Replying to Avatar Petra Veritatis

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Discussion

Católicos modernistas vivem em uma ilusão, acreditando que o estado moderno fundado sobre os princípios maçônicos irá funcionar de forma justa e proteger a igreja dos inimigos terrenos, preservar o que sobrou da moral cristã na sociedade.

iludidos.

nostr:nevent1qqsgyek663azdh6xmpa4p7lq75dyl2ca3vd29na9z70zhv3mmavg93gzyqfdw06sduvwxwnpunf7urjkc6dwpce0qlsa8hyx3qmm9hvk7gfd5qcyqqqqg2glfva67

nostr:nevent1qqsv00p0vgakw8jh2lwe9r66zwka0e3lgp5n4e72nuaflrjd2mgpsagzyqfdw06sduvwxwnpunf7urjkc6dwpce0qlsa8hyx3qmm9hvk7gfd5qcyqqqqg2g38x2jj