“…os Gnósticos, sábios por excelência, sabem exatamente o valor da cruz e lhe rendem culto, não são fundamentados em nenhuma crença, senão em um conhecimento absoluto e imediato.”
Samael Aun Weor
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)
O Poder está na Cruz
A Cruz para os Gnósticos não é de modo algum um símbolo convencional, senão a representação de uma Lei invariável, a qual cobre toda uma gama, todos os fatos da Natureza sem nenhuma exceção.
Aquele que conhece os fundamentos da química sabe que a reação dos elementos só ocorre ao cruzá-los entre si. Por exemplo, a fórmula química H2-O, é simplesmente o cruzamento de dois átomos de hidrogênio e um de oxigênio, de modo que a água, precioso fluido essencial para a vida orgânica, é o resultado da Cruz. O poder para produzir água se encontra na Cruz do hidrogênio e oxigênio.
A harmonia no desenvolvimento de um sistema de mundos depende do ponto magnético crucial, onde as duas forças, centrífugas e centrípetas, se encontram equilibradas. Então, o poder que mantém os mundos está na cruz magnética dos espaços.
Uma célula masculina chamada espermatozoide se cruza com uma célula feminina chamada óvulo, e desta cruz nasce o ser humano. De tal maneira que o homem é o resultado da Cruz do espermatozoide masculino e o óvulo feminino.
Nada pode vir à existência sem o poder da Cruz.
Um aperto de mãos sincero e ideal cruza e harmoniza o afeto mútuo entre duas pessoas. Assim, a Cruz ao estender as mãos faz com que viva o afeto entre duas almas.
Pela rua caminha um belo rapaz e se encontra com uma bela jovem, cruzam seus olhares e desta cruz prodigiosa, sutil e intangível, mas real em seu poder mágico, nasce um afeto, nasce um amor que organizará um lar e produzirá efeitos assombrosos, assim como a multiplicação da espécie, a grandeza de uma nação, e talvez, o surgimento de um gênio que aumentará o progresso da ciência, ou da filosofia para melhorar o mundo. De tal forma, que a Cruz magnética dos olhares, mostra e prova que o poder está na cruz.
Uma semente é introduzida na terra e ao cruzar seu poder com os elementos químicos que constituem a estrutura do planeta, se produz as árvores, flores, sementes e frutos que aumentam multiplicando a espécie ad infinitum; de tal forma que o poder está na cruz.
Sem a cruz, não há nada novo, nem poderia transformar o antigo, de modo que os Gnósticos, sábios por excelência, sabem exatamente o valor da cruz e lhe rendem culto, não são fundamentados em nenhuma crença, senão em um conhecimento absoluto e imediato. Os Gnósticos são místicos da Verdade e ansiosos por conhecer todas as coisas, deixando de lado as coisas inúteis, toda a crença, pois esta torna o homem insensato, estúpido e inconsciente; e desta estupidez e inconsciência se aproveitam os mais arrojados para governar e dirigir as massas inocentes, que como cordeiros seguem estes líderes que são tão estúpidos e inconscientes como eles mesmos.
A Cruz é a razão de ser de todos os fatos da natureza, e nesta lei não existem exceções.
Quando alguém expõe uma ideia sobre algum aspecto filosófico, social ou científico, esta ideia se cruza com as que possuem os ouvintes, e assim se produz novas reações, tanto para encontrar a verdade que o conferencista expõe, ou para rejeitar suas pretensões de sábio; se seus conhecimentos não estão bem fundamentados. Assim, no cruzamento de ideias, se testam as inteligências e se descobrem as verdades, eliminando o errado.
O olhar se cruza com algum ser ou objeto, e nesta cruz obtêm-se a experiência sobre os seres e das coisas.
As substâncias proteicas dos alimentos que ingerimos, ao se cruzarem com nossa vida fisiológica celular, produzem reações cruciais para renovar a vida da célula desgastada e criar uma nova; se a substância não convém ao nosso organismo, a cruz bioquímica da substância, com as secreções dos órgãos internos específicos, produzem reações para serem eliminados oportunamente.
A cruz contém o mistério de todos os poderes imagináveis, sejam eles físicos, intelectuais ou morais.
Não existe nenhuma pessoa que filosófica, científica e racionalmente, possa encontrar algum fato que não dependa do poder da cruz, mais uma vez, podemos afirmar enfaticamente que o poder está na cruz e que a cruz natural e científica dos Gnósticos, nada tem a ver com crenças, nem com instrumentos de tortura de qualquer tipo.
A Cruz dos Gnósticos é o poder do Universo construindo átomos, moléculas, células, órgãos, organismos, mundos e sistemas de mundos.
No aspecto intelectual é a cruz das ideias, a que produz novos estados de consciência. No aspecto moral ou sensitivo, é a cruz o poder que causa todas as sensações maravilhosas que enobrecem e dignificam a alma. Ao se cruzar as melodias musicais com a capacidade auditiva do ser psicofísico daqueles que escutam, se produz uma bela eclosão na sensibilidade da alma e assim a harmonia interior é resultado dessa preciosa cruz de sons. Ao cruzar-se a vista com uma beleza natural, como uma flor, ou uma bela mulher, aparece na alma sentimentos de divina inspiração, que levam a consciência descobrir as íntimas fontes da perfeição, que se encontram na harmonia das formas. Ao cruzar-se, o pensamento com o sentimento, o ser humano se encontra não somente em perfeita harmonia, senão também com suficiente capacidade de conquistar com êxito a obra na qual está empenhado.
“Devemos aprender a pensar como um filósofo e sentir como um artista”, pois reunindo em perfeita amálgama crucial o elevado pensamento do filósofo com a sensibilidade divina do artista, surge o encantamento mágico da alma do verdadeiro Super-Homem.
Esta cruz do pensar e do sentir, em perfeita concordância e harmonia, é o que permite desenvolver o lado místico e espiritual da existência.
Bendita e divina Cruz, em sua preciosa estrutura, encontram-se ocultos todos os mistérios da Natureza e da Vida!
Samael Aun Weor