- 28 Mar 2013, 21:10
#792521
[justify]Observações:[/justify][justify]1- Se você não tiver tempo não leia, tópico meio grande, salve e depois leia[/justify][justify]2-Meu primeiro tópico no pua base, o engraçado ou não que quando eu escrevia a pagina deu "pau" e eu perdi tudo e tive que escrever tudo de novo quando estava no final, faz parte da vida não é? é bom porque irei melhorar o máximo dessa vez. Essas são observações de vida minhas antes e pós pua/pua base e minhas lutas contra minhas crenças limitantes que são poderosas mas que a cada dia vão perdendo poder, aa's grandes e medos, eu espero que tenha importância para os novatos e veteranos e que possa valer a pena o tempo gasto lendo, perdoe-me os erros gramaticais, então vamos-la.[/justify][justify]Durante nossa estrada no mundo encontramos problemas difíceis, mas ultimamente eu aprendi que : "a dor é temporária, pode durar um dia, meses ou anos mais é temporária" e depois deste caminho vem o sucesso e redefina o significado das coisas, pare de pensar em problemas, mude isso, problemas são oportunidades disfarçadas.[/justify][justify]Link veja :[/justify][justify]http://www.youtube.com/watch?v=gOjVPch6hEE[/justify][justify]Estando cientes disto temos 3 realidades:[/justify][justify]
[font=Verdana, sans-serif][/font]Então sabendo disto temos uma formulinha que não é a 1 , que é a "equação máxima para obter um resultado e mudanças de diferentes tamanhos na vida":[/justify][justify][font=Verdana, sans-serif][/font][font=Verdana, sans-serif]ódio/revolta[/font] [font=Verdana, sans-serif]+ causa justa[/font] [font=Verdana, sans-serif]- resistência[/font] [font=Verdana, sans-serif]= resultado[/font]
Através desta formula você pode obter qualquer resultado, porém a matrix sabe disso e ela ainda quer te controlar, por isso não é tão fácil, pensou que seria caro amigo? haha, paranoia? não, é a realidade. Na parte 2 iremos a fundo sobre isto.[/justify][justify][font=Verdana, sans-serif]
[font=Verdana, sans-serif]1-Vivemos em uma matrix, não a do filme mas uma real e verdadeira.[/font][font=Verdana, sans-serif][/font]
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[/img] 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[/img]
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[font=Verdana, sans-serif]2- Vivemos em uma sociedade do espetáculo[/font]
[/center]Desde a nossa infância somos incluídos em um contrato social no qual somos ligados uns aos outros mutualmente, porém através da força as pessoas podem mudar infelizmente esse contrato a sua escolha, através do uso da força, manipulação, generalizações e distorções, eles mechem no nosso sistema de crenças e a partir daí eles ditam e mostram tudo o que é belo,nem mesmo a justiça podem parar eles pois o próprio estado se beneficia destas limitações sobre a sociedade e mostram o que é bom, dizem que todos que estão nesse fórum são "desajeitados", ditam o que está na moda, que você deve imitar os famosos, que você é feio e precisa de roupas, acessórios, plásticas, dizem que você não é qualificado o suficiente, "você não merece essas coisas", que somente certo tipo de pessoas podem ser plenamente felizes, o rico é bom e mendigo é "sujo" e "sem alma", infeliz e solitário, porém o que eles não mostram para todos nós é que também somos solitários nesse mundo nosso de cada dia, eles não dizem que somos " a geração mais infeliz dos últimos 200 anos" com uma zona de conforto que cresce a cada instante onde as pessoas tem medo de confiar umas nas outras, usam a internet e vem a internet e os meios de comunicação como a verdade absoluta, usam as redes sociais como a sua primeira vida, enquanto somente sua realidade deveria existir e as redes que não são redes deveriam ficar em segundo plano, lá eles demonstram o melhor de si porém esquecem uma lei fundamental "você pode enganar a todos, menos a si mesmo", pois elas mais isolam do que integram e separam cada vez mais as pessoas, cresce o número de pessoas com dificuldade de falar em público. Os seus pais também são manipulados e colocam crenças que estes "poderosos" querem que eles coloquem em nós. Então os detentores deste contrato social que usam a força estão felizes da vida porque vocês estão controlados, negando sua liberdade de direito, pois se todos fossem livres? o que seria deste mundo?[/justify][justify]E eles não te dizem o que neste momento é o mais importante para mim e a verdade que eles se esforçam ao máximo para te esconder: "A felicidade não está nos outros, está em mim, não está nas roupas, no dinheiro, nas mulheres, em um harén, nos amigos, esta em mim, você pode ser um guru do pua, milionário e ter 3000 mil amigos (não no facebook) e todas as mulheres , mas se a felicidade não partir de você, você não tem nada."[/justify][justify]Muitos que estão aqui nesse fórum inconscientemente ou agora que leram agora sabem conscientemente dessas coisas resolvem ligar em certos momentos durante sua trajetória de eterno aprendizado da vida a ligar o.. o... o... o...[/justify][justify][img]data:image/jpeg;base64,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[/img][/justify][justify]Mesmo que você faça o que muitos do fórum ou que eu ate mesmo faço para tentar superar minhas crenças limitantes, aa's monstras e medos, o foda-se gera ódio, esse ódio é um sentimento pesado, forte e impactante, porém mesmo tendo uma certa carga "negativa" em certos momentos o ódio ou o foda-se é um instrumento e combustível poderoso na formula ódio/revolta + causa justa.[/justify][justify]Causa justa: Motivo porque você quer a mudança, porque, quando, por quem, por que você deve fazer isto, por que esta situação chegou a seu limite, o que aconteceria se você não tivesse essa causa, e como essa causa vai impactar na sua vida a pequeno, médio e longo prazo, é um dos combustíveis da formula a seguir.[/justify][justify]Resistência :Nenhuma mudança ocorre facilmente sempre existe uma resistência a mudança ,essa resistência vem na forma de crenças limitantes que eu tenho muitas mais estão perdendo força, aa's, todas as formas, estilos e faces do medo, desde ao medo de estudar ao medo que eu tenho aa's e da morte e a porra da matrix ( desculpas aos politicamente corretos)[font=Verdana, sans-serif][/font]Então sabendo disto temos uma formulinha que não é a 1 , que é a "equação máxima para obter um resultado e mudanças de diferentes tamanhos na vida":[/justify][justify][font=Verdana, sans-serif][/font][font=Verdana, sans-serif]ódio/revolta[/font] [font=Verdana, sans-serif]+ causa justa[/font] [font=Verdana, sans-serif]- resistência[/font] [font=Verdana, sans-serif]= resultado[/font]
Através desta formula você pode obter qualquer resultado, porém a matrix sabe disso e ela ainda quer te controlar, por isso não é tão fácil, pensou que seria caro amigo? haha, paranoia? não, é a realidade. Na parte 2 iremos a fundo sobre isto.[/justify][justify][font=Verdana, sans-serif]
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[/font][/justify]