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            Out of the book ”Signs – Letters – Alphabets” by Csaba Varga 
            I do not tell a story, I 
            do not put my words in a lyric form, but “exploiting” my 
            mathematical knowledge, I build my statements on axioms. That is, I 
            do what Euclid did: instead of haphazardly dropping statements, 
            comparing tiny details, or trying to spot general truths, I collect 
            extremely simple and indisputable statements that I can use to make 
            my points clear in this research. Therefore, those who find the use 
            of axioms unpleasant for some reason can only blame the powers above. 
            Some comments:I would like to say a couple of words to the reader who is not 
            involved in science professionally: Any statement can be an axiom – 
            anything that is obvious and corresponds with a phenomenon that we 
            experience in our everyday life so much so that it would be 
            ridiculous to prove it false. (Here are some of
 
            Euclid’s axioms, for 
            instance:Two points determine a line. / Three points that are not on the same 
            line determine a plane. / Two lines intersect in one point, etc.) 
            There is no limit regarding the number of axioms. We can pick as 
            many axioms as we need. (Euclid happened to make up 22 axioms.) Of 
            course, some restrictions exist.
 
            We have to be aware of 
            two, really important conditions in putting together our axioms:1. The collection of axioms must be free of contradiction. In 
            case one of our axioms contradicts the other, we should not think 
            twice: we must throw away one of them. (It does not matter which one, 
            the important thing is that no inconsistency remains in the end).
 2. Not one axiom should be deductible from another. Since if 
            an axiom is a result of others or even one other axiom, then it is 
            not an axiom, a self-evident truth. However, there is no problem; 
            again, we should simply get rid of that statement. (Of course, this 
            does not mean that it cannot be a brilliant thesis or definition). 
            The world of axioms is this simple. If they fulfill the above 
            conditions, and if we have chosen the right ones, all we have to do 
            is rely upon them excluding everything else, and we will surely find 
            several truths.
 
            THE AXIOMS 
            I found that the 
            following axioms could be used in the history of writing: 
            AXIOM I: Every set of 
            signs is an invention. 
            AXIOM II: It is not 
            possible to invent the same set of signs twice (You cannot step into 
            the same river twice). 
            AXIOM III: I will make 
            use of a basic and very simple mathematical thesis:If a = b = c is true,
 Then a = c is true as well.
 
            AXIOM IV: It is not 
            possible to reconstruct the forgotten letters of an alphabet from an 
            incomplete set (In writing history there is no way back). 
            AXIOM V: If there is a 
            congruence of 50 percent or more between two groups of signs, we 
            have two sets of the same origin. 
            AXIOM VI: Everything 
            develops from the most basic state. 
            AXIOM VII: This is the “Martian-axiom.” 
            The unproductiveness of the scientific studies aiming at past events 
            does not prove anything (Generally, we cannot project contemporary 
            observation results onto the past).
 I will not perform complicated operations with these axioms; I 
            mostly intend to use them as navigation lights when it becomes easy 
            to get lost in the dark.
 
 It is in the nature of axioms that they do not need explanation. In 
            the next couple of pages I want to explain them anyway. The reason 
            why I am doing this lays in the peculiarity of the so-called 
            “European” way of thinking. When I say “European” I do not only take 
            the geographical sense of the word but use it as the attribute of 
            the Indo-European culture as well. An interesting characteristic of 
            the world-view of this culture is that it took only well sorted out 
            happenings of the past into it’s own “history”. This is why a great 
            part of our knowledge of the past is unilateral and therefore 
            confusing.
 
            Here are some simple 
            examples: Surely everyone noticed that the reports about the 
            discoveries of the 1500s are misleading. How is it possible to 
            “discover” America when great cultures have already dwelt there 
            before? How can we say, “the Mayas are discovered?” We can discover 
            a coalmine but not a contemporary human being – we could only get 
            acquainted with them.  
            One of the most 
            revealing examples of this completely egocentric view from the age 
            of “discoveries” is the following: We are taught that the Spanish 
            Álvaro de Meňdana discovered New Guinea. But what was he to find 
            there? He encountered Chinese merchants and Moslem missionaries 
            among the residents. In spite of this we call Meňdana the discoverer 
            of New Guinea, what is more, it is only since Meňdana that we regard 
            the island as a separate entity. 
            Thus, we can conclude 
            that the statement “America was discovered in 1492” does not mean 
            more than the fact that it was only in 1492 that its existence 
            became known to the Europeans. 
            The same can be said of 
            the sciences, mainly of mathematics, geometry, medical science, and 
            astronomy. The Pythagorean thesis, or Euclidian geometry, for 
            example, had been widely known thousands of years before Pythagoras 
            and Euclid were born; so the only thing we can assert is that the 
            Western European people learned of these ancient scientific results 
            through these famous scientists.  
            There is a puzzling 
            question that works well to support the above: Why is that we use 
            the Arabic numbers in Europe and why do the Arabs not use European 
            numbers? 
            Our studies show that it 
            was Giordano Bruno who discovered for humankind that the Earth was 
            round and revolving. A modern cock-and-bull story is this.The Mayan people, for example, had a separate god of the earth-axis: 
            Itzamna.
 
            Another example: more 
            than two thousand years ago a Greek man calculated the length of the 
            perimeter of the Earth (the Equator) using a smart and simple trick. 
            His estimates are quite close to the actual numbers. From the 
            positioning of ancient observatories we can claim one thing for sure: 
            the astronomers of the age took advantage of their knowledge about 
            the spherical form of the Earth.  
            Is it not confusing that 
            we call our belief-system religion and at the same time we call that 
            of other people superstition and so we despise them for their 
            superstitiousness? 
            Thus, slowly (in about 
            two thousand years) the great fog that came down on those eager to 
            find out about ancient winding paths of spiritual achievements, 
            which has become real hard to penetrate, and even the wisest can get 
            lost in it. Due to our upbringing it is difficult for us to accept 
            that the human spirit is one complete entity and there are no 
            honored stages in this entity – that in the spiritual world of 
            humankind everything is connected. 
            The above made me want 
            to dust off the simplest and clearest possible statements before 
            descending into the abyss of time. 
            
             Signs- 
            Letters - Alphabets
 
      Anima Könyv:Signs-Letter-Alphabets
 
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