: nomes, raças e nacionalidades, lugares e muito mais.&lt;/p&gt;&lt;p&gt;Mapas e informações históricas de todo o continente Thurian, das ilhas de Antilla até a costa de Khitai.&lt;/p&gt;&lt;p&gt;Feitiços da Era Hiboriana, incluindo os encantamentos do misterioso Anel Negro e as poderosas feitiçarias do Livro de Skelos.&lt;/p&gt;&lt;p&gt;Regras para gerar personagens da Era Hiboriana.&lt;/p&gt;&lt;p&gt;Conselhos sobre como conduzir uma campanha na Era Hiboriana e como interpretar as raças não humanas, incluindo Homens Degenerados, Povo Serpente e Sátiros.&lt;/p&gt;&lt;p&gt;Estatísticas do &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; para personagens da saga Conan, incluindo Conan, Bêlit e Thoth-Amon.&lt;/p&gt;&lt;p&gt;Baseado nas histórias de Conan de Robert E. Howard, L. Sprague de Camp e outros.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;27.Personagem&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfcisDM6LXTVAMxeNGa1cDWiimJKCVQImV45lvXqzGtGwlpBQvtj0whg8JF7X6dCrd1XDkHazV_ea9z46j55sZSigPMRLboVjQpoLEKWrK6b3yU6eXjEUPA5OaYfGDAoWxBvD1n9xA52aXQ7m8Gly1qdFbcErDFblGH0Gve81Au7xlUKVgUg3ENkEu_le7/s3300/Caquitober24%205.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfcisDM6LXTVAMxeNGa1cDWiimJKCVQImV45lvXqzGtGwlpBQvtj0whg8JF7X6dCrd1XDkHazV_ea9z46j55sZSigPMRLboVjQpoLEKWrK6b3yU6eXjEUPA5OaYfGDAoWxBvD1n9xA52aXQ7m8Gly1qdFbcErDFblGH0Gve81Au7xlUKVgUg3ENkEu_le7/w309-h400/Caquitober24%205.jpg&quot; width=&quot;309&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Módulo Básico: Personagens&lt;/i&gt;&lt;/b&gt; combina material do GURPS Módulo Básico 3ª edição e do &lt;b&gt;&lt;i&gt;GURPS Compendium I&lt;/i&gt;&lt;/b&gt;, além de centenas de regras novas e atualizadas! Este volume de 336 páginas contém tudo o que você precisa para criar e jogar com um personagem &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; 4ª ed.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;28.Recursos&lt;/p&gt;&lt;p&gt;&lt;img 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&quot;&gt;&lt;b&gt;&lt;i&gt;GURPS Character Sheet&lt;/i&gt;&lt;/b&gt; (&lt;b&gt;&lt;i&gt;GCS&lt;/i&gt;&lt;/b&gt;), de Richard A. Wilkes, é um editor de fichas de personagens autônomo e interativo que permite que você crie personagens para a 4ª ed. agregando vários recursos da biblioteca do Jogo de Papel (JP), quanto facilidades digitais, como exportação em 4 extensões.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;29.Épico&lt;/p&gt;&lt;p&gt;&lt;img 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&quot;&gt;&lt;b&gt;Você tem o poder!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;O &lt;i&gt;best-seller&lt;/i&gt; &lt;b&gt;&lt;i&gt;How to Be a GURPS GM&lt;/i&gt;&lt;/b&gt; descreve como criar personagens que funcionam bem juntos, como um grupo e parte da campanha. Esse suplemento focava principalmente em heróis pé no chão, porque eles são mais fáceis de manter sob controle. Mas e se suas ambições forem maiores?&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;How to Be a GURPS GM: High-Powered Origins&lt;/i&gt;&lt;/b&gt; se concentra em maneiras de começar sua própria campanha épica, incluindo insights sobre o que define &quot;altos poderes&quot;, uma olhada em gêneros apropriados e várias abordagens para criar e cultivar personagens de &lt;b&gt;&lt;i&gt;GURPS&lt;/i&gt;&lt;/b&gt; com totais de pontos prodigiosos. Descubra as possibilidades e armadilhas de heróis maiores que a vida, incluindo como mantê-los sob controle e garantir que o grupo esteja aproximadamente no mesmo nível. Começar suas próprias lendas ficou mais fácil!&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;30.Mistério&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEggCf2YgR_QZtWjNWR7qdr07Cvd7FiwWcU1Q8k09jbpkZwa78j8h7QgFt1u2i3-T2CqH2JlEA8wgYFME-fWgLtWr2Lbx4m80nStCEfqByxgl5HfCRUa5eNYLGfRc_l-i50vSJGXdQ8WJH3IC4bA4YhlOvovyqYvVL-Df59lbtVBv5xv6uPSN1U_7iPw0NHy&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEggCf2YgR_QZtWjNWR7qdr07Cvd7FiwWcU1Q8k09jbpkZwa78j8h7QgFt1u2i3-T2CqH2JlEA8wgYFME-fWgLtWr2Lbx4m80nStCEfqByxgl5HfCRUa5eNYLGfRc_l-i50vSJGXdQ8WJH3IC4bA4YhlOvovyqYvVL-Df59lbtVBv5xv6uPSN1U_7iPw0NHy&quot; width=&quot;400&quot;&gt;
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&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Uma dama entra no seu escritório...&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Um corpo morto, nenhuma testemunha e uma sala cheia de suspeitos com álibis perfeitos – você consegue encontrar o assassino e levá-lo à justiça? Aprenda os segredos da ficção de mistério e o que vai, e o que não vai, funcionar em um mistério de JP. Aprenda como ser um investigador melhor. Aprenda os problemas que você provavelmente encontrará em um mistério de baixa tecnologia, mágica, supertecnologia ou terror.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Mistérios&lt;/i&gt;&lt;/b&gt; abrange:&lt;/p&gt;&lt;p&gt;Criar mistérios como aventuras independentes, como parte de uma campanha existente ou como uma campanha por si só, com discussões específicas sobre cenários de baixa tecnologia, tecnologia moderna, futuro, magia e terror.&lt;/p&gt;&lt;p&gt;Definir a cena do crime, incluindo informações forenses detalhadas sobre as causas da morte, métodos de investigação e um cronograma forense.&lt;/p&gt;&lt;p&gt;Criar vilões interessantes, incluindo a correspondência de desvantagens com os motivos e meios de executar um crime.&lt;/p&gt;&lt;p&gt;Um sistema de geração de personagens baseado em modelos para investigadores icônicos, incluindo o detetive genial, o durão Shamus, detetives de polícia, mágicos investigadores e até mesmo &quot;aquele garoto maldito&quot;.&lt;/p&gt;&lt;p&gt;Exemplo de agências de detetives e investigações para contratar ou atormentar personagens.&lt;/p&gt;&lt;p&gt;Regras expandidas para questionar e interagir com figurantes.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Mistérios&lt;/i&gt;&lt;/b&gt;&amp;nbsp;foi criado tanto para o Mestre que deseja criar e conduzir aventuras misteriosas quanto para jogadores que desejam criar e retratar investigadores mais eficazes em qualquer cenário.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;31.Caquita&lt;/p&gt;&lt;p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg8qMr1DFSYrdUHr2fpyDmR_5cN5ec15lRVCC8UFty7xaVXowM7tFBenV5KD-AwQD5NJkv8l3tWp7VAN5GCe6bzm9qI2Vk9yVnvZpfdkVRPhq-JRR4MrW-wSEreQ7s3PwZxbI05WQ7CrIfF1A7aMeHIwYS8SAXm3f57vrX4Lfclj7m4X1lXFWaJd9G8g7wC&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;b&gt;Leões, tigres e ursos – somos nós!&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Dois segundos depois que os primeiros humanos conheceram os primeiros animais, as pessoas começaram a confundir as linhas. Elas imaginaram deuses com cabeça de animais, bestas falantes, animais totêmicos e híbridos humano-animais, e também usaram bestas como símbolos para características humanas... tudo isso eventualmente deu origem a desenhos animados de &quot;animais engraçados&quot; e, finalmente, aos animais antropomórficos completos encontrados em animações, quadrinhos, jogos e romances modernos. Esses seres e outros como eles são comumente rotulados como furries .&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;GURPS Furries&lt;/i&gt;&lt;/b&gt; traz esse mundo maravilhoso para o seu jogo. Ele fornece orientação mecânica de jogo sobre como criar modelos adequados para personagens &quot;peludinhos&quot; – do biologicamente plausível, passando pelo fantasioso, até o cartunesco – e apoia isso com um longo catálogo de exemplos adequados para uma ampla variedade de gêneros. Além das estatísticas, ele dá conselhos sobre como integrar esses seres em sua campanha em papéis secundários, como uma presença importante ou como foco principal.&lt;/p&gt;&lt;p&gt;Porque os humanos poderiam aprender uma coisa ou duas sobre ser civilizados... &lt;b&gt;&lt;i&gt;&lt;u&gt;Vamos combinar que foi uma péssima escolha de título?&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;-x-&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;	&lt;/span&gt;Espero que tenha gostado. Se não, deixe nos comentários a sua lista. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/11/caquitober-2024.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI_4puPlHPXUtQlyOg6EJaO7Sqy2KowQWJ_I-2IXlYtz8A4RfOmJucmZqZO8v8QzT9WSGzdSSCW1U1r3yieZf2GWgnIbmbxJ3oGy_9QQJXDJt7hCqaC5eaPBLOPTs-WbgPGO8gIDTFJZDzZw7erzubYUXrISyVrvJMrjMw6WjtNxoQnT8Zk0ZhCXTi_79X/s72-w640-h432-c/Caquitober24.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-6533780397922857112</guid><pubDate>Sun, 22 Sep 2024 13:28:00 +0000</pubDate><atom:updated>2025-02-22T18:41:49.789-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BALA</category><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">SISPRO</category><category domain="http://www.blogger.com/atom/ns#">sistemapróprio</category><title>Ócio leva ao vício: Aforismos #SISPRO 17, Pajia</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOEvM_ahGq229RkFygETVBgHQw6wBbpAVqwU9yojyVQdturLO8P6mb_ErluQdbzjck-Ik8WWgW-TCoeMdJS4yeEpKo9IsEU1oMmV-U_KrVyWMfaEQQ6eBlL5HPGoFeZ8MgvKTkiocb2Gi6V3WWQReW6Fwn6AlFFyeJxmLnqwsQx_mjZhx40377OcrCgHhY/s600/capa%20Aforismos%20SISPRO.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOEvM_ahGq229RkFygETVBgHQw6wBbpAVqwU9yojyVQdturLO8P6mb_ErluQdbzjck-Ik8WWgW-TCoeMdJS4yeEpKo9IsEU1oMmV-U_KrVyWMfaEQQ6eBlL5HPGoFeZ8MgvKTkiocb2Gi6V3WWQReW6Fwn6AlFFyeJxmLnqwsQx_mjZhx40377OcrCgHhY/w400-h200/capa%20Aforismos%20SISPRO.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;19:02 13/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como já disse, &lt;a href=&quot;https://ociolevaaovicio.blogspot.com/search?q=categorias#:~:text=Mago%2C%20originalmente%2C%20%C3%A9%20o%20sacerdote%20mazdeista.%20Ou%20sejE%2C%20cl%C3%A9rigo%2C%20assim%20como%20o%20padre%2C%C2%A0im%C3%A3%2C%C2%A0br%C3%A2mane%2C%C2%A0monge%2C%20guru%2C%C2%A0pai%2C%20pastor%2C%20frei%2C%20paj%C3%A9%2C%20druida%2C%20e%20por%20a%C3%AD%20vai.%20S%C3%B3%20muda%20a%20religi%C3%A3o.&quot; target=&quot;_blank&quot;&gt;magia é a doutrina dos magos (sacerdotes mazdaístas)&lt;/a&gt;. Como gosto de pagar de Guimarães Rosa, adiciono o sufixo &lt;i&gt;-ia&lt;/i&gt; (formador de palavras relativas a assuntos como ciência, conjunto, doutrina, profissão, qualidade) a &lt;i&gt;pajé&lt;/i&gt; e temos &lt;b&gt;pajia&lt;/b&gt;, a doutrina dos pajés.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;19:54 13/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A princípio, pajia será tratada como habilidade pra encaixar no desenho de jogo e não ter um sistema a parte como em outros jogos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A mecânica do &lt;i&gt;Focus&lt;/i&gt;, presente no &lt;b&gt;&lt;i&gt;Arkanun&lt;/i&gt;&lt;/b&gt;&amp;nbsp;e &lt;b&gt;&lt;i&gt;3DeT&lt;/i&gt;&lt;/b&gt;&amp;nbsp;é atrativa pela simplicidade, e pode ser encaixada como habilidade.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Alguns aspectos de pájica como vemos na vida real, como herbologia e primeiros socorros podem manter seus nomes e classificações originalmente idealizadas, bastando a simples compra destas para a boneca.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnZtTu5hR87FTI-uT0AC0jCcEXFlHeIB50waZeHaFjBkgzRGYZzrpc35pqZlKLuNiuY5AOo3JvZGxNsY2D93B1pdhZByQsiaL1GsavzMBeOLXjwHsTZTnYEP0BY-xkdZNmOVjP29HxIml97ib3uZADN1cZPHlvW9uP7tNU0PWoqoLn4VZ15wJOLTy_mwTM/s512/48%20II.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;512&quot; data-original-width=&quot;512&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnZtTu5hR87FTI-uT0AC0jCcEXFlHeIB50waZeHaFjBkgzRGYZzrpc35pqZlKLuNiuY5AOo3JvZGxNsY2D93B1pdhZByQsiaL1GsavzMBeOLXjwHsTZTnYEP0BY-xkdZNmOVjP29HxIml97ib3uZADN1cZPHlvW9uP7tNU0PWoqoLn4VZ15wJOLTy_mwTM/w400-h400/48%20II.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;20:30 13/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Pajia poderia ser uma grupo de habilidades distintas divididas em:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Água, ar, fogo, luz, terra e treva.&lt;/p&gt;&lt;p&gt;23:05 13/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;As combinações podem sintetizar cada uma em dois parágrafos: definição e provável uso.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;23:52 13/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O &lt;b&gt;&lt;i&gt;Ars Magica&lt;/i&gt;&lt;/b&gt;&amp;nbsp;4ª edição, da Dunamazon, é legal mas não é bem o que esperava. De repente volto pra olhar melhor noutro momento.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;00:00 14/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Vou adicionar &lt;a href=&quot;https://pt.wikipedia.org/wiki/Encantado_(entidade)&quot; target=&quot;_blank&quot;&gt;encantados&lt;/a&gt; à lista de &lt;a href=&quot;https://etnolinguistica.wdfiles.com/local--files/biblio%3Abueno-1987-dicionario/Bueno_1987_DicTupiGuaraniPortugues_pt2_dicGDias%2BToponimos.pdf&quot; target=&quot;_blank&quot;&gt;pês&lt;/a&gt;&amp;nbsp;(caminhos pájicos), bem como, &lt;a href=&quot;https://dicionario.priberam.org/Alim%C3%A1ria&quot; target=&quot;_blank&quot;&gt;alimária&lt;/a&gt; e vegetal, ficando então: Água, alimária, ar, encantados, fogo, luz, terra, treva e vegetal.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;00:05 14/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Na água tem que ter citação de Bruce Lee (ou Silvio Ameixa😁) ou dito popular pra perseverança? Não sei.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;00:26 14/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;i&gt;“Água mole em pedra dura, tanto bate até que fura.”&lt;/i&gt; AMEIXA, Silvio.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Pra que escolher se posso ter os dois?^_^&lt;/span&gt;&lt;/p&gt;&lt;p&gt;00:31 14/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Esse modelo, pode parecer meio apelão a princípio, mas limites de Força (&lt;b&gt;Fç&lt;/b&gt;), alcance, proteção, velocidade e custo, podem contornar esta mecânica.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;02:51 14/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Agora que acabei de fazer a capa da publicação, posso continuar. Não quero que a magia seja chata e apelona como em outros jogos. A a pajelança é o ritual pájico pra cura. Portanto não será fácil cura pájica como noutros jogos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;03:17 14/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Exemplos de limites pájicos extraídos da &lt;b style=&quot;font-style: italic;&quot;&gt;Dragão Brasil&lt;/b&gt;&amp;nbsp;nº46 (que mostra a regragem pro &lt;b&gt;&lt;i&gt;3DeT&lt;/i&gt;&lt;/b&gt;) adequados à BALA:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;• Fç: quando a boneca cria um efeito para algum esforço físico (um braço de pedra, um jato d&#39;água, um tentáculo de treva...), sua Fç será sempre igual ao Pês. Portanto, Pês Água 3 cria um jato d&#39;água com Fç 13 (capaz de levantar 200 quilos).&lt;/p&gt;&lt;p&gt;• Alcance: um efeito não pode ir mais longe que isso. 2m para Pês 1; 4m para Pês 2; 8m para Pês 3; 16m para Pês 4; e 32m para Pês 5.&lt;/p&gt;&lt;p&gt;• Proteção: você pode usar sua pájica para se proteger, criando uma parede de fogo, uma armadura de pedra, um escudo de luz sólida ou qualquer outra coisa. Cada ponto de Pês melhora um pouco sua defesa num Lance de Combate (LC): +1 ponto de proteção para Pês 1; +2 para Pês 2; +3 para Pês 3; +4 para Pês 4; e +5 para Pês 5.&lt;/p&gt;&lt;p&gt;• Proteção Contra o Elemento: sua pájica é mais eficiente para proteger você contra AQUELE elemento específico; você recebe o dobro de pontos de Pês em defesa. Uma barreira de água feita com Pês 2 aumenta em apenas +2 pontos sua defesa contra ataques em geral mas, se você está sendo atacado com água, a proteção será +4.&lt;/p&gt;&lt;p&gt;• Velocidade: se usar um efeito para transporte (como levitar usando o vento ou ser carregado por uma onda, por exemplo), existe uma velocidade máxima que você pode atingir. Com Pês 1 você pode transportar 50kg a até 2m/s. Cada nível seguinte de Pês, dobra o peso e velocidade (100kg a 4m/s com Pês 2; 200kg a até 8m/s para Pês 3, e assim por diante).&lt;/p&gt;&lt;p&gt;21:42 15/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Custo&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Pajia é uma coisa realmente versátil. Você pode usá-la para substituir Fç e Rapidez (Rd). Então, à primeira vista, gastar pontos em apenas um Pês parece mais vantajoso que gastá-los com seus Dotes. O problema é que a pajia tem seu preço... Uma pajé usa seu próprio corpo como condutor para sugar a energia pájica de outro lugar. Isso consome sua força vital e causa dano. Portanto, quando faz pájica, uma pajé perde Fç. Cada ponto de Pês consome 1 de Fç; se você realizar uma pájica com Pês 4, p. ex., isso vai lhe custar Fç -4. Quando o efeito da pájica desaparece imediatamente (como uma bola de fogo que explode e sorne no mesmo instante), a pajé pode recuperar sua Fç mais tarde de forma normal, com descanso. Contudo, quando o efeito é duradouro (como criar um pássaro de fogo ou um demônio de treva, p. ex.), a Fç fica “presa” na pájica. Mesmo com descanso ou cuidados médicos, a pajé não pode recuperá-los; seu total de Fç estará temporariamente reduzido, até que a pájica termine. Uma pajé pode cancelar sua própria pájica quando quiser, mas ainda assim deve descansar para restaurar sua Fç.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;15:38 21/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Para praticar pajia e poder lançar pájicas, a boneca terá que ter o traço pró de pajia. A vantagem &lt;i&gt;Aptidão Mágica&lt;/i&gt;, do &lt;b&gt;&lt;i&gt;GURPS&amp;nbsp;&lt;/i&gt;&lt;/b&gt;4ª edição, é um bom norte para essa mecânica:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Aptidão Pájica (P¹/Sobrenatural)&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;b&gt;5 pontos por Aptidão Pájica 0,&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;b&gt;+10 pontos/nível&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A boneca é uma adepta da pajia. Este pró está dividido em níveis. É possível adquirir Aptidão Pájica 0 antes de comprar os níveis mais altos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Aptidão Pájica 0: Representa uma “consciência pájica” básica, um pré-requisito para se aprender pajia na maior parte dos mundos. A Mestre faz um Lance de Habilidade (&lt;b&gt;LH&lt;/b&gt;)² de Raciocínio (&lt;b&gt;Rn&lt;/b&gt;) quando a boneca vê um objeto pájico pela primeira vez e outro quando ela o toca. No caso de um sucesso, a boneca sabe intuitivamente que o objeto é pájico. Um resultado de 100% também diz se a pajia é benéfica ou perigosa, assim como sua força. Bonecas sem Aptidão Pájica não têm direito a este lance! 5 pontos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Aptidão Pájica 1+: Níveis mais altos de Aptidão Pájica tornam muito mais fácil o aprendizado e utilização da pajia. Cada nível pájico da boneca concede permissão na aquisição de Pês de nível equivalente. Exemplo: uma boneca com Aptidão Pájica 3 podera adquirir até Pês Encantado 3. Adicione também o nível de Aptidão Pájica ao Rn quando a boneca estiver fazendo um lance para sentir a presença de objetos pájicos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;¹Psicológico&lt;/p&gt;&lt;p&gt;²Tendo em vista que é um teste de dote e não uma habilidade, tenho que rever o nome. Rever LC e LH.&lt;/p&gt;&lt;p&gt;21:03 21/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Lance Sucedido (LS) substitui LH e Lance Disputado (LD) substitui LC.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;22:18 21/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Há a possibilidade sugerida das Criatura Mágicas, no &lt;b&gt;&lt;i&gt;3DeT&lt;/i&gt;&lt;/b&gt;, que para a &lt;b&gt;&lt;i&gt;BALA&amp;nbsp;&lt;/i&gt;&lt;/b&gt;fica:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;CRIATURAS PÁJICAS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Você pode usar sua pajia para construir criaturas: demônios de fogo, estátuas de pedra, pássaros de luz... qualquer coisa que sua imaginação mandar.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O poder dessa criatura depende do Pês da pajia. Se você usou Pês 4, então tem 4 pontos para distribuir entre os 3 Aspectos da criatura (Biológico, Psicológico e Social). A criatura não tem mente própria; ela precisa ser controlada pela pajé, que não pode realizar nenhuma outra ação enquanto faz isso. Você também não pode mudar os Aspectos da criatura - se quiser fazê-la diferente, terá que gastar mais Fç e construir tudo de novo. O mago pode enxergar e ouvir através de sua criatura (mas ela não pode se afastar além do alcance máximo permitida pelo Pês).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Não se esqueça que sua própria Fç fica “presa”&amp;nbsp;na criatura enquanto ela continuar existindo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;22:30 21/09/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Creio que pra começar os trabalhos esteja de bom tamanho. No próximo retorno aos traços. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;tenor-gif-embed&quot; data-aspect-ratio=&quot;1&quot; data-postid=&quot;2276741556197720902&quot; data-share-method=&quot;host&quot; data-width=&quot;100%&quot;&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;a href=&quot;https://tenor.com/view/p%C3%A1jica-shia-labeouf-m%C3%A1gica-gif-2276741556197720902&quot;&gt;Pájica Shia GIF&lt;/a&gt;from &lt;a href=&quot;https://tenor.com/search/p%C3%A1jica-gifs&quot;&gt;Pájica GIFs&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;white-space: normal;&quot;&gt; &lt;script async=&quot;&quot; src=&quot;https://tenor.com/embed.js&quot; type=&quot;text/javascript&quot;&gt;&lt;/script&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;23:10 21/09/2024&lt;/p&gt;&lt;p&gt;PS: Já ia esquecendo do Pês Secundários. Voltemos a matéria do Myxplk com Marcelo Cassaro.&lt;/p&gt;&lt;p&gt;NOVOS PÊS&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você tiver dois Pês Primários, pode combiná-los em um Pês Secundário para criar novos e diferentes efeitos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O Pês Secundários não é um consenso. Fale com a mestre para o resultado da união de Pês. Quando combinar dois Pês, o máximo será igual ao Pês mais baixo, p. ex., Água 1 + Vegetal 3 = Papel 1).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Este sistema de pajia usa principalmente a imaginação. Quanto mais criativa a jogadora, mais poderosa e versátil será sua pajé. Agora sim, beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/09/ocio-leva-ao-vicio-aforismos-sispro-17.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOEvM_ahGq229RkFygETVBgHQw6wBbpAVqwU9yojyVQdturLO8P6mb_ErluQdbzjck-Ik8WWgW-TCoeMdJS4yeEpKo9IsEU1oMmV-U_KrVyWMfaEQQ6eBlL5HPGoFeZ8MgvKTkiocb2Gi6V3WWQReW6Fwn6AlFFyeJxmLnqwsQx_mjZhx40377OcrCgHhY/s72-w400-h200-c/capa%20Aforismos%20SISPRO.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-588400392083206901</guid><pubDate>Sun, 21 Jul 2024 04:51:00 +0000</pubDate><atom:updated>2025-02-22T18:42:04.763-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BALA</category><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">SISPRO</category><category domain="http://www.blogger.com/atom/ns#">sistemapróprio</category><title>Aforismos SISPRO 16, Desenterrando o passado</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSs7cukVemv6a32VCO4f81XRqUdI9c29nBw7gtygu3ln3i1ocIoUclzC0X1Pm_yd8yZ-lNNGlerUOJepqRj2NzHQ-pFxJdO8r4IXlm4O_FRBvLOS50Zj1Aq8WOalWN7AURaY8PJPkYDd_GU0aP3J4z6g_3e21QxrjOFs2w7SI3H8QVGVeN0CJ1MJ1G0oqG/s600/capa%20Aforismos%20SISPRO.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSs7cukVemv6a32VCO4f81XRqUdI9c29nBw7gtygu3ln3i1ocIoUclzC0X1Pm_yd8yZ-lNNGlerUOJepqRj2NzHQ-pFxJdO8r4IXlm4O_FRBvLOS50Zj1Aq8WOalWN7AURaY8PJPkYDd_GU0aP3J4z6g_3e21QxrjOFs2w7SI3H8QVGVeN0CJ1MJ1G0oqG/w400-h200/capa%20Aforismos%20SISPRO.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;16:12 20/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Achei um estudo sobre escavação que havia feito há um ano e esquecera nas &lt;b&gt;Mensagens Salvas&lt;/b&gt; do Telegram. Segue a transcrição.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;23:19 11/06/2023&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Cara, já tem umas duas horas(1h55min, na verdade. Comecei 21h24min),mais ou menos, que eu estou vendo cálculo de escavação. Já vi cálculo de escavação, de aterramento, memória de cálculo da EMUSA, em Niterói, que eu tinha visto que a busca correlacionava a memória de cálculo de várias prefeituras eu só abri a de Niterói. Porque se for pra pesquisar alguma coisa que seja local. &lt;a href=&quot;https://www.zhitov.ru/pt/ditch/&quot; target=&quot;_blank&quot;&gt;Achei uma calculadora muito boa&lt;/a&gt; que eu sei até o custo de cobrança, só não sei o tempo até agora. Com base no volume, dá pra você calcular o custo, mas o tempo da ação eu não seguir achar. Então por exemplo, se a gente pegar uma cova, que padrão nacional é de 2,2 x 0,8 x 1,70 m (CxLxP), a profundidade é dez centímetros a mais do que os famigerados sete palmos (1,6 m), eu sei que custa três conto (R$ 3000,00) pra você fazer um um buraco desse porte, só que o tempo necessário para a realização da tarefa que eu não descobri ainda. E eu acho eu acho que é pertinente.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;Pruma regra mais avançada do sistema. &lt;b&gt;&lt;i&gt;AD&amp;amp;D&lt;/i&gt;&lt;/b&gt; primeira edição, se muito não me engano, já tinha regra de sobrevivência: Você tem que enterrar o corpo do colega, né? O cara que quiser jogar uma regra mais avançada, ele vai querer regra de cavar. Porque uma coisa é você não ter regra pra uma coisa, outra coisa é a regra está lá pra pra facilitar a vida do mestre. É igual matemática, hoje você tem eh fórmula pra várias coisas, e antigamente o cara tinha que fazer a álgebra linear todinha pra chegar na fórmula, hoje em dia a gente pega a fórmula e aplica, porra, mata uma resolução do problema muito mais fácil. Eu queria dar esse cálculo pro camarada que quer fazer, de repente, um um jogo de guerra aí mais realista. Se ele quiser dar esse realismo na campanha, vou dá o ferramental necessário que ele precisa dentro da &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt;, e outras tarefas mais comuns de sobrevivência. Porque, por exemplo, é pra você fazer uma fossa séptica pra enterrar suas fezes, você precisa primeiro cavar um buraco, isso tudo demanda um tempo. O que é muito curioso, a pessoa fazer uma fossa séptica pra dar um barrão. Imagina o caso cavar apertado. Eu calculo que o cara primeiro faça que tem que fazer, depois cave o buraco pra enterrar as coisas dele. Enfim continuemos.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPfrAKhH9IVwgjXQIftTQxnoUQ2s0qcuiWTv3WZ2iQTH3RwlwrELTnCDShFfxxbEqxO6CScGrW0Ls2_k_sy08P_nbXqiunlYhRnmVgsWkryOTcePdK1tMdp5fuwL-hH6YS1AdAnOP-b7ZJNJEaNfiTr7YIWOH-8o1ZvJXLBP3aeXFLga5bGJZj8jqOrAmr/s775/Escava%C3%A7%C3%A3o,%20Guia%20de%20Sobreviv%C3%AAncia%20do%20Antreiro,%20ADeD1.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;406&quot; data-original-width=&quot;775&quot; height=&quot;210&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPfrAKhH9IVwgjXQIftTQxnoUQ2s0qcuiWTv3WZ2iQTH3RwlwrELTnCDShFfxxbEqxO6CScGrW0Ls2_k_sy08P_nbXqiunlYhRnmVgsWkryOTcePdK1tMdp5fuwL-hH6YS1AdAnOP-b7ZJNJEaNfiTr7YIWOH-8o1ZvJXLBP3aeXFLga5bGJZj8jqOrAmr/w400-h210/Escava%C3%A7%C3%A3o,%20Guia%20de%20Sobreviv%C3%AAncia%20do%20Antreiro,%20ADeD1.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;ESCAVAÇÃO. &lt;i&gt;In&lt;/i&gt;: NILES, Douglas. &lt;b&gt;AD&amp;amp;D Guia de Sobrevivência do Antreiro&lt;/b&gt;. Lake Geneva: TSR, Inc., 1986. cap. REGRAS DE MOVIMENTO PARA JOGO SUBTERRÂNEO, p. 21. ISBN 0880382724.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;18:52 20/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O GSA menciona a página 106 do Livro do Mestre, de 1979. Além da mesma tabela de &lt;i&gt;MINERAÇÃO: VOLUME CÚBICO DE ROCHA POR 8 HORAS DE TRABALHO POR MINEIRO&lt;/i&gt;, lá está:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;“CONSTRUCTION TIME&lt;/p&gt;&lt;p&gt;Earth Excavation: The cost of the ditch 100&#39; in length, 10&#39; deep, and 20&#39;&amp;nbsp; wide assumes that a crew of 3-4 men work for six weeks. If soil is heavy&amp;nbsp; clay, time will be doubled.”&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Traduzindo:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;“TEMPO DE CONSTRUÇÃO&lt;/p&gt;&lt;p&gt;Escavação de Terra: O custo da vala de 30,48 x 6,096 x 3,048 m (566,34 m³) pressupõe que uma equipe de 3 a 4 homens trabalhe durante seis semanas. Se o solo for argiloso, o tempo será duplicado.”&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;23:34 11/06/2023&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://tvuol.uol.com.br/video/competicao-elege-os-coveiros-mais-rapidos-na-paraiba-04024D1B3360CCB96326&quot; target=&quot;_blank&quot;&gt;Band Notí­cias, Competição elege os coveiros mais rápidos na Paraíba&lt;/a&gt;&lt;/p&gt;&lt;p&gt;20:33 11/06/2023&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O detalhe é que no &lt;b&gt;Pá na Cova&lt;/b&gt;&amp;nbsp;há o volume usado pra competição, vamos botar assim arredondando, mais ou menos metade do volume de uma cova padrão. A cova padrão tem 2,992 m³ e a competição do ela exige uma cova de 1,54 m³ (2,2x0,7x1), até pra não extenuar os atletas 😁.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;20:45 11/06/2023&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://globoplay.globo.com/v/8132203/&quot; target=&quot;_blank&quot;&gt;Bom Dia Paraíba, Torneio &#39;Pá na Cova&#39; premia coveiros mais rápidos da Paraíba&lt;/a&gt;&lt;/p&gt;&lt;p&gt;20:49 11/06/2023&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Esse vídeo do &lt;b&gt;Pá na Cova&lt;/b&gt; está mais detalhado porque, apesar de ser extremamente intrusivo na competição em si, pelo menos o repórter deu uma informação pertinente que no vídeo anterior não tinha da Band, o tempo que os participantes tinham pra realizar a prova: 50 min para cavar 1,54 m³. É interessante fazer um cálculo aí, porque a gente está falando de profissionais experientes na área, pois diz que ter comprovação de profissional como coveiro é requisito pra competir. Então é só a nata da categoria de coveiros.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiowpTAslgets4nqYCTwTZ7S5Yue_vC9pINYV0Lt_Jf5H047LgcEJv_EQEvWRt42ymrjm_iMFccXJWbeKPFViOPctBZVt7v8FvsbuSITjajJQAT9tzRsk-Z4-tA8jrGOnwFMmd-69PicOs8wCRDUg7ZEdXwjrkbjyo3_vJNzAMqC1KhRHuKSwolosjxpj9R/s512/92.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;512&quot; data-original-width=&quot;512&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiowpTAslgets4nqYCTwTZ7S5Yue_vC9pINYV0Lt_Jf5H047LgcEJv_EQEvWRt42ymrjm_iMFccXJWbeKPFViOPctBZVt7v8FvsbuSITjajJQAT9tzRsk-Z4-tA8jrGOnwFMmd-69PicOs8wCRDUg7ZEdXwjrkbjyo3_vJNzAMqC1KhRHuKSwolosjxpj9R/w400-h400/92.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se uma dupla da nata da categoria faz uma cova de 1,54 m³ em 50 min, um cara comum sozinho vai levar o pelo menos o dobro do tempo, talvez mais. Em vez de 50 min ele leve 2h, porque também tem um tempo de descanso, não vai fazer tudo num pau só, então uma calcula-se, assim por alto, que um cara sem experiência cava 1,54 m³ em, pelo menos, 2h. E pra fazer eh uma cova normal? Enfim, ele vai levar o dobro disso. Então uma pessoa sozinha hum e tá? Levaria quatro horas pra cavar uma cova padrão. Enfim, são só conjecturas duma pessoa que não tem experiência nenhuma em cavar buraco (cova canina não conta) nem com matemática.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;23:23 20/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Revendo o cálculo, se 2 coveiros experientes fazem 1,54 m³ em 50 min (1,848m³/h) e uma pessoa comum faz o mesmo volume em 2h; temos que 0,77m³/h é o padrão de escavação amadora. Logo, uma cova padrão, 2,992 m³ é cavada em 3,88 h ou 3h53min.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;00:07 21/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como eu farei pra criar um cálculo minimamente descente com os &lt;b&gt;Aspectos&lt;/b&gt;, &lt;b&gt;Dotes&lt;/b&gt; e &lt;b&gt;Habilidades&lt;/b&gt; da &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt;? Não faço a menor ideia. Por enquanto.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Pra você que me acompanha e comenta com sugestões e (principalmente) críticas, desejo um feliz dia do amigo atrasado. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/07/aforismos-sispro-16-desenterrando-o.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSs7cukVemv6a32VCO4f81XRqUdI9c29nBw7gtygu3ln3i1ocIoUclzC0X1Pm_yd8yZ-lNNGlerUOJepqRj2NzHQ-pFxJdO8r4IXlm4O_FRBvLOS50Zj1Aq8WOalWN7AURaY8PJPkYDd_GU0aP3J4z6g_3e21QxrjOFs2w7SI3H8QVGVeN0CJ1MJ1G0oqG/s72-w400-h200-c/capa%20Aforismos%20SISPRO.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-5602605874400351586</guid><pubDate>Thu, 11 Jul 2024 14:52:00 +0000</pubDate><atom:updated>2025-02-22T18:42:17.110-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">conto</category><category domain="http://www.blogger.com/atom/ns#">Dungeon Trash</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><title>Relato de sessão, Dungeon Trash, Dia 5</title><description>&lt;p&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFb-M5cdIbJEYV5gQUiysOLZ9a4wKCQ1HNyA6j35F5krkHF_X2Ru-tk1B8L3zuwF_4NwbkJ9CA4pWrnmDvvKAQB0GDtF93qdI31jZTY6UrK9PvU7gpW9gB5erXcmepTL6dnfGVx3XPZOKENiwsLhqQSktd5kSxwezXl8kX7kAHNJOwquUtt7cTWnX3WqEX/s600/capa%20rds%20DT.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFb-M5cdIbJEYV5gQUiysOLZ9a4wKCQ1HNyA6j35F5krkHF_X2Ru-tk1B8L3zuwF_4NwbkJ9CA4pWrnmDvvKAQB0GDtF93qdI31jZTY6UrK9PvU7gpW9gB5erXcmepTL6dnfGVx3XPZOKENiwsLhqQSktd5kSxwezXl8kX7kAHNJOwquUtt7cTWnX3WqEX/w400-h200/capa%20rds%20DT.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Dungeon Trash&lt;/i&gt;&lt;/b&gt;* - Jogo teste aberto&lt;/p&gt;&lt;p&gt;Sessão 3: 16/06/24 no Discord do Rizoma&lt;/p&gt;&lt;p&gt;(Agradecimentos ao César pelo espaço, ao Marcelo e ao Xikowisk pelo espaço nos blogs para hospedar os relatos)&lt;/p&gt;&lt;p&gt;Jogadores: Gustavo, Thiago Elendil, Bruno, JP, Serejo e Xikowisk&lt;/p&gt;&lt;p&gt;Personagens: Dimas (Gustavo), Afrânio (Elendil), Antônio (Bruno), Nárnia (JP), 5ª série (Serejo) e Zé (Xikowisk)&lt;/p&gt;&lt;p&gt;Dia 5 do Segundo Ano Pós-Bomba&lt;/p&gt;&lt;p&gt;O dia começou sombrio, com uma chuva persistente que teimava em lavar a desolação do mundo. Afrânio, Dimas, Zé e 5ª série decidiram esperar o aguaceiro cessar antes de arriscar mais uma incursão à superfície. 5ª série, um adolescente recém-chegado ao bunker, observava com olhos curiosos e atentos.&lt;/p&gt;&lt;p&gt;Zé, com gesto mecânico, fervia a água, tentando desesperadamente amenizar a ação dos poluentes na fétida e escura substância. Alimentaram-se do queijo encontrado por Dimas no dia anterior e beberam a água fervida, que parecia qualquer coisa, menos água. Dimas, Afrânio e Zé não suportaram o líquido, contraindo uma indisposição estomacal. Apenas 5ª série permaneceu incólume, talvez devido à juventude que o tornava mais resiliente.&lt;/p&gt;&lt;p&gt;Quando a chuva finalmente cessou, os quatro partiram para o oeste, esgueirando-se entre pilhas de entulho e lixo que adornavam as ruas. Em meio à caminhada, avistaram um homem parado, vasculhando uma pilha de lixo com um olhar de quem busca um tesouro perdido. Aproximaram-se e trocaram algumas palavras. O homem se revelou como Nárnia, um sobrevivente em busca de mais um dia de vida. Ele se juntou ao grupo, e seguiram em direção ao oeste, buscando a esperança líquida em forma de água potável.&lt;/p&gt;&lt;p&gt;Horas de caminhada se passaram até avistarem outro homem, agora em cima de uma pilha de detritos, brandindo um livro e gritando para o vazio. Afrânio, com a curiosidade que só os desesperados possuem, aproximou-se para dialogar. O homem, um idoso aparentemente cego, proclamava a missão de espalhar a palavra dos grandes. Zé aproximou-se, impiedoso e declarou:&lt;/p&gt;&lt;p&gt;-Vou usar de misericórdia com este velho, ele está claramente louco! E puxou o facão.&lt;/p&gt;&lt;p&gt;O homem, ouvindo a voz, começou a murmurar uma benção enquanto sua garganta inflava grotescamente, semelhante à de um sapo. Afrânio, espantado, perguntou:&lt;/p&gt;&lt;p&gt;-Você não era cego, como sabe que somos dois?&lt;/p&gt;&lt;p&gt;O velho, com uma voz gutural, respondeu:&lt;/p&gt;&lt;p&gt;-Sou cego, não surdo.&lt;/p&gt;&lt;p&gt;De sua boca saiu um arroto podre, seguido por um jato de líquido verde e ácido que atingiu Afrânio e Zé, queimando lhes a pele. Enfurecido, Afrânio sacou seu revólver e, com um tiro certeiro, explodiu a cabeça do infeliz. Vasculhando seus pertences, encontraram três latas de feijão, um canivete e um livro em branco.&lt;/p&gt;&lt;p&gt;Saíram da estrada, escondendo-se atrás de uma pilha de lixo para tratar os ferimentos e mordiscar um pedaço de queijo. Um homem se aproximou, apresentando-se como Antônio. Ele alegou conhecer 5ª série, que confirmou a informação. Antônio se uniu ao grupo e, após comerem e cuidarem das feridas, seguiram em frente.&lt;/p&gt;&lt;p&gt;5ª série subiu em escombros para tentar avistar além e ajudar na definição de uma rota. Do alto de uma casa em ruínas, observou:&lt;/p&gt;&lt;p&gt;Oeste: Condomínio de prédios em ruínas, com um prédio central intacto.&lt;/p&gt;&lt;p&gt;Norte: Vastidão de lixo e ruas.&lt;/p&gt;&lt;p&gt;Sudeste: Descampado com lixo e a silhueta de um navio naufragado.&lt;/p&gt;&lt;p&gt;O grupo decidiu investigar o condomínio. Ao chegarem, Afrânio e 5ª série se aproximaram do prédio intacto, cujas paredes escorriam uma gosma verde. 5ª série, com um borrifador, aplicou álcool na gosma, que borbulhou, mas continuou a escorrer. Afrânio, com um pedaço de cano, cutucou a substância, que revelou uma face grotesca cheia de dentes finos. A criatura tentou morder Afrânio, que, em um reflexo, arremessou o cano longe e começou a esmagar a face com uma pedra.&lt;/p&gt;&lt;p&gt;Apesar do acontecimento bizarro, decidiram entrar no prédio. Nárnia percebeu que havia energia elétrica no local. Afrânio, 5ª série, Antônio, Nárnia e Dimas entraram, enquanto Zé ficou de guarda do lado de fora. No hall de entrada, encontraram um ambiente organizado, típico de um prédio comercial, com um elevador e uma porta para as escadas, além de seis pilares imponentes.&lt;/p&gt;&lt;p&gt;Lá fora, Zé ouviu passos vindo do lado esquerdo do prédio. Correu para uma cobertura nas ruínas próximas, observando três criaturas semelhantes às que havia encontrado no hospital dias atrás. Zé, alarmado, correu de volta para o prédio, alertando os amigos:&lt;/p&gt;&lt;p&gt;Preparem-se, três criaturas estão a caminho!&lt;/p&gt;&lt;p&gt;Um confronto mortal teve início. A rápida decisão de Zé salvou o grupo naquele dia. As criaturas grunhiram e brandiram machados, mas foram prontamente recebidas com disparos. Afrânio e 5ª série, com seus revólveres, derrubaram duas das três bestas. Antônio e Nárnia, com arco e atirador de pregos, não deixaram espaço para reação. Peneiradas por balas, flechas e pregos, caíram inertes, sangrando um líquido negro e viscoso.&lt;/p&gt;&lt;p&gt;Com medo de que o barulho atraísse reforços, o grupo fugiu do prédio, rumando de volta ao bunker. Não encontraram água, mas o dia não foi totalmente perdido. Com o profeta dos grandes, conseguiram três latas de feijão enlatado, um canivete e três machadinhas das criaturas mortas na porta do prédio antes de sair correndo.&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0G7yiHXSS_rWaTQA-g_ChlQWto2ieMrMEd56CNyIFNaUt67k57j4w48I2cRuZuI15TprazA6g2d9VHd9gpxJcbXgFICPCJtLk73aExlSjpd2Nylx8i0J5Y1unUwfIHrFGkvIG65xWMJqR0hF-5ge4ilPdLWJOryKeIuoJEaO-XJ1aqxiTA6HbNDSyC-Zu/s906/rds%20DT%20dia5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;528&quot; data-original-width=&quot;906&quot; height=&quot;233&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0G7yiHXSS_rWaTQA-g_ChlQWto2ieMrMEd56CNyIFNaUt67k57j4w48I2cRuZuI15TprazA6g2d9VHd9gpxJcbXgFICPCJtLk73aExlSjpd2Nylx8i0J5Y1unUwfIHrFGkvIG65xWMJqR0hF-5ge4ilPdLWJOryKeIuoJEaO-XJ1aqxiTA6HbNDSyC-Zu/w400-h233/rds%20DT%20dia5.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;i&gt;Anotações de Gustavo Negreiro&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;Fim da sessão.&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;Thiago Roos&lt;/p&gt;&lt;p&gt;*&lt;b&gt;&lt;i&gt;Dungeon Trash&lt;/i&gt;&lt;/b&gt; é um jogo de horror e sobrevivência &lt;i&gt;trash&lt;/i&gt; em um mundo devastado pela poluição ambiental. Está em fase de jogos-teste e é de autoria de Thiago Roos e Thiago Elendil.&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/07/relato-de-sessao-dungeon-trash-dia-5.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFb-M5cdIbJEYV5gQUiysOLZ9a4wKCQ1HNyA6j35F5krkHF_X2Ru-tk1B8L3zuwF_4NwbkJ9CA4pWrnmDvvKAQB0GDtF93qdI31jZTY6UrK9PvU7gpW9gB5erXcmepTL6dnfGVx3XPZOKENiwsLhqQSktd5kSxwezXl8kX7kAHNJOwquUtt7cTWnX3WqEX/s72-w400-h200-c/capa%20rds%20DT.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-1420354066526997779</guid><pubDate>Tue, 09 Jul 2024 20:07:00 +0000</pubDate><atom:updated>2025-02-22T18:42:30.790-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">conto</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">Kalymba</category><title>Relato de sessão, Kalymba, parte 2, O Templo da Palha de Pedra</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFnK-f4klfJ_8dkLSvvzGPG3cgfsLp2eLlyDYbQeNt6ErNDD9dReNTrB5TT1xxjDdJif29raaAt6RvLznM63w5rBZbpHDQIAxXPKFNfn9k4gviXDv1nJGjkIkOFRRrJPJu8dd2ll2CpFhVgDKYMtBiqJSDRW6QTiDKnEaqOf6leVckVDMayjHIP0C7VBO_/s600/capa%20rds%20Kalymba.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFnK-f4klfJ_8dkLSvvzGPG3cgfsLp2eLlyDYbQeNt6ErNDD9dReNTrB5TT1xxjDdJif29raaAt6RvLznM63w5rBZbpHDQIAxXPKFNfn9k4gviXDv1nJGjkIkOFRRrJPJu8dd2ll2CpFhVgDKYMtBiqJSDRW6QTiDKnEaqOf6leVckVDMayjHIP0C7VBO_/w400-h200/capa%20rds%20Kalymba.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Aventura: O Templo da Palha de Pedra (23/06/2024)&lt;/p&gt;&lt;p&gt;Griô: Rodrigo Semente&lt;/p&gt;&lt;p&gt;Protagonistas: Groc (Gabriel), Ord Nalam (Felipe), Malika (Kaline), Kaki (Lucas) e depois Wina (Xikowisk).&lt;/p&gt;&lt;p&gt;Sinopse:&lt;/p&gt;&lt;p&gt;A busca para descobrir a fonte de uma praga que assolava um rio levou os guardiões até uma rocha de pedra esculpida para parecer coberta de palha.&lt;/p&gt;&lt;p&gt;Agora quem irá explorar esse misterioso local, fonte de perigosas pragas que assolam o rio local?&lt;/p&gt;&lt;p&gt;(Missão 4 de Kartha, a cartografa)&lt;/p&gt;&lt;p&gt;Resumo: Seguindo as dicas de Wina e Nawi surgem Groc, um gorila oboniano devoto de Junagan, Kaki, um dooshura mandingueiro, Ord Nalam, um dooshura devota de Eksun e Malika, uma jengu devota de Legwã.&lt;/p&gt;&lt;p&gt;Eles se encontram de frente para o templo Ulom, e após derrotar dois Nzumbis eles percebem que para entrar no templo precisam fazer ebós dignos do Orixá. Eles procuram por barro e passam um bom tempo moldando e aquecendo o jarro de barro em uma fogueira. Quando prontos criam três jarros e os enchem d&#39;água para fazer oferenda ao Orixa da Cura e da Doença.&lt;/p&gt;&lt;p&gt;Um Eles deixam na entrada, fazendo o símbolo do orixá abrir em uma passagem na parede rochosa. Eles entram por um corredor e Malika sente uma energia negativa forte. Eles decidem passar a noite no corredor se recuperando.&lt;/p&gt;&lt;p&gt;Quando acordam entram na sala, que possui várias estátuas de antigos devotos ou mundanas de Ulom, mas da boca das estátuas saem nuvens de insetos. Malika pensa rápido e conjura uma barreira mística, que os protegem de qualquer dano.&lt;/p&gt;&lt;p&gt;A dala possui dois caminhos, um da esquerda e outro para direita, eles rumam rumam para o caminho da esquerda, mas presentem algo negativo. Então decidem voltar e partir para o corredor da direita, e nesse momento Wina retorna e encontra o grupo. Eles exploram a passagem da direita e encontram uma sala repleta de nichos com pergaminhos onde registram vários itans, as histórias dos orixás.&lt;/p&gt;&lt;p&gt;Com o avanço do perigo eles decidem fazer daquela sala um ponto de passagem, e instalam um cristal de transporte para Pontalua.&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;Rodrigo Semente&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://discord.com/channels/757270907445182554/1216023037497966642/1254998049961410591&quot;&gt;https://discord.com/channels/757270907445182554/1216023037497966642/1254998049961410591&lt;/a&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/07/relato-de-sessao-kalymba-parte-2-o.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFnK-f4klfJ_8dkLSvvzGPG3cgfsLp2eLlyDYbQeNt6ErNDD9dReNTrB5TT1xxjDdJif29raaAt6RvLznM63w5rBZbpHDQIAxXPKFNfn9k4gviXDv1nJGjkIkOFRRrJPJu8dd2ll2CpFhVgDKYMtBiqJSDRW6QTiDKnEaqOf6leVckVDMayjHIP0C7VBO_/s72-w400-h200-c/capa%20rds%20Kalymba.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-6832190775658080446</guid><pubDate>Sun, 07 Jul 2024 19:08:00 +0000</pubDate><atom:updated>2025-02-22T18:42:57.812-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BALA</category><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">SISPRO</category><category domain="http://www.blogger.com/atom/ns#">sistemapróprio</category><title>Aforismos SISPRO 15, As etapas do luto</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA9xbZF0OVfpgcEcSR2dvbw5gZKQy1SvQ8ozptmg_5mwcWJ21JhdWOawwKmXns0UPwrqh0TgokI4p-90A0h-LJkH8a3jErGWCmKR2Sr6JzJkszYX3200v_lTl5kWMHWd7P-1NMv404m3Wuv7LA32eb-w1Mi9jEstYIYyviMkzB1khrFLuHdrIP4ome7g-b/s600/capa%20Aforismos%20SISPRO.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA9xbZF0OVfpgcEcSR2dvbw5gZKQy1SvQ8ozptmg_5mwcWJ21JhdWOawwKmXns0UPwrqh0TgokI4p-90A0h-LJkH8a3jErGWCmKR2Sr6JzJkszYX3200v_lTl5kWMHWd7P-1NMv404m3Wuv7LA32eb-w1Mi9jEstYIYyviMkzB1khrFLuHdrIP4ome7g-b/w400-h200/capa%20Aforismos%20SISPRO.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;09:54 05/06/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Tô rediagramando as desvantagens do SUGIP 4ª ed. e pensei que seria uma boa ideia usar pecados capitais como traços contra e seus opostos como traços pró.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Avareza&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Bondade&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Gula&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Temperança&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Inveja&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Caridade&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Ira&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Paciência&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Luxúria&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Castidade&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Ócio&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Diligência&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Soberba&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Humildade&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;10:13 05/06/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Lendo sobre, começo a ficar reticente. Alguns dos pecados pode ser reflexo de neuro-divergências, que podem ser substituídas por alternativas calcadas na ciência, e não em moralidade difusa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;15:02 13/06/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Eu tava revendo a simulação de vaquinha da &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt; pra tirar o valor do PDF. Eliminei os custos de produção e envio, deixando só a porcentagem dos profissionais envoltos, 14,592% do preço de capa, que é R$ 5,49.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Então, caso alguém queira adquirir a &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt; depois da vaquinha, não será nenhum problema. Só precisa definir o hiato de disponibilização. Depois da entrega do livro aos apoiadores é um bom marco.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;09:54 15/06/2024&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiz_MtDRzluFoAyC-9NgWpDZZDJ99XYUw9Au_bMzKB1mxohJ9Uo67cAe3BXNx6YUiL2QpbyUMRVUzg1nyotTEMD-hhD-C3TminNbPyoyZTcbc9xs_Dr_WMD7nWy7nYD_2c0pv-bc3fT89TOU1QwBPXe1KbVMLFJC40yInqYywdTR8zymEQUr8rY56Z35LU/s1080/Bruce%20falecimento.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiz_MtDRzluFoAyC-9NgWpDZZDJ99XYUw9Au_bMzKB1mxohJ9Uo67cAe3BXNx6YUiL2QpbyUMRVUzg1nyotTEMD-hhD-C3TminNbPyoyZTcbc9xs_Dr_WMD7nWy7nYD_2c0pv-bc3fT89TOU1QwBPXe1KbVMLFJC40yInqYywdTR8zymEQUr8rY56Z35LU/w400-h400/Bruce%20falecimento.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Eu tava pensando no Bruce, enquanto escovava os dentes, e pensei em de repente colocar regra pra companheiro animal. Para além da obviedade (aspectos, dotes, traços, expectativa de vida) falar também sobre o luto e como como isso afeta o aspecto social e os dotes sociais da boneca. Então dependendo da relação com o companheiro, você perder a agência, a interação, de realmente se socializar. E dependendo da intensidade isso pode extrapolar pra algo mais. Mas pra isso eu tenho que ler um pouco mais sobre o luto. Como se configura para o fator psicológico e social. Então vou vou dar uma lida pra poder elaborar melhor.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;00:01 27/06/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Refletindo sobre a &lt;a href=&quot;https://www.youtube.com/watch?v=lspbTZpBao0&quot; target=&quot;_blank&quot;&gt;transmissão ao vivo do último Plantão Simulado&lt;/a&gt;, decidi fazer a &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt; num volume menor que as 300 páginas idealizadas inicialmente. Não sou nem desenhista de jogo, quanto mais experiente para algo tão audacioso.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjviRnrFEloym45CD0Sq7oJSmtpVaB0J0yJvX9uIVD9Jbotb9a44K3q9jaD6PELQXO4EfzTkQFs1m0cHG67mw-zObrTZ_rLz-OzXry-Bg62vn7nuN0mP3aJSf2RaFOfk6fpiOKASnFTne4tgvxN_r9dx65leP99wm5CYsTDcEnR9ksGt5wGAoIS0c5eEPBe/s624/Gon%C3%A7alves,%20fila%20do%20p%C3%A3o.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;624&quot; data-original-width=&quot;581&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjviRnrFEloym45CD0Sq7oJSmtpVaB0J0yJvX9uIVD9Jbotb9a44K3q9jaD6PELQXO4EfzTkQFs1m0cHG67mw-zObrTZ_rLz-OzXry-Bg62vn7nuN0mP3aJSf2RaFOfk6fpiOKASnFTne4tgvxN_r9dx65leP99wm5CYsTDcEnR9ksGt5wGAoIS0c5eEPBe/w373-h400/Gon%C3%A7alves,%20fila%20do%20p%C3%A3o.jpg&quot; width=&quot;373&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Então orcei:&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Formato&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;148x210mm&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Papel capa&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Cartão triplex 300g&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Cores capa&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;4 cores frente&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Orelha da capa&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Não&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Acabamento capa&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Verniz uv total frente&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Papel miolo&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Offset 75g&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Cores miolo&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Preto&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Miolo sangrado&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Não&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Páginas miolo&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;80 p.&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Acabamento miolo&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Dobrado&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Acabamento livro&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Canoa&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Guardas livro&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Não&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Extras&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Termocontrátil individual&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Frete&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Incluso&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Tirarem&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;100.000&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Custo gráfico&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;R$ 383.000,00&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Custo unitário&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;R$ 3,83&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgAvvyIHJZJvB7C9WgfI7UCBvJHo6QcZIye3K1Ur633UtJMo_HRwGHOd4gyaxLFQHDPajoo9UqRg91LR_j6_kvhBFQ0czibeFTHgSrd02n0Tp6QOOAbCDMdH_l0XEJh-bxWFQG__5HdnEpHd0oKmYGqt5f_-cL_y-0hiVbUyfJsa_qid4Y_w4OFH9yMsXx/s600/mais%20de%208000.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgAvvyIHJZJvB7C9WgfI7UCBvJHo6QcZIye3K1Ur633UtJMo_HRwGHOd4gyaxLFQHDPajoo9UqRg91LR_j6_kvhBFQ0czibeFTHgSrd02n0Tp6QOOAbCDMdH_l0XEJh-bxWFQG__5HdnEpHd0oKmYGqt5f_-cL_y-0hiVbUyfJsa_qid4Y_w4OFH9yMsXx/w400-h200/mais%20de%208000.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;i&gt;É mais de 8000 pra caralho à beça!!!&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O peso agora é de 205 g. Que segundo a última &lt;a href=&quot;https://web.archive.org/web/20240303001140/https://www.correios.com.br/enviar/marketing-direto/saiba-mais-nacional&quot; target=&quot;_blank&quot;&gt;tabela para Impresso Nacional dos Correios&lt;/a&gt;, depois do &lt;a href=&quot;https://g1.globo.com/economia/noticia/2024/03/25/correios-reajustam-tarifas-em-439percent-a-partir-de-3-de-abril.ghtml&quot; target=&quot;_blank&quot;&gt;reajuste de 4,39% em 3 de abril&lt;/a&gt;, foi de R$ 4,85 para R$ 5,06. Juntando com os R$ 3,90 do &lt;a href=&quot;https://www.correios.com.br/enviar/servicos-adicionais/servicos-adicionais&quot; target=&quot;_blank&quot;&gt;Registro Módico&lt;/a&gt; (exclusivo no serviço Impresso), temos um total de envio de R$ 8,96. Somando tudo:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Parcial&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;R$ 1.374.784,17&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;(87%);&lt;/li&gt;&lt;li&gt;Catarse&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;R$ 205.427,52&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;(13%);&lt;/li&gt;&lt;li&gt;Total&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;R$ 1.580.211,69&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;(100%);&lt;/li&gt;&lt;li&gt;Apoio de A5+PDF&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;R$ 15,80.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;10:23 07/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Acabei de ler o verbete &lt;a href=&quot;https://pt.wikipedia.org/wiki/Luto&quot; target=&quot;_blank&quot;&gt;luto na Wikipedia&lt;/a&gt; e agora consultando artigo de referência. Mais cedo até tive um papo com Thiago Roos sobre cada Dote ser também como uma barra de energia, assim como a Força (Fç).&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;10:53 07/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;Em síntese, uma das teorias do luto mais difundidas segue sendo a psiquiatra Elisabeth Kubler-Ross. Referência no atendimento a doentes terminais, considera 5 etapas do luto na obra Sobre a Morte e o Morrer:&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;Negação;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;Raiva;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;Barganha;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;Depressão;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;Aceitação.&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;As pessoas costumam pensar nas fases do luto como semanas ou meses duradouros, mas elas são respostas a sentimentos que podem durar minutos ou horas à medida que entramos e saímos de um e depois de outro.&lt;/i&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;FONTE:&amp;nbsp;5 etapas do luto. &lt;a href=&quot;https://clinicapsicanalitica.com.br/etapas-do-luto/&quot; target=&quot;_blank&quot;&gt;https://clinicapsicanalitica.com.br/etapas-do-luto/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em caso de perda de um companheiro animal, membro do grupo ou bnj, poder-se-ia fazer teste Psicológico, com ônus e bônus pertinentes, para passar para a etapa seguinte até a última.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;11:05 07/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A possibilidade de Dotes se comportarem também como barra de energia possibilitaria outras formas de disputa, por exemplo, um julgamento, onde promotoria e defesa se digladiam juridicamente. Ou o duelo infernal entre João Pestana e Lúcifer.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;11:19 07/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;a href=&quot;https://www.saudebemestar.pt/pt/blog/psicologia/luto/&quot; target=&quot;_blank&quot;&gt;Voltando ao luto&lt;/a&gt;... Analisando cada etapa para confecção de mecânica pertinente.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&lt;i&gt;1: Negação&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Nesta primeira fase, normalmente, a reação imediata ao anúncio da morte de alguém amado/querido é efetivamente a rejeição. A pessoa em luto não acredita, e recusa-se a acreditar na possibilidade de ter perdido algo ou alguém tão querido, rejeitando assim a realidade. “É impossível!”, é o pensamento constante e recorrente que assola a pessoa.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Neste caso, a negação tem como objetivo protegê-la de uma verdade inconveniente, no entanto esta negação pode desestruturá-la psicologicamente. Este estágio do luto pode variar na sua duração, podendo demorar minutos, dias ou semanas a passar.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;É comum que a pessoa em luto procure o isolamento social e o distanciamento de tudo que a faça recordar o indivíduo/ser que partiu.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Uma primeira falha no teste Psicológico deixa a bj aqui. A margem de falha, hiato entre o valor alvo e o valor obtido, devera ser descontado da Interação (Iç) da bj. Quando recobrar a Iç inicial, poderá ir pra próxima etapa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&lt;i&gt;2: Raiva&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Sentimentos como a raiva, a angústia, o desespero, o medo, a culpa e a frustração são uma constante na vida da pessoa em luto. Este turbilhão de sentimentos invade lhe frequentemente a mente, levando-a ter condutas ríspidas e desagradáveis para com os outros. A agressão será a resposta, quando alguém a tenta trazer para a realidade, pois sente-se ainda incapaz de aceitar a perda.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;É possível que a pessoa em luto manifeste a sua raiva por meio de atitudes autodestrutivas, como beber exageradamente, discutir com desconhecidos e destruir propriedade alheia. A pessoa encontra-se transtornada e não compreende a gravidade das suas ações/comportamentos.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Uma segunda falha no teste Psicológico deixa a bj aqui. A margem de falha, hiato entre o valor alvo e o valor obtido, devera ser descontado do Intelecto (It) da bj. Quando recobrar o It inicial, poderá ir pra próxima etapa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&lt;i&gt;3: Negociação&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Esta fase do luto consta de negociações, ou seja, a pessoa em luto negoceia consigo própria ou com uma entidade superior em que acredita na tentativa desesperada de aliviar a sua dor. Diversos pensamentos tais como “e se eu tivesse feito isso” ou de “se eu fizer X coisa, posso reverter a situação” invadem a mente da pessoa em luto. Mesmo que ela tenha consciência da impossibilidade de desses atos, ela alimenta-os para se confortar.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Uma terceira falha no teste Psicológico deixa a bj aqui. A margem de falha, hiato entre o valor alvo e o valor obtido, devera ser descontado do Raciocínio (Rn) da bj. Quando recobrar o Rn inicial, poderá ir pra próxima etapa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&lt;i&gt;4: Depressão&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A pessoa é invadida por um grande sofrimento, que pode prolongar-se por semanas ou meses. Ela apega-se à dor causada pela partida do ente querido, usando-a como “alimento” para permanecer em estado depressivo.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Assim, a pessoa em luto tipicamente chora muito, repensa as suas decisões e experiências de vida, isola-se de familiares e amigos, tem crises de saudade e não consegue retomar a vida normal tal como era antes.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Este estágio do luto requer muito apoio por parte das pessoas que lhe são mais próximas, para além de acompanhamento psicológico, fundamental em certos casos.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Uma quarta falha no teste Psicológico deixa a bj aqui. A margem de falha, hiato entre o valor alvo e o valor obtido, devera ser descontado da Agência (Ac) da bj. Quando recobrar a Ac inicial, poderá ir pra próxima etapa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;/i&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&lt;i&gt;5: Aceitação&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A aceitação é o último estágio do luto, pois é nesta ocasião que a pessoa em luto compreende a sua nova realidade, composta pela ausência de quem partiu. Os sentimentos e angústias já foram todos exteriorizados, originando uma sensação de paz interior.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O facto de se aceitar a perda de alguém que amávamos muito, não significa, seguir a vida como se essa pessoa nunca tivesse existido. Não é esquecer os momentos bons partilhados com ela, nem enterrar lembranças agradáveis. A saudade ainda vai mexer com as emoções e o ente amado ainda pode aparecer nos pensamentos da pessoa em luto, anos após a partida do ente querido. Por vezes, a saudade existente é tamanha, que ainda é possível sentir o cheiro do ente querido.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Aceitar significa conviver pacificamente com a perda. É o mesmo que recordar a pessoa que partiu com carinho, estar agradecido por ela ter feito parte da sua vida, compreender que é preciso continuar a viver mesmo sem a presença dela, compreendendo que a vida não é infinita.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Um primeiro sucesso no teste Psicológico deixa a bj aqui. A margem de sucesso, hiato entre o valor alvo e o valor obtido, devera ser o bônus na Interação (Iç) da bj para auxilio de enlutados até a etapa de aceitação.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;12:46 07/07/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Resumindo, teste de luto:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Teste Psicológico (P) fácil (25%), normal (50%) ou difícil (75%) dependendo da proximidade. Passando, vai pra 5ª etapa; Falhando, vai pra 1ª.&lt;/li&gt;&lt;li&gt;Após superar a 1ª etapa, faz novo teste Psicológico pra tentar pular pra etapa seguinte. Falhando, se mantém na atual.&lt;/li&gt;&lt;li&gt;Após superar a 2ª etapa, faz novo teste Psicológico pra tentar pular pra etapa seguinte. Falhando, se mantém na atual.&lt;/li&gt;&lt;li&gt;Após superar a 3ª etapa, faz novo teste Psicológico pra tentar pular pra etapa seguinte. Falhando, se mantém na atual.&lt;/li&gt;&lt;li&gt;Após superar a 4ª etapa, faz novo teste Psicológico pra descobrir o modificador de Interação (Iç) no auxílio de enlutados. Passando, tem bônus igual a margem de sucesso. Falhando, tem ônus igual a margem de falha, hiato entre o valor obtido e o valor alvo.&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Claro que se trata de uma regra opcional. Caso haja consenso à mesa, mj e bj podem usar esse recurso mecânico-narrativo.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/07/aforismos-sispro-15-as-etapas-do-luto.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA9xbZF0OVfpgcEcSR2dvbw5gZKQy1SvQ8ozptmg_5mwcWJ21JhdWOawwKmXns0UPwrqh0TgokI4p-90A0h-LJkH8a3jErGWCmKR2Sr6JzJkszYX3200v_lTl5kWMHWd7P-1NMv404m3Wuv7LA32eb-w1Mi9jEstYIYyviMkzB1khrFLuHdrIP4ome7g-b/s72-w400-h200-c/capa%20Aforismos%20SISPRO.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-7829643867083093463</guid><pubDate>Wed, 03 Jul 2024 18:02:00 +0000</pubDate><atom:updated>2025-02-22T18:43:13.201-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">conto</category><category domain="http://www.blogger.com/atom/ns#">Dungeon Trash</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><title>Relato de sessão, Dungeon Trash, Dia 4</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggA2p8Id07LclV4z7v4PcMvh-iVBbc6lzLizce2wuErlJ1NydWLyVB6-S4yzuXfdBfLBZN_-9PzGIGTYIRDMiA3hLXZ4rXhZtGf2iirTBtfRflCDrZ1hUPj4hHiLVwzerZkBuTXkwSXVld3LXiR0l7kfeSFZ1xhl8V44XNobjlH4rlhVbtExNE-LPzHIuC/s600/capa%20RS.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggA2p8Id07LclV4z7v4PcMvh-iVBbc6lzLizce2wuErlJ1NydWLyVB6-S4yzuXfdBfLBZN_-9PzGIGTYIRDMiA3hLXZ4rXhZtGf2iirTBtfRflCDrZ1hUPj4hHiLVwzerZkBuTXkwSXVld3LXiR0l7kfeSFZ1xhl8V44XNobjlH4rlhVbtExNE-LPzHIuC/w400-h200/capa%20RS.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;i style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/i&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;i style=&quot;font-weight: bold;&quot;&gt;Dungeon Trash&lt;/i&gt;* - Jogo teste aberto&lt;/p&gt;&lt;p&gt;Sessão 2: 15/06/24 no Discord do &lt;b&gt;&lt;i&gt;Rizoma&amp;nbsp;&lt;/i&gt;&lt;/b&gt;(agradecimentos ao César pelo espaço, ao Marcelo e ao Xiko pelo espaço nos blogs para hospedar os relatos)&lt;/p&gt;&lt;p&gt;Jogadores: Gustavo e Ewerton&lt;/p&gt;&lt;p&gt;Personagens: Dimas (Gustavo), Tovak (Ewerton) e Gilmar (Ewerton)&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;-x-&lt;/p&gt;&lt;p&gt;Dia 4 do Segundo Ano Pós-Bomba&lt;/p&gt;&lt;p&gt;Era o quarto dia do segundo ano após a queda da bomba. Dimas e Tovak estavam no &lt;i&gt;bunker&lt;/i&gt;, rodeados por sombras, debatendo sobre a escassez de recursos que ameaçava suas vidas.&lt;/p&gt;&lt;p&gt;— Já se passaram dois dias sem que tenhamos algo para comer e beber. Estou fraco pra cacete - resmungou Tovak, com a voz carregada de desespero.&lt;/p&gt;&lt;p&gt;— Vamos à superfície hoje. Vamos dar sorte, eu posso sentir - retrucou Dimas, com um otimismo desesperado.&lt;/p&gt;&lt;p&gt;Mal sabia ele o horror que os aguardava na superfície. Os dois partiram a leste do &lt;i&gt;bunker&lt;/i&gt;, sob uma neblina pestilenta e um céu nublado. A paisagem era um mar de pilhas de lixo e entulhos, uma visão dantesca que parecia saudar a sua chegada com um silêncio mortal. Enquanto buscavam desesperadamente por recursos, depararam-se com duas criaturas sinistras, remanescentes dos horrores que haviam testemunhado no hospital dias antes.&lt;/p&gt;&lt;p&gt;— Venha, vamos em silêncio por dentro dessa pilha de lixo. Vou atirar com meu lançador de pregos em um deles e os pegamos de surpresa! — sussurrou Tovak, com determinação nos olhos.&lt;/p&gt;&lt;p&gt;Preparando a arma improvisada, Tovak disparou, e o prego atravessou o crânio de uma das criaturas, que caiu morta instantaneamente. A outra, alertada pela morte do companheiro, saiu correndo, contornando a pilha de lixo, mas não sem antes lançar uma machadinha na direção de Tovak. O som do impacto e o estalo seco do crânio de Tovak foram seguidos por um filete de sangue escorrendo por seus olhos. Ele caiu morto, sem vida.&lt;/p&gt;&lt;p&gt;Dimas, com a adrenalina disparada, viu seu companheiro cair e, com o coração acelerado, correu para a pilha à esquerda. Arremessou a machadinha que estava enterrada na testa de Tovak, mas errou. A criatura contornou a pilha e, agora de frente para Dimas, avançou com outra machadinha. O golpe rasgou o colete à prova de balas que Dimas usava, mas não conseguiu feri-lo gravemente. Em um movimento ágil, Dimas contra-atacou, acertando o braço da criatura, que soltou um grito agudo de dor enquanto sangue negro escorria de seu ferimento. A criatura, com um golpe de baixo para cima, acertou a perna e o abdômen de Dimas, espalhando sangue pelo chão. Contudo, o ataque deixou a criatura exposta, e Dimas, com um golpe certeiro e cheio de fúria, decapitou-a.&lt;/p&gt;&lt;p&gt;Ferido e com a respiração pesada, Dimas correu até o corpo de Tovak, recolhendo seus pertences. Despediu-se rapidamente do amigo morto quando ouviu um estrondo seguido de uma explosão. Um avião caía a poucos quilômetros de distância. Dimas olhou ao redor e percebeu que estava sendo observado. Um homem saiu de trás de uma pilha de lixo.&lt;/p&gt;&lt;p&gt;— Eu sou Gilmar e vi tudo. Você deu cabo daquela criatura! Mas seu amigo deu azar, né?&lt;/p&gt;&lt;p&gt;— Pois é, você viu tudo e nem para ajudar? Enfim, você viu o avião? — respondeu Dimas, com amargura na voz.&lt;/p&gt;&lt;p&gt;— Sim, vi! Posso me unir a você? Que tal irmos até o avião?&lt;/p&gt;&lt;p&gt;— Ok! Vamos, não podemos ficar dando sopa.&lt;/p&gt;&lt;p&gt;Os dois partiram em direção ao avião e encontraram-no partido ao meio, sendo saqueado por pequenas criaturas aladas de forma organizada. Decidiram voltar e vasculhar uma loja de eletrônicos no caminho. Encontraram 21 queijos azedos em boas condições e um carrinho de carregar caixas com os pneus furados.&lt;/p&gt;&lt;p&gt;Voltaram para o &lt;i&gt;bunker&lt;/i&gt; com os queijos e o carrinho. No caminho, avistaram uma roda gigante, relíquia de um parque de diversões em ruínas, que se erguia contra o horizonte cinzento como um símbolo de um passado irremediavelmente perdido.&lt;/p&gt;&lt;p&gt;E assim terminou mais um dia na desolação de um mundo devastado pela poluição ambiental, onde cada passo pode ser o último, e a esperança é um luxo que poucos podem se permitir.&amp;nbsp;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUnAlrs2fjiPFEZ4yNev5xfnB0mcmsCVAj3ATjv9NSme1SNx3VNGf0lWCJvpyLre_JE0Zpb7OhEB-m55bIfVNqfD4OhR7v8WaQss_7OPEItKBJ4pqoKwMYvmBr9sk1EbKO1lJutV_leHAn-9xz7xFMfThBiOVJPi7kKxhs-KG5VeuVPOGoAZYbQtGueMHj/s3072/rds%20DT%20dia4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3072&quot; data-original-width=&quot;3072&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUnAlrs2fjiPFEZ4yNev5xfnB0mcmsCVAj3ATjv9NSme1SNx3VNGf0lWCJvpyLre_JE0Zpb7OhEB-m55bIfVNqfD4OhR7v8WaQss_7OPEItKBJ4pqoKwMYvmBr9sk1EbKO1lJutV_leHAn-9xz7xFMfThBiOVJPi7kKxhs-KG5VeuVPOGoAZYbQtGueMHj/w400-h400/rds%20DT%20dia4.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Anotações de&amp;nbsp;Gustavo Negreiro&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;Thiago Roos&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;*&lt;b&gt;&lt;i&gt;Dungeon Trash&lt;/i&gt;&lt;/b&gt; é um jogo de horror e sobrevivência &lt;i&gt;trash&lt;/i&gt; em um mundo devastado pela poluição ambiental. Está em fase de jogos teste e é de autoria de Thiago Roos e Thiago Elendil.&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/07/relato-de-sessao-dungeon-trash-dia-4.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggA2p8Id07LclV4z7v4PcMvh-iVBbc6lzLizce2wuErlJ1NydWLyVB6-S4yzuXfdBfLBZN_-9PzGIGTYIRDMiA3hLXZ4rXhZtGf2iirTBtfRflCDrZ1hUPj4hHiLVwzerZkBuTXkwSXVld3LXiR0l7kfeSFZ1xhl8V44XNobjlH4rlhVbtExNE-LPzHIuC/s72-w400-h200-c/capa%20RS.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-3888361395356168367</guid><pubDate>Sat, 22 Jun 2024 22:20:00 +0000</pubDate><atom:updated>2025-02-22T18:43:35.819-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">conto</category><category domain="http://www.blogger.com/atom/ns#">Dungeon Trash</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><title>Relato de sessão, Dungeon Trash, Dia 1</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWplXcCwdbkZN5xcgg8CciVB403HLMzbXgxmahZDkvCeNR4WpB_yHnmsTQcu6NQCvIL0fqZwVXv-RdXaE7x2x-DR8Pm8vKlOcb1ZTvN021kk1vPdr7WlJtw0mvkEP_XK3GgCdtPL2X5uZ1l0wNN3cjvVJ7ZgjkyhaTtYzvyzy3gagn3FgqNeqW19vjS809/s600/capa%20rds%20DT.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWplXcCwdbkZN5xcgg8CciVB403HLMzbXgxmahZDkvCeNR4WpB_yHnmsTQcu6NQCvIL0fqZwVXv-RdXaE7x2x-DR8Pm8vKlOcb1ZTvN021kk1vPdr7WlJtw0mvkEP_XK3GgCdtPL2X5uZ1l0wNN3cjvVJ7ZgjkyhaTtYzvyzy3gagn3FgqNeqW19vjS809/w400-h200/capa%20rds%20DT.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Dungeon Trash&lt;/i&gt;&lt;/b&gt; - Jogo teste aberto&lt;/p&gt;&lt;p&gt;Sessão 1: 05/06/24 no Discord do Rizoma (agradecimentos ao César pelo espaço)&lt;/p&gt;&lt;p&gt;Jogadores: Thiago Elendil, Ewerton, Gustavo e Xikowisk&lt;/p&gt;&lt;p&gt;Personagens: Afrânio (Elendil), Tovak (Ewerton), Dimas (Gustavo) e Zé (Xikowisk)&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;-x-&lt;/p&gt;&lt;p&gt;Dia 1 do Segundo Ano Pós-Bomba&lt;/p&gt;&lt;p&gt;Afrânio, Tovak, Dimas e Zé buscavam a melhor maneira de racionar os poucos recursos que ainda tinham para sobreviver. Restavam apenas algumas bolachas, água potável e dois litros de Trash Cola, que com sorte durariam pelo dia.&lt;/p&gt;&lt;p&gt;Sentados ao redor de uma pequena fogueira improvisada dentro do bunker, Tovak confirmou que o gerador havia se &quot;entregado&quot;.&lt;/p&gt;&lt;p&gt;— Fiz o meu melhor, mas não tem jeito. Temos que ir à superfície para encontrar uma correia, ferramentas e combustível se quisermos manter essa geringonça operante — disse, após molhar a garganta com o resto de Trash Cola.&lt;/p&gt;&lt;p&gt;— A comida e a água também estão acabando. Não vai ter jeito mesmo! Temos que nos arriscar — emendou Afrânio.&lt;/p&gt;&lt;p&gt;Os quatro incautos decidiram explorar ao norte do colégio onde o bunker estava situado. Dimas notara, na última vez que passaram por lá, um hospital e uma pilha de roupas no hall de entrada, onde poderiam encontrar algo de valor além de mantimentos durante a exploração.&lt;/p&gt;&lt;p&gt;Porém, no momento em que Afrânio abriu a comporta do bunker, foi obrigado a fechá-la imediatamente ao constatar que chovia ácido.&lt;/p&gt;&lt;p&gt;Esperaram por cinco horas e, próximo das 13h, saíram em direção ao hospital sob uma temperatura fria de uns 10 graus Celsius. Ao chegarem, avistaram a pilha de roupas logo no hall de entrada, mas decidiram fazer uma ronda no perímetro para garantir um pouco de segurança.&lt;/p&gt;&lt;p&gt;Os quatro decidiram circular o hospital por fora do pátio, cercado por telas. Avaliando com cautela, constataram que havia seis banheiros químicos com as portas abertas, enquanto ouviam o som de um motor veicular na rua atrás do hospital.&lt;/p&gt;&lt;p&gt;Afrânio tocou no ombro de Dimas e fez um sinal informando que investigaria os banheiros. Dimas acenou e o seguiu com um machado em punho. Zé e Tovak decidiram esperar, vigiando o perímetro.&lt;/p&gt;&lt;p&gt;Afrânio esgueirou-se entre contêineres de lixo e espiou em direção aos banheiros. Seu coração acelerou quando a temperatura começou a cair bruscamente e pequenos flocos de neve escorreram por seu nariz. Ele avistou duas criaturas estranhas, humanoides curvados, com braços longos, orelhas grandes e circulares e um nariz que parecia um focinho de uma besta infernal. Afrânio engoliu seco e, com a voz quase inaudível, pediu para Dimas voltar e avisar os outros.&lt;/p&gt;&lt;p&gt;Após alguns minutos, Dimas, Zé e Tovak chegaram até Afrânio.&lt;/p&gt;&lt;p&gt;— Eu vou dar fim a um deles e vocês dão cabo do outro — resmungou Afrânio.&lt;/p&gt;&lt;p&gt;— Você é louco! Vamos esperar um pouco! — A lucidez de Zé tentou subverter a ideia de Afrânio.&lt;/p&gt;&lt;p&gt;Os quatro entraram em consenso e decidiram esperar. Afrânio, observando as duas criaturas, notou que uma começava a dirigir-se para a rua de onde vinha o som do motor veicular, enquanto a outra entrava em um dos banheiros químicos.&lt;/p&gt;&lt;p&gt;— Agora é a hora! Vamos dar cabo do que entrou no banheiro! — disse Afrânio.&lt;/p&gt;&lt;p&gt;Os quatro se dirigiram até o banheiro, já com armas em punho e a ansiedade pulsando. Ao chegarem à porta, que estava aberta, sentiram um misto de alívio e decepção. Alívio por não precisar enfrentar aquela criatura horrenda, e decepção ao constatarem que o banheiro era uma passagem para o subterrâneo. Um enorme buraco no chão sujo e fedorento, no lugar do vaso sanitário, estava ali como uma boca aberta pronta para engoli-los. Os quatro encararam a cena com as mãos nas narinas para não vomitar diante da podridão.&lt;/p&gt;&lt;p&gt;— Deixemos isso pra lá, vamos seguir o outro e ver o que está acontecendo naquela rua! — resmungou Tovak.&lt;/p&gt;&lt;p&gt;Perseguindo a passos cautelosos, os quatro se esgueiraram até a esquina, pegando cobertura na parede do hospital. Afrânio, devido à pouca visibilidade causada pela neve e pela pouca luminosidade natural, decidiu colocar seus óculos de visão noturna e espiar para ver o que estava acontecendo.&lt;/p&gt;&lt;p&gt;Afrânio enxergou sete daquelas criaturas horrendas que estavam no banheiro, junto à que eles estavam perseguindo. Elas estavam em cima de um palanque de madeira, comemorando e debochando de outras seis criaturas que se aglomeravam ao lado de duas gaiolas motorizadas com quatro rodas enormes. Em questão de alguns minutos, Afrânio percebeu que essas outras criaturas eram menores e começavam a correr para pegar impulso, abrindo asas e saindo voando! Enquanto uma delas partia em sua gaiola motorizada, as criaturas do banheiro começaram a voltar com uma caixa que parecia ser o prêmio disputado com as outras criaturas, dirigindo-se na direção dos quatro incautos.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBUkLv1eGZl0VI70DPKgOELQrNNVutT_WQ9DjGjafmrInmm04qQhXFDM1Z1yyK8yzwcxCfPgid2moOMDTBAGh2y3XMrMH4bmqbpoJ0K_w7YDbtYPfQDkXDgVgfnenwzQetbxeJqvXTWiS8_RV7ROQQXk3hdcFwFmXhLvmblnkT7dahbLA2mlgT3AWuhyphenhyphen-k/s1350/IMG_20240605_230128_580.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1350&quot; data-original-width=&quot;1080&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBUkLv1eGZl0VI70DPKgOELQrNNVutT_WQ9DjGjafmrInmm04qQhXFDM1Z1yyK8yzwcxCfPgid2moOMDTBAGh2y3XMrMH4bmqbpoJ0K_w7YDbtYPfQDkXDgVgfnenwzQetbxeJqvXTWiS8_RV7ROQQXk3hdcFwFmXhLvmblnkT7dahbLA2mlgT3AWuhyphenhyphen-k/w320-h400/IMG_20240605_230128_580.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Afrânio, Dimas, Tovak e Zé correram de volta, em busca de cobertura para se esconderem e observar. Constataram que as criaturas também adentravam pelo banheiro, e o silêncio tomou conta do local.&lt;/p&gt;&lt;p&gt;— Vamos voltar, está frio e escurecendo. A neve vai piorar! — resmungou Zé.&lt;/p&gt;&lt;p&gt;No caminho de volta ao bunker, os quatro incautos, por sorte, encontraram recursos para aguentarem mais três dias nessa podridão que se tornara o mundo.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjD705u2npmBlZGhRQEY_bOY-diwWUZU33nbdIlh6igs_LOeeWMr6fhgufZ6hWCZO3vzkj5vF5EaTgmxs71EgXgB7ckvm9Dey4j1iFsWgf6iqu7f1vC1JwPDXfs35DyOYvTE2qHjJ09O7B6FgoEmtRqy0xazzVc3U0BAZE3aViX06gem_oR1oYL3XBo7eC/s1350/IMG_20240605_230128_796.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1350&quot; data-original-width=&quot;1080&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjD705u2npmBlZGhRQEY_bOY-diwWUZU33nbdIlh6igs_LOeeWMr6fhgufZ6hWCZO3vzkj5vF5EaTgmxs71EgXgB7ckvm9Dey4j1iFsWgf6iqu7f1vC1JwPDXfs35DyOYvTE2qHjJ09O7B6FgoEmtRqy0xazzVc3U0BAZE3aViX06gem_oR1oYL3XBo7eC/w320-h400/IMG_20240605_230128_796.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;Dungeon Trash&lt;/i&gt;&lt;/b&gt; é um jogo de horror e sobrevivência Trash em um mundo devastado pela poluição ambiental. Está em fase de jogos teste e é de autoria de Thiago Roos e Thiago Elendil.&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;Thiago Roos&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/06/relato-de-sessao-dungeon-trash-dia-1.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWplXcCwdbkZN5xcgg8CciVB403HLMzbXgxmahZDkvCeNR4WpB_yHnmsTQcu6NQCvIL0fqZwVXv-RdXaE7x2x-DR8Pm8vKlOcb1ZTvN021kk1vPdr7WlJtw0mvkEP_XK3GgCdtPL2X5uZ1l0wNN3cjvVJ7ZgjkyhaTtYzvyzy3gagn3FgqNeqW19vjS809/s72-w400-h200-c/capa%20rds%20DT.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-1661053103189535903</guid><pubDate>Wed, 05 Jun 2024 20:51:00 +0000</pubDate><atom:updated>2025-02-22T18:44:08.058-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">conto</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">Kalymba</category><title>Relato de sessão, Kalymba, A doença, parte 1</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgITm0qjTe1qWLT_BnT0wj6U7bcUxQ8NqR5K_kI0ZgkknwC3AQ-zfj2IMjYSXt3DcnYXEfTZKpDioMUeAz3nZK6OrCNFZdmilrAoN4mbZA3MGm9EHeLdUZfp0dgg-5UbLSIQcN7gEYgiE7gqkvOWXXnKNi42xaBfb398TVp1WvRNd34ex8fcnacHmk_Id9F/s600/capa%20RS.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;160&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgITm0qjTe1qWLT_BnT0wj6U7bcUxQ8NqR5K_kI0ZgkknwC3AQ-zfj2IMjYSXt3DcnYXEfTZKpDioMUeAz3nZK6OrCNFZdmilrAoN4mbZA3MGm9EHeLdUZfp0dgg-5UbLSIQcN7gEYgiE7gqkvOWXXnKNi42xaBfb398TVp1WvRNd34ex8fcnacHmk_Id9F/s320/capa%20RS.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Jogo: Kalymba&lt;/p&gt;&lt;p&gt;Data: 2024-06-03 20:00&lt;/p&gt;&lt;p&gt;Nível: Moleque&lt;/p&gt;&lt;p&gt;Sinopse:&amp;nbsp;Os Guardiões de Pontalua convocam até 5 dos seus valorosos membros para investigar sobre uma estranha doença mortal que é capaz de matar criaturas pequenininhas mais rápido que Agogwe botando as tripas para fora...e é exatamente isso que está acontecendo, entre outras coisas. Precisamos urgentemente de membros corajosos dispostos a investigar e resolver a desgraça antes que toda uma tribo de bondosos Agogwes batam as bolas e desapareçam para sempre da face de Aiyê.&lt;/p&gt;&lt;p&gt;Griô: Rodrigo Semente&lt;/p&gt;&lt;p&gt;Protagonistas:&amp;nbsp;Nawi (Rabelo) e&amp;nbsp;Wina (Xikowisk)&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;-x-&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Após a convocação de Kartha, a cartógrafa, surgem dois novos membros para os Guardiões: Wina, a bouda devota de Yami; e Nawi, a humana mandingueira porradeira devota de Bao. As duas recebem de Kartha a missão de descobrir a causa da doença descoberta anteriormente por outro Guardião (Doduo) que trouxe um agogwe para a Pirâmide.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Os dois aceitam a missão e recebem, jogado em seus braços, o pequeno Mogli, o agogwe. Wina se joga da Pirâmide ao saber que Mogli consegue cair lentamente através de mandinga, que é seguido pelo pequeno peludo que se diverte muito com a possibilidade de se estabacar no chão, deixando pra última hora&amp;nbsp;&lt;/span&gt;o uso da mandinga, o que faz Wina se borrar de medo. Em seguida Nawi pula e usa com mais tranquilidade a mandinga parando com mestria próximo a Wina e Mogli.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Os três seguem para a vila do pequenininho e, lá chegando, verificam que metade dos agogwes já morreram. Conseguem falar com Kumba, um agogwe obeso cuja maior diversão é comer, e descobrem que o começo dos eventos se devia a água preta encontrada no rio próximo.&amp;nbsp;&lt;/span&gt;Então eles distraem os agogwes, fingindo brincar de esconde esconde, e rumam para o rio, onde logo de cara encontram a mancha escura. Puxando da memória, Nawi acha que&amp;nbsp;&lt;span style=&quot;white-space: normal;&quot;&gt;pode haver alguma relação com uma praga lançada por um devoto de Ulom.&amp;nbsp;&amp;nbsp;&lt;/span&gt;Wina toca a mancha com sua azagaia, e vendo a proliferação desta, larga a arma e&amp;nbsp;recua do perigo com um passo para traz. Nawi usa sua mandinga para criar frutos da cura e despeja o sumo de um deles no pragado objeto como experimento. Percebendo que dissolveu a mancha, usa mandinga para detectar a origem da praga. Avista uma tênue aura conectando-a com algo ao sul.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;As duas partem para o sul através da floresta e após um dia de viagem Wina percebe um cheiro semelhante ao deixado pela gosma em sua azagaia resgatada. Tomada da pressa que o rastro exigia, corre em direção ao cheiro chegando a uma rocha que tinha sua superfície esculpida como se fios de palha fossem. Wina sente a aura do local e é atacada pela sessão avassaladora vinda da rocha, que parece misturar uma aura divina em briga com uma aura corrompida.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;As duas decidem não entrar no local no momento para reportar aos Guardiões as descobertas.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;Rodrigo Semente&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/06/relato-de-sessao-doenca-parte-1.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgITm0qjTe1qWLT_BnT0wj6U7bcUxQ8NqR5K_kI0ZgkknwC3AQ-zfj2IMjYSXt3DcnYXEfTZKpDioMUeAz3nZK6OrCNFZdmilrAoN4mbZA3MGm9EHeLdUZfp0dgg-5UbLSIQcN7gEYgiE7gqkvOWXXnKNi42xaBfb398TVp1WvRNd34ex8fcnacHmk_Id9F/s72-c/capa%20RS.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>São Gonçalo - RJ, Brasil</georss:featurename><georss:point>-22.8233781 -43.0462495</georss:point><georss:box>-51.133611936178845 -78.2024995 5.4868557361788461 -7.8899995000000018</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-6276460070250987703</guid><pubDate>Sun, 12 May 2024 17:55:00 +0000</pubDate><atom:updated>2025-02-22T18:44:26.269-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BALA</category><category domain="http://www.blogger.com/atom/ns#">desenhodejogo</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">SISPRO</category><category domain="http://www.blogger.com/atom/ns#">sistemapróprio</category><title>Aforismos SISPRO 14, Um pouco de tudo ao mesmo tempo</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinaSYi7rmOD8ENgctueHeZ6AAtLoK3qKPLr_8xznrdZqmqQsuVv2U6A1g-2cKEmrLqs-D_J7l8R6gViavyvM10IkD5gC-NHezGhbNWzibZCtaBaAqTqpnynmHFIdGSp52ee5SaFEmyaCuJ6jO4wddPHlOlfyFUWEis6OjJgwyUTVwdTa6TG5TAt5mOzAI_/s600/capa%20Aforismos%20SISPRO.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinaSYi7rmOD8ENgctueHeZ6AAtLoK3qKPLr_8xznrdZqmqQsuVv2U6A1g-2cKEmrLqs-D_J7l8R6gViavyvM10IkD5gC-NHezGhbNWzibZCtaBaAqTqpnynmHFIdGSp52ee5SaFEmyaCuJ6jO4wddPHlOlfyFUWEis6OjJgwyUTVwdTa6TG5TAt5mOzAI_/w400-h200/capa%20Aforismos%20SISPRO.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;12:35 17/03/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt; Acho que vou usar pictogramas neurathianos nas ilustrações. Se serve &quot;para comunicar informações complexas de maneira simples e acessível ao público em geral, valorizando a linguagem não-verbal&quot;, serve como uma luva pra ilustrar um sistema de JIP adaptável. O fato de conseguir fazê-los é irrelevante. Não sou desenhista gráfico. Portanto, um simples boneco de palito representando algo diferente do padrão, seria desafiador.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBGQeLyThkmH-ujcF1-k2SNh-iOfDx8OFOffuavsFOBEZ6f0WhowulUMkTg8CJy_hcyDiDns5_lJuHWw31PEv3EpCK9eQ6qWriqIn77kVfXssYT6ErI_kmsQluMQ59xfOBtFJppmMYbMGaRVsKc1Sz2r_BnqwCPhP44Wg0BCynqoXN3teA-17caelpBCR9/s1080/0%20Pref%C3%A1cio.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBGQeLyThkmH-ujcF1-k2SNh-iOfDx8OFOffuavsFOBEZ6f0WhowulUMkTg8CJy_hcyDiDns5_lJuHWw31PEv3EpCK9eQ6qWriqIn77kVfXssYT6ErI_kmsQluMQ59xfOBtFJppmMYbMGaRVsKc1Sz2r_BnqwCPhP44Wg0BCynqoXN3teA-17caelpBCR9/w400-h400/0%20Pref%C3%A1cio.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;05:40 26/03/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Acabei de atualizar a simulação de financiamento da bala. Mais criteriosa que a anterior, inclui algo fundamental para o preço do envio: peso.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;18:15 07/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;O conceito de Nível Tecnológico, do GURPS é muito bom. Não sei como introduzi-lo, mas usaria outra graduação:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Revolução do Paleolítico Superior (50.000-40.000 anos atrás)&lt;/li&gt;&lt;li&gt;Revolução Neolítica (cerca de 13.000 anos atrás)&lt;/li&gt;&lt;li&gt;Revolução tecnológica da Renascença (aproximadamente do século XIV ao século XVI)&lt;/li&gt;&lt;li&gt;Revolução Comercial (aproximadamente desde o século XVI até ao início do século XVIII)&lt;/li&gt;&lt;li&gt;Revolução dos Preços (segunda metade do século XV até à primeira metade do século XVII)&lt;/li&gt;&lt;li&gt;Revolução Científica (por volta do século XVI)&lt;/li&gt;&lt;li&gt;Revolução Agrícola Britânica (século XVIII)&lt;/li&gt;&lt;li&gt;Primeira Revolução Industrial (final do século 18 e início do século 19)&lt;/li&gt;&lt;li&gt;Revolução de Mercado (cerca de 1800–1900)&lt;/li&gt;&lt;li&gt;Segunda Revolução Industrial (1871–1914)&lt;/li&gt;&lt;li&gt;Revolução Verde (1945–1975)&lt;/li&gt;&lt;li&gt;Terceira Revolução Industrial (cerca de 1950)&lt;/li&gt;&lt;li&gt;Revolução da Informação (após 1960)&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;18:49 07/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Carga segura é outro ponto que não apresentei. &lt;a href=&quot;https://www.hands-lifting.co.uk/what-is-the-maximum-weight-a-person-can-lift-at-work/#:~:text=How%20Can%20You%20Determine%20A%20Safe%20Weight%20For%20Employees%20To%20Lift%20At%20Work%3F&quot; target=&quot;_blank&quot;&gt;Segundo a H&amp;amp;S, empresa britânica de equipamentos de carga&lt;/a&gt;, a média de levantamento seguro (próximo ao peito, sem perigo de lesão) é de 20,5kg. Quando falamos de levantamento acima da cabeça essa média cai 4kg.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Porém para desenvolver a um cálculo preciso ter que:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Levantamento 20 kg;&lt;/p&gt;&lt;p&gt;Levantamento acima da cabeça 16 kg;&lt;/p&gt;&lt;p&gt;Fç 10.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;23:32 07/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Depois de jantar e digerir, apresento a tabela que salvei às 22:12.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_UQl0e-FFU07z0BpOpWyHFqbqPUWYSXJwPcL-wYEK3n5AFml3M4wRp1KQjEpNPJpNiYyxFoeTR6mL3ZFKuVLsKWF4Nl2nsoqIAmw1qYuPSaDZFxJNp2C3JJvu1Ga5ZENCwgaCBjkHUtEzY_xOlCpqmA-LLavhmbSgeoI32kRE1Tj-Pxh8nxmXPMiyLXSx/s393/Tabela%20de%20carga.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;393&quot; data-original-width=&quot;381&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_UQl0e-FFU07z0BpOpWyHFqbqPUWYSXJwPcL-wYEK3n5AFml3M4wRp1KQjEpNPJpNiYyxFoeTR6mL3ZFKuVLsKWF4Nl2nsoqIAmw1qYuPSaDZFxJNp2C3JJvu1Ga5ZENCwgaCBjkHUtEzY_xOlCpqmA-LLavhmbSgeoI32kRE1Tj-Pxh8nxmXPMiyLXSx/w388-h400/Tabela%20de%20carga.jpg&quot; width=&quot;388&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;00:35 08/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Basicamente, é uma progressão aritmética na coluna 4, onde r é 2; e geométrica nas colunas 3, 4 e 5, onde r é 2; a coluna 2 é 90% da coluna 3.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;06:01 11/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Resolvi manter a mecânica de progressão geométrica proposta anteriormente para a Fç, onde Fç11=Fç10*2, e assim por diante.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZx3lRXbmP-4IzoXXu9hASFLEUWfzPEoxXPiHcyfYpuhx6p8lt_uZRCHXxLauB8UMLaOk61SBNRlQMIDpx6T9KzQlLrODoo5Bu444W5-LxOazY4102kNib-6Z1plyQEEYBk7PBCBCgRpPY49o7B0y496tFiBp7o5DbMJCS7FDkCSDZf2a8IRR1ncgaK1uf/s399/Tabela%20de%20carga%202.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;393&quot; data-original-width=&quot;399&quot; height=&quot;394&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZx3lRXbmP-4IzoXXu9hASFLEUWfzPEoxXPiHcyfYpuhx6p8lt_uZRCHXxLauB8UMLaOk61SBNRlQMIDpx6T9KzQlLrODoo5Bu444W5-LxOazY4102kNib-6Z1plyQEEYBk7PBCBCgRpPY49o7B0y496tFiBp7o5DbMJCS7FDkCSDZf2a8IRR1ncgaK1uf/w400-h394/Tabela%20de%20carga%202.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;00:15 12/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Acabei de viabilizar, com a ajuda do &lt;b&gt;&lt;i&gt;ChatGPT&lt;/i&gt;&lt;/b&gt;, lance com ônus (1-x) no Robô de Lance de Habilidade da &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt;. Mas ainda não sei como adicioná-lo ao &lt;b&gt;&lt;i&gt;Discord&lt;/i&gt;&lt;/b&gt;. Se tu souber, me dá uma luz nos comentários.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;03:04 12/05/2024&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFXzW55FXjGhLYlW_IgPUZJPIQNHlC8_1VW9-pBZohP-gtxzovjWT-KcijHp9qBtxYDzIMRbtW6kgORcDsSC4it-2WEryomKF2E61hQ03zV4ly3vuBj1wpG-K7dthPnsRhgTFgK7NroWb3RUMeDkUVD68PCi7Z6n1cwP1w43YWyJjHu2_yF9_WqE9kxQJM/s512/86.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;512&quot; data-original-width=&quot;512&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFXzW55FXjGhLYlW_IgPUZJPIQNHlC8_1VW9-pBZohP-gtxzovjWT-KcijHp9qBtxYDzIMRbtW6kgORcDsSC4it-2WEryomKF2E61hQ03zV4ly3vuBj1wpG-K7dthPnsRhgTFgK7NroWb3RUMeDkUVD68PCi7Z6n1cwP1w43YWyJjHu2_yF9_WqE9kxQJM/w400-h400/86.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Eu não sou programador nem sou obrigado a saber dessa merda de imperialês técnico mais. QUE SE FODA!!!&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;10:17 12/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Quando &lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2023/08/aforismos-sispro-7-pontos-de.html&quot; target=&quot;_blank&quot;&gt;falei de Px&lt;/a&gt; não pensei no custo de cada estatística. Ficou entendido que ganha-se até 5 Px ao fim da sessão, mas não apresentei uma curva de progressão pra ilustrar.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;11:56 12/05/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Consegui, depois de 1h de busca na internet e descobrir que bastava apertar UM BOTÃO no &lt;b&gt;&lt;i&gt;Calc&lt;/i&gt;&lt;/b&gt; 😅, fazer uma representação das progressões, mínima e máxima, do ganho de Px por sessão.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Num ganho máximo de Px por sessão, 5 Px, uma boneca de pontuação Média (100), chega a pontuação Super-humana (400) em 61 sessões de uma odisseia. Jogando uma vez por semana, dá 1 ano e 2 meses.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ0KH6qbc17Y5Ad8om68lo35I8rjxyH7TLy0OC4u47BkQwGpfyWLApl3TuTm9pariw1c0h0HY7UttMLBI7VMkVQT9jtFwkJ0o5Q2LGFk75gwbnjgKnlp8BlVZwyAurgOd3I83tR5hD4C1j1wyHK1aoZAGjZmEBuexu_8gCqg_LIc2C5U1EIYMnOE8JpyLj/s572/Progress%C3%A3o%20m%C3%A1xima%20de%20Px.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;363&quot; data-original-width=&quot;572&quot; height=&quot;254&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ0KH6qbc17Y5Ad8om68lo35I8rjxyH7TLy0OC4u47BkQwGpfyWLApl3TuTm9pariw1c0h0HY7UttMLBI7VMkVQT9jtFwkJ0o5Q2LGFk75gwbnjgKnlp8BlVZwyAurgOd3I83tR5hD4C1j1wyHK1aoZAGjZmEBuexu_8gCqg_LIc2C5U1EIYMnOE8JpyLj/w400-h254/Progress%C3%A3o%20m%C3%A1xima%20de%20Px.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Já num ganho mínimo de Px por sessão, 1 Px, uma boneca de pontuação Média (100), chega a pontuação Super-humana (400) em 301 sessões de uma odisseia. Jogando uma vez por semana, dá 5 anos, 9 meses e 1 semana.&lt;/span&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQxrIjzRlx80ehk9CpQib3w7hZyZI0xtYNRd75SBVySBRgqEiWuyx0uMICj783wSGwMu3isMTXHvm4f_5T0gQnoqSUxV4qhDZCzQ_xzWsMwOoJnJlVPtrSHFaYV6_rNTJanFuCrZvQF-v9FmD3Y3wDoEqmiY9bhT4f-bJ805hAP85Z_32AOTlsG74CS9YY/s572/Progress%C3%A3o%20m%C3%ADnima%20de%20Px.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;360&quot; data-original-width=&quot;572&quot; height=&quot;251&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQxrIjzRlx80ehk9CpQib3w7hZyZI0xtYNRd75SBVySBRgqEiWuyx0uMICj783wSGwMu3isMTXHvm4f_5T0gQnoqSUxV4qhDZCzQ_xzWsMwOoJnJlVPtrSHFaYV6_rNTJanFuCrZvQF-v9FmD3Y3wDoEqmiY9bhT4f-bJ805hAP85Z_32AOTlsG74CS9YY/w400-h251/Progress%C3%A3o%20m%C3%ADnima%20de%20Px.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;	&lt;/span&gt;Por hoje é só. Um Feliz Dia das Mães pra você que é mãe de verdade, beijo no quengo e até a próxima.&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKPSXghcURtaNaoiuiAq5YJLMIwg_hZ4kV9cUhfDqEQso2Eu7vjseihiPdiMBQka4248APfwny944CW8p86uQcRIzLaMo29lj1C9GzUA6CeUXqthufwYv2_4MM_Bc7b3-yYa2x_FmAOjmpRG4gRjsAF9K-VelWI0Lryhm96dNxhR6ANZ5iYGFZYFvHIXla/s512/M%C3%A3e%20de%20PET.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;512&quot; data-original-width=&quot;512&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKPSXghcURtaNaoiuiAq5YJLMIwg_hZ4kV9cUhfDqEQso2Eu7vjseihiPdiMBQka4248APfwny944CW8p86uQcRIzLaMo29lj1C9GzUA6CeUXqthufwYv2_4MM_Bc7b3-yYa2x_FmAOjmpRG4gRjsAF9K-VelWI0Lryhm96dNxhR6ANZ5iYGFZYFvHIXla/w400-h400/M%C3%A3e%20de%20PET.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/05/aforismos-sispro-14-um-pouco-de-tudo-ao.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinaSYi7rmOD8ENgctueHeZ6AAtLoK3qKPLr_8xznrdZqmqQsuVv2U6A1g-2cKEmrLqs-D_J7l8R6gViavyvM10IkD5gC-NHezGhbNWzibZCtaBaAqTqpnynmHFIdGSp52ee5SaFEmyaCuJ6jO4wddPHlOlfyFUWEis6OjJgwyUTVwdTa6TG5TAt5mOzAI_/s72-w400-h200-c/capa%20Aforismos%20SISPRO.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-3395863754131431445</guid><pubDate>Sat, 04 May 2024 17:09:00 +0000</pubDate><atom:updated>2025-02-22T18:44:45.114-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">DCC</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">sessão</category><category domain="http://www.blogger.com/atom/ns#">vídeo</category><title>DCC com Marcelão 2024-05-04 Ascensão do Caos nº 1</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiuaSH84ndXHm9j9ukrtb34s6cn1QnMgO1h-1ijjqC6jEBLXG4rqQudcbccGY5rsrj28GDH7HyrgNZeLsvUJIfn3KVZqnKx_EORb8n8OYx1pq2tx8-jwdWehZgfLocJqkpe_SBq3QrXP_qgx6F0pBDyZrHlD45cuMTUY8bbEq6A78VnbUzpTyyPiHQt2_w/s1920/Miniatura%20DCC%20com%20Marcel%C3%A3o.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1920&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiuaSH84ndXHm9j9ukrtb34s6cn1QnMgO1h-1ijjqC6jEBLXG4rqQudcbccGY5rsrj28GDH7HyrgNZeLsvUJIfn3KVZqnKx_EORb8n8OYx1pq2tx8-jwdWehZgfLocJqkpe_SBq3QrXP_qgx6F0pBDyZrHlD45cuMTUY8bbEq6A78VnbUzpTyyPiHQt2_w/w400-h225/Miniatura%20DCC%20com%20Marcel%C3%A3o.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Alô, você, de todo mundo, que se liga no Óciocast. Aqui é Xikowisk falando, o seu idiota com acesso a internet preferido.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Voltamos com a mesa da DCC com o Marcelão, do Dados &amp;amp; Canecas! Depois de sobreviver ao funil, ingressamos na Ascensão do Caos.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Num oferecimento de:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;a href=&quot;https://dadosecanecas.blogspot.com/&quot; target=&quot;_blank&quot;&gt;Dados &amp;amp; Canecas&lt;/a&gt;. Resenhas, entrevistas, fãvista, relato de sessão, e tudo do Resgate das Antigas num só blog;&lt;/li&gt;&lt;li&gt;E &lt;a href=&quot;http://linktr.ee/thiagoroos&quot; target=&quot;_blank&quot;&gt;Dungeons &amp;amp; Dados&lt;/a&gt;. A sua fãvista pra trazer a jogatina das antigas pra tua mesa.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;SAQ - Serviço de Atendimento ao Queloniano&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você gostou do conteúdo, compartilhe nas suas redes sociais e divulgue a mídia independente. Deixe seu comentário em &lt;a href=&quot;https://ociolevaaovicio.blogspot.com&quot; target=&quot;_blank&quot;&gt;ociolevaaovicio.blogspot.com&lt;/a&gt;. Mande sua carta para ociolevaaoviciopodcast@gmail.com. Assine nosso canal no Telegram e saiba em 1ª mão nosso conteúdo, em &lt;a href=&quot;https://t.me/Ociocast&quot; target=&quot;_blank&quot;&gt;t.me/Ociocast&lt;/a&gt;, e faça parte do grupo agregado Seguidores de Quelone, em &lt;a href=&quot;https://t.me/Quelonianos&quot; target=&quot;_blank&quot;&gt;t.me/Quelonianos&lt;/a&gt;. Todos os demais elos em nosso Jequitibá-corrente, &lt;a href=&quot;https://linktr.ee/xikowisk&quot; target=&quot;_blank&quot;&gt;linktr.ee/xikowisk&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como não só de curtidas vive o ser, pense em contribuir financeiramente. Use a Chave PIX ociolevaaoviciopodcast@gmail.com e pague um italiano pra gente. Agradeço a audiência. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;script async=&quot;&quot; data-color=&quot;E22F38&quot; data-dark-color=&quot;F95C54&quot; data-telegram-post=&quot;Ociocast/551&quot; data-width=&quot;100%&quot; src=&quot;https://telegram.org/js/telegram-widget.js?22&quot;&gt;&lt;/script&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; sandbox=&quot;allow-same-origin allow-scripts allow-popups&quot; src=&quot;https://fediverse.tv/videos/embed/a0aa7caf-0e65-4366-aff3-117c2d9aa67e&quot; title=&quot;DCC com Marcelão 2024-05-04 Ascenção do Caos nº 1&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/-B4318QPb2A&quot; width=&quot;492&quot; youtube-src-id=&quot;-B4318QPb2A&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;PS: Como estou em Situação de OBS, esqueci de aumentar o microfone antes de gravar. Aumente o volume e perdão pelo vacilo.&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/05/dcc-com-marcelao-2024-05-04-ascensao-do.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiuaSH84ndXHm9j9ukrtb34s6cn1QnMgO1h-1ijjqC6jEBLXG4rqQudcbccGY5rsrj28GDH7HyrgNZeLsvUJIfn3KVZqnKx_EORb8n8OYx1pq2tx8-jwdWehZgfLocJqkpe_SBq3QrXP_qgx6F0pBDyZrHlD45cuMTUY8bbEq6A78VnbUzpTyyPiHQt2_w/s72-w400-h225-c/Miniatura%20DCC%20com%20Marcel%C3%A3o.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Niterói - RJ, Brasil</georss:featurename><georss:point>-22.8807073 -43.1013526</georss:point><georss:box>-51.19094113617885 -78.2576026 5.4295265361788445 -7.9451025999999985</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-3118920994307849640</guid><pubDate>Thu, 02 May 2024 04:19:00 +0000</pubDate><atom:updated>2024-05-02T01:19:08.511-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">AfterDeathComics</category><category domain="http://www.blogger.com/atom/ns#">AideeSea</category><category domain="http://www.blogger.com/atom/ns#">gibi</category><category domain="http://www.blogger.com/atom/ns#">tirinha</category><title>Gibi Pós-morte nº166, Clube do Livro</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhugN3fQBsaqvclG0HZVlC--kqQft4vOcGRMy_zynKKgb2S7I14teMAj_ACwVR8tw2p_HoQG1wO2l10lRt-5TCalmlJJ7YSYM3spJYvltAwXE1pcV8cvx05bbeQnr4-KHBnQAxjIZWXXaKD8rko01FefM_jc3Lk6DsYL3BJg2Li2e8_6rdmpL1V3G-00VwN&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;928&quot; data-original-width=&quot;900&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhugN3fQBsaqvclG0HZVlC--kqQft4vOcGRMy_zynKKgb2S7I14teMAj_ACwVR8tw2p_HoQG1wO2l10lRt-5TCalmlJJ7YSYM3spJYvltAwXE1pcV8cvx05bbeQnr4-KHBnQAxjIZWXXaKD8rko01FefM_jc3Lk6DsYL3BJg2Li2e8_6rdmpL1V3G-00VwN=w388-h400&quot; width=&quot;388&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;“Bárbaro do Planeta de Gelo foi melhor recebido.”&lt;/i&gt; &lt;a href=&quot;https://aideesea.com/after-death-comics/166-book-club/&quot; target=&quot;_blank&quot;&gt;Aidee Sea. 12 de janeiro de 2024.&lt;/a&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/05/gibi-pos-morte-n166-clube-do-livro.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhugN3fQBsaqvclG0HZVlC--kqQft4vOcGRMy_zynKKgb2S7I14teMAj_ACwVR8tw2p_HoQG1wO2l10lRt-5TCalmlJJ7YSYM3spJYvltAwXE1pcV8cvx05bbeQnr4-KHBnQAxjIZWXXaKD8rko01FefM_jc3Lk6DsYL3BJg2Li2e8_6rdmpL1V3G-00VwN=s72-w388-h400-c" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>São Gonçalo - RJ, Brasil</georss:featurename><georss:point>-22.8233781 -43.0462495</georss:point><georss:box>-51.133611936178845 -78.2024995 5.4868557361788461 -7.8899995000000018</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-7675278873715123021</guid><pubDate>Mon, 29 Apr 2024 22:49:00 +0000</pubDate><atom:updated>2024-04-29T19:49:26.970-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">1964</category><category domain="http://www.blogger.com/atom/ns#">1º de abril</category><category domain="http://www.blogger.com/atom/ns#">ditadura</category><category domain="http://www.blogger.com/atom/ns#">golpe</category><category domain="http://www.blogger.com/atom/ns#">golpe de 64</category><category domain="http://www.blogger.com/atom/ns#">golpe militar</category><category domain="http://www.blogger.com/atom/ns#">podcast</category><category domain="http://www.blogger.com/atom/ns#">Óciocast</category><title>Óciocast nº 62, Quarenta anos de Larissa Freire</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdqvfYwt3hbPt4SVacc6_ChLTXJxF-ecLBwPHkGQUTDRAe3sDESap1R2h6qBMOHyux6njjJL6Fq09vH2G1wW3Szmo1-MoaPHsKKEh2Y3gBT1V3HH8Ss3ibKefTOfssXwaK5cb6hET5dlZ5ys5dfL7_WGd4VeDI7NNq3vIC8bpo1k6E_DgrzUOGSItoFQMF/s1080/Capa%20%C3%93ciocast.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdqvfYwt3hbPt4SVacc6_ChLTXJxF-ecLBwPHkGQUTDRAe3sDESap1R2h6qBMOHyux6njjJL6Fq09vH2G1wW3Szmo1-MoaPHsKKEh2Y3gBT1V3HH8Ss3ibKefTOfssXwaK5cb6hET5dlZ5ys5dfL7_WGd4VeDI7NNq3vIC8bpo1k6E_DgrzUOGSItoFQMF/w400-h400/Capa%20%C3%93ciocast.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;30&quot; mozallowfullscreen=&quot;true&quot; src=&quot;https://archive.org/embed/ociocast0062&quot; style=&quot;width: 100%;&quot; webkitallowfullscreen=&quot;true&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ia800307.us.archive.org/17/items/ociocast0062/%C3%93ciocast%20n%C2%BA%2062%2C%20Quarenta%20anos%20de%20Larissa%20Freire.mp3&quot; target=&quot;_blank&quot;&gt;MP3&lt;/a&gt; Duração 1x 1h04min33s, 1,5x 43min02s e 2x 32min15s.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Alô, você, de todo mundo, que se liga no Óciocast. Aqui é Xikowisk falando, o seu idiota com acesso a internet preferido.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Hoje, no aniversário de 40 anos de nossa querida Larissa Freire (*1984-04-29 +2021-06-28), publico sua última gravação num papo sobre os 57 anos do Golpe de 64.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Comentado no programa:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.conjur.com.br/dl/ma/manchete-abr1964.pdf&quot; target=&quot;_blank&quot;&gt;Revista Manchete do Golpe de 64&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.brasildefato.com.br/2024/04/01/entenda-como-foi-a-participacao-dos-eua-no-golpe-de-64-e-o-que-ainda-pode-ser-revelado&quot; target=&quot;_blank&quot;&gt;Entenda como foi a participação dos EUA no golpe de 64 (e o que ainda pode ser revelado)&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.pragmatismopolitico.com.br/2017/10/bolsonaro-bate-continencia-a-bandeira-dos-eua-subserviencia.html&quot; target=&quot;_blank&quot;&gt;Bolsonaro bate continência à bandeira dos EUA em sinal de subserviência&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=21lQ84pnuwo&quot; target=&quot;_blank&quot;&gt;Bolsonaro no Câmara Aberta, em 1999-05-23&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.brasildefato.com.br/2019/10/23/camara-aprova-entrega-de-alcantara-aos-eua-com-restricoes-ao-brasil-no-uso-da-base&quot; target=&quot;_blank&quot;&gt;Câmara aprova entrega de Alcântara aos EUA, com restrições ao Brasil no uso da base&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://noticias.uol.com.br/colunas/jamil-chade/2020/07/26/bolsonaro-e-denunciado-no-tribunal-de-haia-por-crimes-contra-humanidade.htm&quot; target=&quot;_blank&quot;&gt;Bolsonaro é denunciado em Haia por genocídio e crime contra humanidade&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://economia.uol.com.br/noticias/estadao-conteudo/2019/01/02/primeira-mp-de-bolsonaro-extingue-ministerio-do-trabalho-e-e-alvo-de-acao-no-stf.htm&quot; target=&quot;_blank&quot;&gt;Primeira MP de Bolsonaro extingue Ministério do Trabalho e é alvo de ação&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://veja.abril.com.br/politica/bolsonaro-supera-geisel-medici-e-figueiredo-em-ministros-militares&quot; target=&quot;_blank&quot;&gt;Bolsonaro supera Geisel, Médici e Figueiredo em ministros militares&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.redebrasilatual.com.br/politica/militares-governo-bolsonaro-6-mil-cargos-civis/&quot; target=&quot;_blank&quot;&gt;Mais de 6 mil militares atuam em cargos civis no governo Jair Bolsonaro&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.poder360.com.br/brasil/policia-federal-reduz-burocracia-e-facilita-autorizacao-ao-porte-de-armas/&quot; target=&quot;_blank&quot;&gt;Polícia Federal reduz burocracia e facilita autorização ao porte de armas&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://ociolevaaovicio.blogspot.com/2018/03/ociocast-0005-intervencao-no-rio.html&quot; target=&quot;_blank&quot;&gt;Óciocast nº 5, Intervenção no Rio&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.politize.com.br/teoria-da-dependencia/&quot; target=&quot;_blank&quot;&gt;O que é Teoria Marxista da Dependência? Contribuições de Ruy Mauro Marini&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www12.senado.leg.br/noticias/materias/2014/03/24/1964-pouco-antes-do-golpe-reforma-agraria-esteve-no-centro-dos-debates-no-senado&quot; target=&quot;_blank&quot;&gt;1964: pouco antes do golpe, reforma agrária esteve no centro dos debates no Senado&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://editora.fgv.br/produto/a-invencao-do-trabalhismo-1703&quot; target=&quot;_blank&quot;&gt;A invenção do trabalhismo, de Ângela Maria de Castro Gomes&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://pt.wikipedia.org/wiki/Instituto_Superior_de_Estudos_Brasileiros&quot; target=&quot;_blank&quot;&gt;ISEB&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://pt.wikipedia.org/wiki/Organiza%C3%A7%C3%A3o_Revolucion%C3%A1ria_Marxista_Pol%C3%ADtica_Oper%C3%A1ria&quot; target=&quot;_blank&quot;&gt;PolOp&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://mega.nz/folder/gQ5VQBIK#Orpt7jUe2sgeUNAYYpI5Mg&quot; target=&quot;_blank&quot;&gt;Coleção Cadernos do Povo Brasileiro&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.brasildefato.com.br/2019/11/05/quando-ainda-nao-era-fake-news-as-farsas-contra-lula-em-sua-primeira-campanha&quot; target=&quot;_blank&quot;&gt;Quando ainda não era &quot;fake news&quot;: as farsas contra Lula em sua primeira campanha&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.infoescola.com/historia/educacao-moral-e-civica/&quot; target=&quot;_blank&quot;&gt;Educação Moral e Cívica&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.snh2015.anpuh.org/resources/anais/39/1439700335_ARQUIVO_OSESTUDOSSOCIAISEAREFORMADEENSINODE1E2GRAUS.pdf&quot; target=&quot;_blank&quot;&gt;Os Estudos Sociais e a Reforma de Ensino de 1º e 2º Graus: a “Doutrina do Núcleo Comum”, de Thiago Rodrigues Nascimento&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://profscontraoesp.org/&quot; target=&quot;_blank&quot;&gt;Professores Contra o Escola Sem Partido&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://coronavirus.ufba.br/doutora-formada-na-ufba-que-liderou-o-primeiro-sequenciamento-genetico-do-coronavirus-no-brasil&quot; target=&quot;_blank&quot;&gt;A doutora formada na UFBA que liderou o primeiro sequenciamento genético do coronavírus no Brasil&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://auditoriacidada.org.br/conteudo/artigo-no-extraclasse-defende-veracidade-do-grafico-da-acd/&quot; target=&quot;_blank&quot;&gt;Artigo: o gráfico elaborado pela Auditoria Cidadã da Dívida está correto&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.brasildefato.com.br/2024/03/26/estrutura-da-milicia-foi-montada-na-ditadura-diz-jose-claudio-souza-alves-maior-pesquisador-do-tema&quot; target=&quot;_blank&quot;&gt;Estrutura da milícia foi montada na ditadura, diz José Cláudio Souza Alves, maior pesquisador do tema&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.projetohumanos.com.br/&quot; target=&quot;_blank&quot;&gt;Projeto Humanos&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=d0vWDpGAN2U&quot; target=&quot;_blank&quot;&gt;Pra frente, Brasil&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=Il5ctzeUDTI&quot; target=&quot;_blank&quot;&gt;O pão e circo durante a ditadura militar - Vítor Soares e Giovanni Arceno&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://rioonwatch.org.br/?p=50201&quot; target=&quot;_blank&quot;&gt;Obras e Pé Na Porta: Ocupação Policial É o ‘Novo Normal’ no Complexo do Viradouro&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.conectas.org/noticias/adpf-das-favelas-entenda-em-5-pontos-a-acao-no-stf-para-reduzir-a-letalidade-policial-no-rio-de-janeiro/&quot; target=&quot;_blank&quot;&gt;ADPF das Favelas: entenda em 5 pontos a ação no STF para reduzir a letalidade policial no Rio de Janeiro&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://agenciabrasil.ebc.com.br/internacional/noticia/2021-02/exercito-de-myanmar-detem-chefe-do-governo-e-declara-emergencia&quot; target=&quot;_blank&quot;&gt;Exército de Myanmar detém chefe do governo e declara emergência&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;SAQ - Serviço de Atendimento ao Queloniano&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Se você gostou do conteúdo, compartilhe nas suas redes sociais e divulgue a mídia independente. Deixe seu comentário em &lt;a href=&quot;https://ociolevaaovicio.blogspot.com&quot; target=&quot;_blank&quot;&gt;ociolevaaovicio.blogspot.com&lt;/a&gt;. Mande sua carta para &lt;a href=&quot;mailto:ociolevaaoviciopodcast@gmail.com&quot; target=&quot;_blank&quot;&gt;ociolevaaoviciopodcast@gmail.com&lt;/a&gt;. Assine nosso canal no Telegram e saiba em 1ª mão nosso conteúdo, em &lt;a href=&quot;https://t.me/Ociocast&quot; target=&quot;_blank&quot;&gt;t.me/Ociocast&lt;/a&gt;, e faça parte do grupo agregado Seguidores de Quelone, em &lt;a href=&quot;https://t.me/Quelonianos&quot; target=&quot;_blank&quot;&gt;t.me/Quelonianos&lt;/a&gt;. Todos os demais elos em nosso Jequitibá-corrente, &lt;a href=&quot;https://linktr.ee/xikowisk&quot; target=&quot;_blank&quot;&gt;linktr.ee/xikowisk&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Como não só de curtidas vive o ser, pense em contribuir financeiramente. Use a Chave PIX &lt;b&gt;ociolevaaoviciopodcast@gmail&lt;/b&gt;.com e pague um italiano pra gente. Agradeço a audiência. Beijo no quengo e até a próxima.&lt;/span&gt;&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/04/ociocast-n-62-quarenta-anos-de-larissa.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdqvfYwt3hbPt4SVacc6_ChLTXJxF-ecLBwPHkGQUTDRAe3sDESap1R2h6qBMOHyux6njjJL6Fq09vH2G1wW3Szmo1-MoaPHsKKEh2Y3gBT1V3HH8Ss3ibKefTOfssXwaK5cb6hET5dlZ5ys5dfL7_WGd4VeDI7NNq3vIC8bpo1k6E_DgrzUOGSItoFQMF/s72-w400-h400-c/Capa%20%C3%93ciocast.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>São Gonçalo - RJ, Brasil</georss:featurename><georss:point>-22.8233781 -43.0462495</georss:point><georss:box>-51.133611936178845 -78.2024995 5.4868557361788461 -7.8899995000000018</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-3824263726960680216</guid><pubDate>Sat, 27 Apr 2024 16:45:00 +0000</pubDate><atom:updated>2025-02-22T18:45:57.312-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BALA</category><category domain="http://www.blogger.com/atom/ns#">cenário</category><category domain="http://www.blogger.com/atom/ns#">jogo de papel</category><category domain="http://www.blogger.com/atom/ns#">JP</category><category domain="http://www.blogger.com/atom/ns#">NTNG</category><category domain="http://www.blogger.com/atom/ns#">não tá no gibi</category><category domain="http://www.blogger.com/atom/ns#">SISPRO</category><category domain="http://www.blogger.com/atom/ns#">sistemapróprio</category><category domain="http://www.blogger.com/atom/ns#">Supers</category><title>Aforismos Não Tá No Gibi nº1 Criando um cenário super-heroico pra BALA</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWmIgA5BaJFhsiowUGp06Hy-VEI4ktqicirc4sPDKRXEEKeBWnzKjy6NTuxCkUqVhYhtckUyH4psGpqQikxiNpieEq0XzKbmOwXZkFOsadQabOAz5aSx_5KbJsRAeXm2nC1z787RPq_0j_C3iANqWjbGMSfy0EzkWsHApowDNvAWA6WFU6rEpKqvJLa4Pl/s600/capa%20Aforismos%20NTNG.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWmIgA5BaJFhsiowUGp06Hy-VEI4ktqicirc4sPDKRXEEKeBWnzKjy6NTuxCkUqVhYhtckUyH4psGpqQikxiNpieEq0XzKbmOwXZkFOsadQabOAz5aSx_5KbJsRAeXm2nC1z787RPq_0j_C3iANqWjbGMSfy0EzkWsHApowDNvAWA6WFU6rEpKqvJLa4Pl/w400-h200/capa%20Aforismos%20NTNG.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;15:53 04/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Resolvi começar as pesquisas pro cenário super-heroico da &lt;b&gt;&lt;i&gt;BALA&lt;/i&gt;&lt;/b&gt;. Passeei por mutação genética e evolucionabilidade. Decidi que o fator ambiental que gerará o fenótipo para-humano...&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;16:13 04/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Parei pra pesquisar o prefixo &quot;para-&quot;. Não sei se chamo de para-humano, supra-humano. Acho que a DC usa &quot;meta-humano&quot;. Supra-humano também pode ser abreviado como SH, que nem super-herói, então é a escolha mais acertada. Continuando.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;16:40 04/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Decidi que o fator ambiental que gerará o fenótipo supra-humano será um meteorito com um elemento desconhecido que incandesce na entrada e cai no Atlântico Sul. A reação do elemento incandescente com a água gera vapor, que será conduzido pelos Ventos Alísios do Sudeste até a Zona de Convergência Intertropical (ZCIT), no período de janeiro daquele ano (que não decidi qual).&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://meteorologialaranjeiras.files.wordpress.com/2013/04/mundo-circulac3a7c3a3oatmosfc3a9rica-janeiroejulho.jpeg?w=1458&amp;amp;h=494&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;271&quot; data-original-width=&quot;800&quot; height=&quot;136&quot; src=&quot;https://meteorologialaranjeiras.files.wordpress.com/2013/04/mundo-circulac3a7c3a3oatmosfc3a9rica-janeiroejulho.jpeg?w=1458&amp;amp;h=494&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;16:54 04/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Isso vai gerar não só incidência de &quot;chuva alienígena&quot; na costa brasileira, mas também no interior do Norte e Nordeste.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://upload.wikimedia.org/wikipedia/commons/d/d7/ITCZ_january-july.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;399&quot; data-original-width=&quot;800&quot; height=&quot;200&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/d/d7/ITCZ_january-july.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Posição média da zona de convergência intertropical nos meses de julho (vermelho) e janeiro (azul)&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;17:08 04/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Nessa pesquisa toda, me deparei com a Terra de Marie Byrd, território antártico não reivindicado. Poderia ser uma boa opção de base de equipe super-heroica internacional.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;17:13 04/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Assim como os mutantes da &lt;b&gt;&lt;i&gt;Marvel&lt;/i&gt;&lt;/b&gt;, essa mutação supra-humana é um facilitador para o novato criar seu boneco. O que não exclui o jogador experiente no gênero, de criar um boneco com tal histórico. É apenas uma ferramenta narrativa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Essa anomalia alienígena pode se repetir, mas assim como a origem do Kid Flash, força a barra demais. Mais interessante seria escalonar as mutações em todos os seres atingidos, animais e plantas. Dessa forma é possível ter uma portuguesa de traz dos montes consumir, por um longo período (creio), um açaí importado contaminado e adquirir poderes.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Nesse seara podemos vislumbrar um aumento considerável de importância de órgãos reguladores como a Anvisa e autarquias como o &lt;b&gt;&lt;i&gt;IBAMA&lt;/i&gt;&lt;/b&gt;, o &lt;b&gt;&lt;i&gt;ICMBio&lt;/i&gt;&lt;/b&gt; e, até, o &lt;b&gt;&lt;i&gt;INPI&lt;/i&gt;&lt;/b&gt; e o &lt;b&gt;&lt;i&gt;INCRA&lt;/i&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;17:46 04/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Só esse fenômeno tem implicações nacionais que podem até sobrar pro &lt;b&gt;&lt;i&gt;Itamaraty&lt;/i&gt;&lt;/b&gt;. Prefiro seguir essa linha. Mas nada impede que num futuro, uma implicação relacionada ao evento 0 se dê de outras formas, como correntes marítimas.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://meteorologialaranjeiras.files.wordpress.com/2013/04/climasecorrentesmarc3adtimasmapamundiimagemparaimprimir.jpg?w=1600&amp;amp;h=977&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;488&quot; data-original-width=&quot;800&quot; height=&quot;244&quot; src=&quot;https://meteorologialaranjeiras.files.wordpress.com/2013/04/climasecorrentesmarc3adtimasmapamundiimagemparaimprimir.jpg?w=1600&amp;amp;h=977&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;22:14 17/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Assistindo a 5ª aula de português do &lt;b&gt;&lt;i&gt;Aulalivre&lt;/i&gt;&lt;/b&gt;, Tive uma ideia ridiculamente boa de agência governamental: PASSIVA. Vou criar um acrônimo pra isso. E vai ficar manero num título,&amp;nbsp;&lt;span&gt;“&lt;/span&gt;Fulana de Tal: Agente da PASSIVA”&lt;/span&gt;.😁&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;23:10 17/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Não consegui fazer ainda.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Pelotão&lt;/p&gt;&lt;p&gt;Autônomo de&lt;/p&gt;&lt;p&gt;Superintendência&lt;/p&gt;&lt;p&gt;Supra-humana&lt;/p&gt;&lt;p&gt;Indivíduos&lt;/p&gt;&lt;p&gt;V...&lt;/p&gt;&lt;p&gt;A...&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;11:29 18/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Pronto:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Pelotão&lt;/p&gt;&lt;p&gt;Autônomo de&lt;/p&gt;&lt;p&gt;Superintendência&lt;/p&gt;&lt;p&gt;Supra-humana de&lt;/p&gt;&lt;p&gt;Indivíduos&lt;/p&gt;&lt;p&gt;Violentos ou&lt;/p&gt;&lt;p&gt;Adversos&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Trata-se de é uma instituição policial brasileira, subordinada ao Ministério da Justiça e Segurança Pública (MJSP), tal como o Departamento de Polícia Federal (DPF).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;22:24 18/01/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Substituindo &lt;i&gt;Pelotão&lt;/i&gt;&amp;nbsp;por &lt;i&gt;Patrulha&lt;/i&gt;, evito a duplicidade de gênero da instituição, como o DPF. Então temos &lt;i&gt;Patrulha Autônoma de Superintendência Supra-humana de Indivíduos Violentos ou Adversos (PASSIVA)&lt;/i&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;00:30 26/04/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Tem que ter um título pro cenário. Quando comecei a idealização, lá em 1997, chamaria Solaris. O fator ambiental gerador do fenótipo supra-humano eram tempestades solares, mas mudei de ideia ao ler mais sobre o tema e estudar técnica radiológica.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;00:55 26/04/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;É bloqueio criativo que chama? E se o nome vier de um(a) jornalista, assim como o nome do Super-homem no filme de 78? Nada mal.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;11:33 27/04/2024&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Acabei de fazer um emblema pra PASSIVA.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwwsBrn0ynCNDMXme54pMlpugGBqWwuwXGgqZ07BE-MNXctf_2CA-an0XxR0gqB6gjByjxk94O4bkLiuXM1ind-Ojo-ksXGL78Bvf6eliTM1VvwMhcoJPhQTpC6yiTAw0EDgBfvvp8V4gWEkdelONIK8O1liKUSfKHRbEL0xWifD0STWpLDVLS-AAfMvwN/s500/PASSIVA%20emblema%20invertido.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;500&quot; data-original-width=&quot;500&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwwsBrn0ynCNDMXme54pMlpugGBqWwuwXGgqZ07BE-MNXctf_2CA-an0XxR0gqB6gjByjxk94O4bkLiuXM1ind-Ojo-ksXGL78Bvf6eliTM1VvwMhcoJPhQTpC6yiTAw0EDgBfvvp8V4gWEkdelONIK8O1liKUSfKHRbEL0xWifD0STWpLDVLS-AAfMvwN/w400-h400/PASSIVA%20emblema%20invertido.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Pomba!&lt;/i&gt;😁&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;12:32 27/04/2024&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Tinha pensado em dar um nome em nheengatu (tupi moderno) ao cenário já que Manaus é uma das cidades afetadas, mas desisti. Será como tá no título. Beijo no quengo e até a próxima.&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/04/aforismos-nao-ta-no-gibi-n1-criando-um.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWmIgA5BaJFhsiowUGp06Hy-VEI4ktqicirc4sPDKRXEEKeBWnzKjy6NTuxCkUqVhYhtckUyH4psGpqQikxiNpieEq0XzKbmOwXZkFOsadQabOAz5aSx_5KbJsRAeXm2nC1z787RPq_0j_C3iANqWjbGMSfy0EzkWsHApowDNvAWA6WFU6rEpKqvJLa4Pl/s72-w400-h200-c/capa%20Aforismos%20NTNG.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9216081231602251916.post-5031942928057808302</guid><pubDate>Fri, 05 Apr 2024 02:33:00 +0000</pubDate><atom:updated>2024-04-04T23:35:57.422-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">anglicismo</category><category domain="http://www.blogger.com/atom/ns#">conde zero</category><category domain="http://www.blogger.com/atom/ns#">GIMP</category><category domain="http://www.blogger.com/atom/ns#">literatura</category><category domain="http://www.blogger.com/atom/ns#">mona lisa acelerada</category><category domain="http://www.blogger.com/atom/ns#">neuromante</category><category domain="http://www.blogger.com/atom/ns#">subserviência linguística</category><category domain="http://www.blogger.com/atom/ns#">TMD</category><category domain="http://www.blogger.com/atom/ns#">trilogia trambolhão</category><category domain="http://www.blogger.com/atom/ns#">vira-latismo</category><title>Subserviência linguística na Trilogia Trambolhão</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTc6m8PYAYZ3rjsQD65dYXoZI8jPij7V6ymB5rZAIRMGlcrHZlUiKnWXkfJlhnfeo5C4rCj6uKmUIEuc1brmmYwnfKc-lsgkusVdz3P2rHtmEs1fcsVxAIsptD_u034Cehx2TF0RdKmLE20Y_SJZ9kSbXf-0XOr44GqapzlhCekvxKPtU4ElPICy26FSAU/s603/Trilogia%20Trambolh%C3%A3o%20Aleph%20x%20Xikowisk.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;600&quot; data-original-width=&quot;603&quot; height=&quot;398&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTc6m8PYAYZ3rjsQD65dYXoZI8jPij7V6ymB5rZAIRMGlcrHZlUiKnWXkfJlhnfeo5C4rCj6uKmUIEuc1brmmYwnfKc-lsgkusVdz3P2rHtmEs1fcsVxAIsptD_u034Cehx2TF0RdKmLE20Y_SJZ9kSbXf-0XOr44GqapzlhCekvxKPtU4ElPICy26FSAU/w400-h398/Trilogia%20Trambolh%C3%A3o%20Aleph%20x%20Xikowisk.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Eu implico com &lt;a href=&quot;https://pt.wikipedia.org/wiki/Anglicismo&quot; target=&quot;_blank&quot;&gt;anglicismo&lt;/a&gt; desde muito tempo, mas a primeira vez que me recordo foi lendo o &lt;b&gt;&lt;i&gt;Módulo Básico do GURPS&lt;/i&gt;&lt;/b&gt;, em 1995. Não me entrava na cabeça não traduzir &lt;i&gt;Role Playing Game&lt;/i&gt; (que é Jogo de Interpretação de Papéis) e as abreviaturas dos atributos ST, DX, IQ e HT (que deveriam ser FR, DS, IT e SU, &lt;a href=&quot;https://sugip4aed.blogspot.com/p/apendice.html&quot; target=&quot;_blank&quot;&gt;como já mostrei&lt;/a&gt;).&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Em todos esses anos &lt;strike&gt;nessa indústria vital&lt;/strike&gt;, presenciei uma série de outros casos do que o jornalista Gilson Barbosa &lt;a href=&quot;https://diariodonordeste.verdesmares.com.br/arquivo/mania-de-macaquear-1.235873&quot; target=&quot;_blank&quot;&gt;chamou de subserviência linguística&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;“O intervalo para o café, nas reuniões, virou coffee-break. A entrega em domicílio, delivery. Um estabelecimento comercial não oferece mais 10% de desconto e, sim, 10% off. Há prédios, em Fortaleza, com nomes como The Place ou Green Tower, ou coisa que os valha.”&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;i&gt;Ah, Xiko. Mas todo mundo fala inglês é pretty common!&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Pra quem, cara parda (que pálida &lt;a href=&quot;https://www.teses.usp.br/teses/disponiveis/47/47134/tde-21052012-154521/pt-br.php&quot; target=&quot;_blank&quot;&gt;só branquíssimo&lt;/a&gt;)?! No dia à dia da classe trabalhadora, seja na padaria, na quitanda, na praça, no ônibus, na praia, fala-se português, independente do seu tesão gringo pequeno-burguês.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Davi Siqueira &lt;a href=&quot;https://www.tudorondonia.com/noticias/subserviencia-linguistica-davi-nogueira,42951.shtml&quot; target=&quot;_blank&quot;&gt;fala disso, também&lt;/a&gt;:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;“Esse aculturamento linguístico não é um processo novo e nem exclusivo do Brasil. Ao longo da história, diferentes línguas se impuseram pela força do poderio econômico e militar. O que causa espécie, em tal caso, é o fato despolitizado e subserviente com que as elites intelectuais deste país se sujeitam impavidamente a esse processo. Falar, escrever ou citar frases ou expressões em inglês virou chique, elegante... culto!!!”&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Portanto, imbuído da jardinagem bilaquiana, regarei a &lt;i&gt;Última flor do Lácio&lt;/i&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Ouvi falar do &lt;b&gt;&lt;i&gt;Neuromante&lt;/i&gt;&lt;/b&gt;, do Willian Gibson, no final da década de 1980, por meio de &lt;a href=&quot;https://pt.wikipedia.org/wiki/Fanzine&quot; target=&quot;_blank&quot;&gt;fãvistas&lt;/a&gt;. Curtia ficção científica, e achei legal quando revi as referências nos JIP como &lt;b&gt;&lt;i&gt;GURPS Cyberpunk&lt;/i&gt;&lt;/b&gt; e &lt;b&gt;&lt;i&gt;Cyberpunk 2020&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;, no desenho animado &lt;b&gt;&lt;i&gt;&lt;a href=&quot;https://pt.wikipedia.org/wiki/Ghost_in_the_Shell_(1995)&quot; target=&quot;_blank&quot;&gt;O Fantasma do Futuro&lt;/a&gt;&lt;/i&gt;&lt;/b&gt; e no filme &lt;b&gt;&lt;i&gt;Matrix&amp;nbsp;&lt;/i&gt;&lt;/b&gt;(que devia ser Matriz, por essas bandas). Porém só tive contato com a obra em 2017. Mas li só dois capítulos pra matar o tempo, e não retornei.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi_hbhHWil0lEnTJIKK_2pPTYgL_Dd346GLFPltqwl7rmtnXzxvQM4-KWx5XDTFalXwHPYDvr4tZBL6AHkG02pAc5Q3gn87j3PpqsWPlSRCGXJcmZRI9GG7o7vOIRLizG9RV_YAPyu27IAfJE3ivn2-ZhljI5XOctpPCUlS_J_WuS0oVJzgZgv2J_QXHwXO&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;614&quot; data-original-width=&quot;948&quot; height=&quot;207&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi_hbhHWil0lEnTJIKK_2pPTYgL_Dd346GLFPltqwl7rmtnXzxvQM4-KWx5XDTFalXwHPYDvr4tZBL6AHkG02pAc5Q3gn87j3PpqsWPlSRCGXJcmZRI9GG7o7vOIRLizG9RV_YAPyu27IAfJE3ivn2-ZhljI5XOctpPCUlS_J_WuS0oVJzgZgv2J_QXHwXO&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Editora Aleph, 2008.&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;A picuinha com o título na língua original aumentou, quando num debate no Grupo GURPS Brasil, no Telegram, dei de cara com essa capa feita pela ilustradora italiana Katerina Ladon.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;tumblr-post&quot; data-did=&quot;5b658b65bcb6ffba0e0e14ef80d030bdc959d5be&quot; data-href=&quot;https://embed.tumblr.com/embed/post/N0RQDnI4slxvv1uAqgwL-A/109183518584&quot;&gt;&lt;a href=&quot;https://fuckyeahcyber-punk.tumblr.com/post/109183518584/katerina-ladon&quot;&gt;https://fuckyeahcyber-punk.tumblr.com/post/109183518584/katerina-ladon&lt;/a&gt;&lt;/div&gt;  &lt;script async=&quot;&quot; src=&quot;https://assets.tumblr.com/post.js&quot;&gt;&lt;/script&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;i&gt;Ah, mas é arte de fã&lt;/i&gt;, você dirá,&lt;i&gt; o título da publicação deve estar que nem o nosso.&amp;nbsp;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Fui procurar a primeira edição de 1986 e, pasmem, estava traduzido. Assim como a versão francesa (1985), a catalã (1988), a &lt;b&gt;PORTUGUESA&lt;/b&gt; (1988), a grega (1989), a holandesa (1989), a finlandesa (1991), a eslovena (1997) e a espanhola (1997). Todas com o título em sua língua mater, menos na edição da Aleph (1991).&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiogXsUHZaOvY-buCqI5GYAX9oD8q2fGsHvgSeWX2X781UQiwt2DZ0j6DFVtUPDUq6z3kYfq9Q0qQ_7mhj6z0YL9M9jgwrDO10a_WldBpp8Xi79HHqTvi7aewVHDo3c66JhHI6dcexdNyF4pgEOKGyYh_n2swnI8FaIzrqbCpeP1dt-RRY0uNr8Ozsau27x/s2480/Neuromante%201985%20franc%C3%AAs%20La%20D%C3%A9couverte.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiogXsUHZaOvY-buCqI5GYAX9oD8q2fGsHvgSeWX2X781UQiwt2DZ0j6DFVtUPDUq6z3kYfq9Q0qQ_7mhj6z0YL9M9jgwrDO10a_WldBpp8Xi79HHqTvi7aewVHDo3c66JhHI6dcexdNyF4pgEOKGyYh_n2swnI8FaIzrqbCpeP1dt-RRY0uNr8Ozsau27x/s320/Neuromante%201985%20franc%C3%AAs%20La%20D%C3%A9couverte.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante francês, La Découverte,&amp;nbsp;1985&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd1mhrNP2S4A3Cwzi_QabXrlvLgQIkrJ-pNC5L2BJVJzU8ZcEJmZFUexBpEJO-B1yj4LL-jg8P95K5J28bu8FVD46bFOhxGtehty0sDBcgoWPpK0lP1JhVaeXEjy7rQ6MEe7LHvXxOCxVssOM92aOl2cENtCJ0d9LY97jO_zEpspqY8mwOOvo19A4SzmC1/s2480/Neuromante%201986%20italiano%20Nord.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd1mhrNP2S4A3Cwzi_QabXrlvLgQIkrJ-pNC5L2BJVJzU8ZcEJmZFUexBpEJO-B1yj4LL-jg8P95K5J28bu8FVD46bFOhxGtehty0sDBcgoWPpK0lP1JhVaeXEjy7rQ6MEe7LHvXxOCxVssOM92aOl2cENtCJ0d9LY97jO_zEpspqY8mwOOvo19A4SzmC1/s320/Neuromante%201986%20italiano%20Nord.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante, italiano, Nord,&amp;nbsp;1986&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkCIbncIt8RncjHjBnCxzoltWLOHutLt1Izkowt9GiYtGv_KRY9o-BfqyzHfpcZINdS0yfdp4CcNNv_Cky6cINUu8CDioddqkFp9TYtuZsZvQm3izu5CE53saX2_YfuQo5icdB0mnGbcnuqN1BR4B6KdDfcBDbQbEpdSg3QUPIsn_bEOV6uNSu5DI9i-1h/s2480/Neuromante%201988%20catal%C3%A3o%20Pleniluni.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkCIbncIt8RncjHjBnCxzoltWLOHutLt1Izkowt9GiYtGv_KRY9o-BfqyzHfpcZINdS0yfdp4CcNNv_Cky6cINUu8CDioddqkFp9TYtuZsZvQm3izu5CE53saX2_YfuQo5icdB0mnGbcnuqN1BR4B6KdDfcBDbQbEpdSg3QUPIsn_bEOV6uNSu5DI9i-1h/s320/Neuromante%201988%20catal%C3%A3o%20Pleniluni.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante catalão, Pleniluni,&amp;nbsp;1988&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSKPX6kElWl9NdJ88tmubWSb9ymFOFqNSfVFbsDNngGo4cBj86vU9pPMXJIQ5QYIowHDbR9_TpcWOz-rImst_8T5IwDi5loc2fVQLyW81SEKYT1eGVXuW6URUQdJMNfJ_K7TV8MODm-YUwXo7ZIzr8UMRkv1MRLeXsxD8AJ61H82CDzbq457KBlXUhSNc2/s2480/Neuromante%201988%20portugu%C3%AAs%20Gradiva.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSKPX6kElWl9NdJ88tmubWSb9ymFOFqNSfVFbsDNngGo4cBj86vU9pPMXJIQ5QYIowHDbR9_TpcWOz-rImst_8T5IwDi5loc2fVQLyW81SEKYT1eGVXuW6URUQdJMNfJ_K7TV8MODm-YUwXo7ZIzr8UMRkv1MRLeXsxD8AJ61H82CDzbq457KBlXUhSNc2/s320/Neuromante%201988%20portugu%C3%AAs%20Gradiva.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante português, Gradiva,&amp;nbsp;1988&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEqQr08f-4KO75EFKnuiiUSCuuSgeSzSBH4xtr8VhubpiHlhx6Rupd6NIiXTJCinqDQOgstV2io5y5Vb7H_chU4nSbfO4eB4IB5Ehr1zmvkMP3qMJ6ew-b4biw4sVv8aJgbVeX4jJxLRIiPzPE6ASBJLO8OWH0qH-zpmjq64v8qB9r1dWXkq7OMWq7R0F8/s2480/Neuromante%201989%20grego%20Aquarius.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEqQr08f-4KO75EFKnuiiUSCuuSgeSzSBH4xtr8VhubpiHlhx6Rupd6NIiXTJCinqDQOgstV2io5y5Vb7H_chU4nSbfO4eB4IB5Ehr1zmvkMP3qMJ6ew-b4biw4sVv8aJgbVeX4jJxLRIiPzPE6ASBJLO8OWH0qH-zpmjq64v8qB9r1dWXkq7OMWq7R0F8/s320/Neuromante%201989%20grego%20Aquarius.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante grego, Aquarius,&amp;nbsp;1989&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5hftyy-6oxFQIjp5Z8Ep0iAiLs91nzJ5rhldcay7etxj6lxcA8hQAwrN-_U39qKPQpZ8rFGp3dKe5aJyhEyjeMbsywUfBgRtNYf2M3TwtXufV_5lTIsaphAA6Fr3RW3kzcCTEKUuVwvdFwLgqhtX2hyphenhyphen2XcemhO_k_Sp9N4rlCU4DyQdCvqjBoFsAv5llU/s2480/Neuromante%201989%20holand%C3%AAs%20Meulenhoff.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5hftyy-6oxFQIjp5Z8Ep0iAiLs91nzJ5rhldcay7etxj6lxcA8hQAwrN-_U39qKPQpZ8rFGp3dKe5aJyhEyjeMbsywUfBgRtNYf2M3TwtXufV_5lTIsaphAA6Fr3RW3kzcCTEKUuVwvdFwLgqhtX2hyphenhyphen2XcemhO_k_Sp9N4rlCU4DyQdCvqjBoFsAv5llU/s320/Neuromante%201989%20holand%C3%AAs%20Meulenhoff.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante holandês, Meulenhoff,&amp;nbsp;1989&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8i9_SEkcLq-notebAVHjDyLFJVtD4MmBFUVJtWC-AZA_PNin-ZGnxLAg4h9HvIyX4nih0LzGChWAanfMkVwxbXDrJIZRzAF-8YEfZJfV5N1xNtUSREaAWG_NmAqLy3u4ncV2Md4N1otuiTeXM_mcKXSS933isjxuHoSigVj_U5fsh53ewiRMLBxrzuH1m/s2480/Neuromante%201991%20brasileiro%20Aleph.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8i9_SEkcLq-notebAVHjDyLFJVtD4MmBFUVJtWC-AZA_PNin-ZGnxLAg4h9HvIyX4nih0LzGChWAanfMkVwxbXDrJIZRzAF-8YEfZJfV5N1xNtUSREaAWG_NmAqLy3u4ncV2Md4N1otuiTeXM_mcKXSS933isjxuHoSigVj_U5fsh53ewiRMLBxrzuH1m/s320/Neuromante%201991%20brasileiro%20Aleph.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante brasileiro, Aleph,&amp;nbsp;1991&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuZYjdMOj3M14OSmvDP4TKgcKxxpC2eUC4S7USIThoOtkkqFlpNwhTaphDa1qHCI6onhW2bi073UOwvx3rApC57WKYorKAhNITqnzxgfGaALDj7FXP8m-Nwmo8eVSoC-ezurSmHzshq8MH92eiRYYfxdJPSZcRCqNAbdJbLXgvnytRAs_fuvXu9ZssU_LP/s2480/Neuromante%201991%20finland%C3%AAs%20WSOY.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuZYjdMOj3M14OSmvDP4TKgcKxxpC2eUC4S7USIThoOtkkqFlpNwhTaphDa1qHCI6onhW2bi073UOwvx3rApC57WKYorKAhNITqnzxgfGaALDj7FXP8m-Nwmo8eVSoC-ezurSmHzshq8MH92eiRYYfxdJPSZcRCqNAbdJbLXgvnytRAs_fuvXu9ZssU_LP/s320/Neuromante%201991%20finland%C3%AAs%20WSOY.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante finlandês, WSOY,&amp;nbsp;1991&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_QRHMk0OzIeV2Nea27ij1ISfoqMCDnYdJg0jLGySa9gn51XPUqPJdOsbwtRrE-8yKTAK5Sy316v5wWqdqCSIN5VjXbkMjkEzCkorMQRyaXoFdwGWc9eZJQXJsLfR4Vu0kIaZ7BDC20NQLJiAPU209i_AFWdydbcIUrB67A4htBQIBGlVkwJ-QcG3MrorA/s2480/Neuromante%201997%20esloveno%20Cankarjeva.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_QRHMk0OzIeV2Nea27ij1ISfoqMCDnYdJg0jLGySa9gn51XPUqPJdOsbwtRrE-8yKTAK5Sy316v5wWqdqCSIN5VjXbkMjkEzCkorMQRyaXoFdwGWc9eZJQXJsLfR4Vu0kIaZ7BDC20NQLJiAPU209i_AFWdydbcIUrB67A4htBQIBGlVkwJ-QcG3MrorA/s320/Neuromante%201997%20esloveno%20Cankarjeva.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante esloveno, Cankarjeva,&amp;nbsp;1997&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmHXBmycmS-7N9vFAB_H188pnTLzr0g2vaNPNGtBWDBtot45LwsVD8TUxYmyOZxdcpXm-wSQkSaIPBo7fWUSh3gfseE71tG8zNzRzOIIU5ulIViZxzia8oJU3Id_hJ7-noZy2X-vtRKgg3c2OVS-jBhLSnh4EKo6t7gVTSmUZvzyq0ERSut8DFhZfw8_Of/s2480/Neuromante%201997%20espanhol%20Minotauro.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2480&quot; data-original-width=&quot;1748&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmHXBmycmS-7N9vFAB_H188pnTLzr0g2vaNPNGtBWDBtot45LwsVD8TUxYmyOZxdcpXm-wSQkSaIPBo7fWUSh3gfseE71tG8zNzRzOIIU5ulIViZxzia8oJU3Id_hJ7-noZy2X-vtRKgg3c2OVS-jBhLSnh4EKo6t7gVTSmUZvzyq0ERSut8DFhZfw8_Of/s320/Neuromante%201997%20espanhol%20Minotauro.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Neuromante espanhol, Minotauro, 1997&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Quando Nelson Rodrigues dizia, &lt;i&gt;“Por “complexo de vira-lata” entendo eu a inferioridade em que o brasileiro se coloca, voluntariamente, em face do resto do mundo. O brasileiro é um narciso às avessas, que cospe na própria imagem”&lt;/i&gt;, não era a toa. Mas isso pode ser mais cientificamente esmiuçado pela &lt;a href=&quot;https://pt.wikipedia.org/wiki/Teoria_da_depend%C3%AAncia&quot; target=&quot;_blank&quot;&gt;Teoria Marxista da Dependência&lt;/a&gt;, &lt;a href=&quot;https://www.marxists.org/portugues/marini/1973/mes/dialetica.htm&quot; target=&quot;_blank&quot;&gt;proposta por Ruy Mauro Marini&lt;/a&gt; e companhia, a qual não tenho tanta leitura como deveria. Mas deixo esse documentário pra você se animar com o tema.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/ww4_HoY-UYA&quot; width=&quot;487&quot; youtube-src-id=&quot;ww4_HoY-UYA&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;p&gt;&lt;span style=&quot;white-space: normal;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Voltando a Trilogia Trambolhão, que nem isso traduziram, assim como franceses (&lt;i&gt;Trilogie de la Conurb&lt;/i&gt;), italianos (&lt;i&gt;Trilogia dell&#39;Agglomerato&lt;/i&gt;) e espanhóis (&lt;i&gt;Trilogia del Ensanche&lt;/i&gt;) fizeram por mais fácil que fosse.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;b&gt;&lt;i&gt;SPRAWL&lt;/i&gt;&lt;/b&gt; (spról), s. Trambolhão; v. t. e i. Espichar-se, estender-se ao comprido; estatelar-se; dar trambolhões. ROSA, Ubiratan.&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Enfim, gostei muito das capas da edição de 2016 da trilogia, com as artes do espanhol &lt;a href=&quot;https://citadel9.com/&quot; target=&quot;_blank&quot;&gt;Josan “Deathburger” Gonzales&lt;/a&gt; e achei que mereciam uma versão brasileira de verdade.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_4foNozvHQxSUvwP1tkkOg-SYElbqciT0kuU_B51tPFKTnB-yBXavQVL8LXuX5M7n4c0_Vte2uvgWueff8ocN-GXjYVef5WIqIwThA70T9nF6Bv5ouXGuyhb-gpYItEmH7MDztN5FEHGiQPcDJOrcSM77uc1yt6HRbARanaWy4hazafaWb00QpQT8Zyxs/s2048/Trambolh%C3%A3o%20vol%201.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2048&quot; data-original-width=&quot;1375&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_4foNozvHQxSUvwP1tkkOg-SYElbqciT0kuU_B51tPFKTnB-yBXavQVL8LXuX5M7n4c0_Vte2uvgWueff8ocN-GXjYVef5WIqIwThA70T9nF6Bv5ouXGuyhb-gpYItEmH7MDztN5FEHGiQPcDJOrcSM77uc1yt6HRbARanaWy4hazafaWb00QpQT8Zyxs/w269-h400/Trambolh%C3%A3o%20vol%201.jpg&quot; width=&quot;269&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqHO78u1W5Iljisd1pXROOFkGvUc8dQ67qBst_AJ5OHaqYvlY9fYkHmRHGvkUu7zRhpRCovFDwg_rqLWHGC6UDyL8Ko3Uv0ns-gpo6vv1RfcfccfEj8dCeqNzMQEALtMSFwRTlsvrqBFjZmnvu514mu-FBQh2qABYCWPwamNuSC6P-HUzZKTJG4o4GBpB/s2048/Trambolh%C3%A3o%20vol%202.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2048&quot; data-original-width=&quot;1375&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqHO78u1W5Iljisd1pXROOFkGvUc8dQ67qBst_AJ5OHaqYvlY9fYkHmRHGvkUu7zRhpRCovFDwg_rqLWHGC6UDyL8Ko3Uv0ns-gpo6vv1RfcfccfEj8dCeqNzMQEALtMSFwRTlsvrqBFjZmnvu514mu-FBQh2qABYCWPwamNuSC6P-HUzZKTJG4o4GBpB/w269-h400/Trambolh%C3%A3o%20vol%202.jpg&quot; width=&quot;269&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0BJf5QKrzp591eQglUmImEz2bRvMB-9bD9uS9T2SEZzDlG8ZuG9RqG6l3Us8cvwT5SbU8tniNZceF92AG-7MJWiIW94DBWqK5oZj3U2tAZEb1mqcRr6M6oSEIjXr0cSvJkQcUBTelTZndxb07HAOoB3V9xORM61Jx8X61ZaGiDzStZxXnQXlUg7LZ7O_a/s2048/Trambolh%C3%A3o%20vol%203.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2048&quot; data-original-width=&quot;1375&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0BJf5QKrzp591eQglUmImEz2bRvMB-9bD9uS9T2SEZzDlG8ZuG9RqG6l3Us8cvwT5SbU8tniNZceF92AG-7MJWiIW94DBWqK5oZj3U2tAZEb1mqcRr6M6oSEIjXr0cSvJkQcUBTelTZndxb07HAOoB3V9xORM61Jx8X61ZaGiDzStZxXnQXlUg7LZ7O_a/w269-h400/Trambolh%C3%A3o%20vol%203.jpg&quot; width=&quot;269&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Bom, espero que tenha gostado da arte e do anti-imperialismo deste textículo. Beijo no quengo e até a próxima.&lt;/p&gt;</description><link>https://ociolevaaovicio.blogspot.com/2024/04/subserviencia-linguistica-na-trilogia.html</link><author>noreply@blogger.com (Xikowisk)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTc6m8PYAYZ3rjsQD65dYXoZI8jPij7V6ymB5rZAIRMGlcrHZlUiKnWXkfJlhnfeo5C4rCj6uKmUIEuc1brmmYwnfKc-lsgkusVdz3P2rHtmEs1fcsVxAIsptD_u034Cehx2TF0RdKmLE20Y_SJZ9kSbXf-0XOr44GqapzlhCekvxKPtU4ElPICy26FSAU/s72-w400-h398-c/Trilogia%20Trambolh%C3%A3o%20Aleph%20x%20Xikowisk.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>São Gonçalo - RJ, Brasil</georss:featurename><georss:point>-22.8233781 -43.0462495</georss:point><georss:box>-51.133611936178845 -78.2024995 5.4868557361788461 -7.8899995000000018</georss:box></item></channel></rss>