Page 240 - Fingerprints of the Gods by Graham Hancock
P. 240

Graham Hancock – FINGERPRINTS OF THE GODS



                   concentrates on numbers, motions, measures, overall frames, schemas—
                   on the structure of numbers, on geometry.’
                                                                      7
                     Where could such a language have come from?  Hamlet’s Mill  is a
                   labyrinth of brilliant but deliberately evasive scholarship, and offers us no
                   straightforward answer to this question. Here and there, however, almost
                   with embarrassment, inconclusive hints are dropped. For example, at one
                   point the authors say that the scientific language or ‘code’ they believe
                   they have identified is of ‘awe-inspiring antiquity’.  On another occasion
                                                                               8
                   they pin down the depth of this antiquity more precisely to a period at
                   least ‘6000 years before Virgil’ —in other words 8000 years ago or more.
                                                       9
                     What civilization known to history could have developed and made use
                   of a sophisticated technical language more than 8000 years  ago? The
                   honest answer to this question is ‘none’, followed by a frank admission
                   that what is being conjectured is nothing less than a forgotten episode of
                   high technological culture in prehistoric times. Once again, Santillana and
                   von Dechend are elusive when it comes to the crunch, speaking only of
                   the legacy we all owe to ‘some almost unbelievable ancestor civilization’
                   that ‘first dared to understand the world as created according to number,
                   measure and weight.’
                                            10
                     The legacy, it is clear, has to do  with scientific thinking and complex
                   information of a mathematical nature. Because it is so extremely old,
                   however, the passage of time has dissipated it:

                      When the Greeks came upon the scene the dust of centuries had already settled
                      upon the remains of this great world-wide archaic construction. Yet something of
                      it survived in  traditional rites, in myths  and fairy-tales no longer understood ...
                      These are  tantalising fragments of a lost whole. They make  one  think  of  those
                      ‘mist landscapes’ of which Chinese painters are masters, which show here a rock,
                      here a gable, there the tip of a tree, and leave the rest to imagination. Even when
                      the  code shall have yielded,  when  the  techniques shall be  known,  we cannot
                      expect to gauge the thought of these remote ancestors of ours, wrapped as it is in
                      its symbols, since  the  creating, ordering minds  that devised  the symbols have
                      vanished forever.’
                                       11
                   What we have here, therefore, are two distinguished professors of the
                   History of Science, from esteemed universities on both sides of the
                   Atlantic, claiming to have discovered the remnants of a coded scientific
                   language  many  thousands of years older  than the oldest human
                   civilizations identified by scholarship. Moreover, though generally
                   cautious, Santillana and von Dechend also claim to have ‘broken part of
                   that code’.
                               12
                     This is an extraordinary statement for two serious academics to have

                   7  Ibid., p. 345.
                   8  Ibid., p. 418.
                   9  Ibid., p. 245.
                     Ibid., p. 132.
                   10
                   11  Ibid., pp. 4-5,348.
                   12  Ibid., p. 5.


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