Sacred geometry
Andres J Washington
Fingerprint Geometric Analysis, USA
: Forensic Toxicol Pharmacol 2015, 4:4
Abstract
Sacred geometry is a description of the use of fingerprint classifications in a geometric location. The purpose of the application is to analyze the position of a given code on a chart which is a display of an entire sequence of fingerprint codes. Through this method, with the understanding that mathematics is an exact science, the interpretation thereof allows us to examine the compatibility of groups of individuals who maintain a given geometric display, the ability to work together in harmony. This concept asserts its foundation on the dimensions of the perimeter of the Great Pyramid Khufu in Giza Egypt, which reflects time and space in its construction
Biography
Andres J Washington’s experience is in the performance of fingerprint identification encompasses research and study of the dermatoglyphic configurations. From 1979 through 1989, he studied and reviewed books such as The Science of Fingerprints by the FBI, Fingerprints, Palms and Soles by Harold Cummins, PhD and Charles Midlo, MD and The Finger Print System at Scotland Yard by Frederick R Cherrill, MBE. During 1988, he assisted in the composition of a lesson plan on fingerprint instruction and identification for the City of New York Department of Correction Academy. By 1989, he was known within the department to hold an interest in this area. From 1979 to the present, he has been conducting independent research on the combination of fingerprint patterns and their frequency for each digit. In 1981, he developed the NCIC FPC Filing Sequence Formula, which was later published by the International Association for Identification in February of 1983. Currently, he is contemplating a new innovation of the formula that would be beneficial to the law enforcement and the medical community. He has recently written a manuscript: The Correlation between the Elevation of the Mental Manifestation and the Phenomenon of the Dermal Ridge Arrangements .
