The adventures of Mr. Holmes & Dr. Watson are well known all over the world but few have noted that the notorious building number 221B on Baker Street is graphically similar to number 8221, where capital B in its structural shapes can be compared with number 8.
What is specific in number 8221 from point of view of the Advanced Noise-pattern Recognition approach? Let us refer to numeration of English Alphabet:
Amazing and fantastic; there is certainly a story to tell that is like a fairy tale. Very familiar abbreviation in our Holographic Universe (see list of publications at very below), is not it ? Abbreviation probably known not only to Mr. Holmes but to Prof. Moriarty, in G.Esu and other places too, I guess.
It looks like that Sir Arthur Ignatius Conan Doyle used very sophisticated cipher while choosing number of the building on Baker Street, more sophisticated than this one:
But how that numerology/abbreviation is related with the Name, and what we should understand under Name: e.g. one of the Official Trailers of the fundamentally innovated movie over Adventures of Mr. Holmes & Dr. Watson accentuates at some Name. So Whose Name is that? :
2:08 minute, Official Trailer's narrator - "Just follow My Name!" : Sherlock Holmes Game Of Shadows - Official Trailer
For those who are interested there are interesting publications over Holographic Universe issue:
1. L. Susskind (1995). "The World as a Hologram". Journal of Mathematical Physics 36 (11): 6377–6396.
2. J.D. Bekenstein (August 2003). "Information in the Holographic Universe — Theoretical results about black holes suggest that the universe could be like a gigantic hologram". Scientific American 17: p. 59.
3. Craig J. Hogan (2008). "Measurement of quantum fluctuations in geometry". Physical Review D 77 (10): 104031.
http://arxiv.org/abs/0712.3419
Comments: 7 pages, 2 figures, LaTeX. Extensive rewrite of original version, including more detailed analysis. Main result is the same but the estimate of noise in strain units for GEO600, showing 1/f behavior at low f and flat at high f, is improved. To appear in Phys. Rev. D.
Btw, Sir Arthur has an interesting fiction book over 'time traveling' wherein notorious historic personages accidentally meet together in the past. Strongly recommend to look over.
What is specific in number 8221 from point of view of the Advanced Noise-pattern Recognition approach? Let us refer to numeration of English Alphabet:
H (8). V (22). A (1).
Amazing and fantastic; there is certainly a story to tell that is like a fairy tale. Very familiar abbreviation in our Holographic Universe (see list of publications at very below), is not it ? Abbreviation probably known not only to Mr. Holmes but to Prof. Moriarty, in G.Esu and other places too, I guess.
It looks like that Sir Arthur Ignatius Conan Doyle used very sophisticated cipher while choosing number of the building on Baker Street, more sophisticated than this one:
Dr. Watson
Dr. Matson
Dr. Mafson
etc
Besides that, 22/1 (without number 8 - letter H) is birthday of the Someone, Who departed to the eternity at Highgate after successful experiment with freezing chicken, that is another coincidence, maybe. But how that numerology/abbreviation is related with the Name, and what we should understand under Name: e.g. one of the Official Trailers of the fundamentally innovated movie over Adventures of Mr. Holmes & Dr. Watson accentuates at some Name. So Whose Name is that? :
2:08 minute, Official Trailer's narrator - "Just follow My Name!" : Sherlock Holmes Game Of Shadows - Official Trailer
1. L. Susskind (1995). "The World as a Hologram". Journal of Mathematical Physics 36 (11): 6377–6396.
2. J.D. Bekenstein (August 2003). "Information in the Holographic Universe — Theoretical results about black holes suggest that the universe could be like a gigantic hologram". Scientific American 17: p. 59.
3. Craig J. Hogan (2008). "Measurement of quantum fluctuations in geometry". Physical Review D 77 (10): 104031.
http://arxiv.org/abs/0712.3419
Comments: 7 pages, 2 figures, LaTeX. Extensive rewrite of original version, including more detailed analysis. Main result is the same but the estimate of noise in strain units for GEO600, showing 1/f behavior at low f and flat at high f, is improved. To appear in Phys. Rev. D.
Btw, Sir Arthur has an interesting fiction book over 'time traveling' wherein notorious historic personages accidentally meet together in the past. Strongly recommend to look over.
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