Pascal's Triangle and the Fibonacci Series Pascal’s Triangle, developed by the French Mathematician Blaise Pascal, is formed by starting with an apex of 1. Every number below in the triangle is the sum of the two numbers diagonally above it to the left and the right, with positions outside the triangle counting as zero. The numbers on diagonals of the triangle add to the Fibonacci series, as shown below. Pascal’s triangle has many unusual properties and a variety of uses: Horizontal rows add to powers of 2 (i.e., 1, 2, 4, 8, 16, etc.)The horizontal rows represent powers of 11 (1, 11, 121, 1331, etc.)Adding any two successive numbers in the diagonal 1-3-6-10-15-21-28… results in a perfect square (1, 4, 9, 16, etc.)It can be used to find combinations in probability problems (if, for instance, you pick any two of five items, the number of possible combinations is 10, found by looking in the second place of the fifth row. Be Sociable.
The Flower of Life The flower of life holds a secret through which one can discover the most important and sacred pattern in the universe. This is the source of all that exists; it’s called the Fruit of Life. It contains 13 informational systems. Each one explains another aspect of reality. Thus these systems are able to give us access to everything ranging from the human body to the galaxies. In the first system, for example, it’s possible to create any molecular structure and any living cellular structure that exists in the universe. If you overlay a map (after getting the correct scale) with the complete flower of life, all sacred sites, standing stones etc, will sit at the centre of six points. The creator’s consciousness is said to exist within the sphere and the only thing that physically exists is the membrane of the sphere itself. This “first step” is not to be confused with the “first day”, the latter being in reference to the seven days of creation. The Egg of Life The Flower of Life Fruit of Life
G.I. Gurdjieff's Harmonium Improvisations (1949) <div style="padding:5px; font-size:80%; width:300px; background-color:white; margin-left:auto; margin-right:auto; border:1px dashed gray;"> Internet Archive's<!--'--> in-browser audio player requires JavaScript to be enabled. It appears your browser does not have it turned on. Gurdieff's harmonium improvisations, which often followed the dinners which he held in his Paris apartment during the Occupation and immediate post-war years, to his death in 1949. NOTE: The recordings are Public Domain in the European Union (as recorded more than 50 years ago), but as far as I understand not so in the US. This audio is part of the collection: Community AudioIt also belongs to collection: Artist/Composer: Keywords: Gurdjieff; Harmonium; Improvisations Creative Commons license: Public Domain Mark 1.0 Individual Files Be the first to write a review Downloaded 2,001 times Reviews
Hydroponics NASA researcher checking hydroponic onions with Bibb lettuce to his left and radishes to the right Hydroponics is a subset of hydroculture, the method of growing plants without soil, using mineral nutrient solutions in a water solvent.[1] Terrestrial plants may be grown with only their roots exposed to the mineral solution, or the roots may be supported by an inert medium, such as perlite or gravel. The nutrients in hydroponics can be from fish waste, duck manure, or normal nutrients. History[edit] In 1929, William Frederick Gericke of the University of California at Berkeley began publicly promoting that solution culture be used for agricultural crop production.[3][4] He first termed it aquaculture but later found that aquaculture was already applied to culture of aquatic organisms. Reports of Gericke's work and his claims that hydroponics would revolutionize plant agriculture prompted a huge number of requests for further information. Techniques[edit] Static solution culture[edit]
Human Form From Sacred Geometry New Discoveries Linking The Great Pyramid to the Human Form Copyright 1997 - 2000 CHARLES R. HENRY All Rights Reserved Professor, Department of Sculpture Virginia Commonwealth University Richmond, Virginia This site is best viewed on Microsoft Internet Explorer 4.0 or higher with screen set to 1024 X 768 pixels, 24 bit ...16 million colors. Set ... Click on thumbnails to view larger images. For more than twenty years, I have been studying the image generating properties of reflective spheres stacked in 52 degree angle pyramids. Figure 1 Vesica Piscis in 2 Dimensions In the early 1970s, I became very interested in the three dimensional representation of this geometry and I visualized this as a three dimensional pyramid inside two intersecting spheres shown in Figure 2. Figure 2 Vesica Piscis in 3 Dimensions In an effort to visualize these 3D relationships in yet another way, I stacked reflective Christmas Tree balls in an inverted pyramid shell. Figure 3 Figure 4 Figure 5 Figure 6 Figure 9 Figure 10 1.)
Ontology Philosophical study of being Ontologists disagree about which entities exist on the most basic level. Platonic realism asserts that universals have objective existence. Conceptualism says that universals only exist in the mind while nominalism denies their existence. There are similar disputes about mathematical objects, unobservable objects assumed by scientific theories, and moral facts. The origins of ontology lie in the ancient period with speculations about the nature of being and the source of the universe, including ancient Indian, Chinese, and Greek philosophy. Ontology is the study of being. The word ontology has its roots in the ancient Greek terms ὄντως (ontos, meaning being) and λογία (logia, meaning study of), literally, the study of being. The scope of ontology covers diverse entities, including everyday objects, living beings, celestial bodies, ideas, numbers, and fictional creatures. Being, or existence, is the main topic of ontology. Particulars and universals [edit]
The Gurdjieff Journal—Fourth Way Perspectives—Gurdjieff & Abyssinia From Thebes we traveled up the Nile to its source, and went on into Abyssinia, where we stayed for three months; and then coming out to the Red Sea we passed through, and finally reached the ruins of Babylon." This is the whole of the account that Mr. Gurdjieff gives of his and Professor Skridlov's trip to Abyssinia, modern day Ethiopia and Eritrea. One could be forgiven for not placing much importance on it. Compared to what Gurdjieff writes about his treks through the Hindu Kush in Meetings with Remarkable Men, his trip to Ethiopia would appear to have been uneventful. But could this be an instance where Gurdjieff buried the dog, that is, purposefully hid his sources? Said J.G. Bennett seems to indicate multiple visits to Ethiopia occurred. What would have drawn Gurdjieff to Ethiopia? Magnetic Ethiopia Perhaps Gurdjieff went to Ethiopia in order to understand what drew Moses there. Similarly, Mohammed married a woman whose dowry was provided by the king of Ethiopia.
Jetters Visions About Sacred Geometry Introduction Sacred Geometry is the blueprint of Creation and the genesis of all form. It is an ancient science that explores and explains the energy patterns that create and unify all things and reveals the precise way that the energy of Creation organizes itself. On every scale, every natural pattern of growth or movement conforms inevitably to one or more geometric shapes. As you enter the world of Sacred Geometry you begin to see as never before the wonderfully patterned beauty of Creation. The molecules of our DNA, the cornea of our eye, snow flakes, pine cones, flower petals, diamond crystals, the branching of trees, a nautilus shell, the star we spin around, the galaxy we spiral within, the air we breathe, and all life forms as we know them emerge out of timeless geometric codes. Viewing and contemplating these codes allow us to gaze directly at the lines on the face of deep wisdom and offers up a glimpse into the inner workings of the Universal Mind and the Universe itself. 1.
Derinkuyu Underground City In Derinkuyu Turkey there is an underground city with 11 levels. It's able to hold up to potentially 20 THOUSAND people. It has wine cellars, stables for livestock, and even what appear to be chapels. The openings to each level are guarded by a huge circular rock door that can be shut by a single person from the inside to keep people out. The opening in the center acts as a peep hole. "Derinkuyu Underground City is an ancient multi-level underground city of the Median Empire in the Derinkuyu district in Nevşehir Province, Turkey. They say it was built/ dug in the 6th or 7th century BC. I don't know about you but this is crazy to me! "First built in the soft volcanic rock of the Cappadocia region, possibly by the Phrygians in the 8th–7th centuries B.C. according to the Turkish Department of Culture, the underground city at Derinkuyu may have been enlarged in the Byzantine era. The most intriguing thing to me isn't what we've found, it's what we haven't.
Omraam Mikhaël Aïvanhov - biographie Enfance | Adolescence | Illumination | La fraternité de Peter Deunov | Mission en France | Omraam Mikhaël Aïvanhov | Le Maître et les jeunes | Une mission universelle Enfance Omraam Mikhaël Aïvanhov naît à l’aube du vingtième siècle dans le petit village de Serbtzi en Macédoine. C’est le 31 janvier 1900, il est passé minuit, et le premier chant des coqs annonce la lumière d’un jour nouveau. La Montagne de la Grand-Mère, massive avec son sommet arrondi, veille sur le village endormi. Un deuxième grand amour, sa passion pour l’eau, s’éveilla alors qu’il n’avait pas encore cinq ans. Capable de se concentrer pendant des heures pour observer les phénomènes de la nature, sensible aux paroles de sa mère et de sa grand-mère, il s’isolait souvent pour réfléchir et tirer des conclusions qui s’imprimaient de façon indélébile dans sa mémoire : c’est ainsi que les événements de sa jeunesse furent une source constante d’enseignements dont il se servira plus tard dans ses conférences. Adolescence
symboldictionary.net CG: Introduction to Sacred Geometry: Text, Mandalas and Vidio plus free graphics The First Archetypes of Sacred Geometry Fig. 1 The Single Point Fig. 2 The Two Points Fig. 3 The Radius/Arc Fig. 4 The Circle Fig. 5: Two Circles Of Common Radius Fig. 6 The Vesica Piscis Fig. 7 Two New Points - C and D Fig. 8 Four Circles Of Common Radius: Four New Points (E,F,G,&H): And The Petal Fig. 9 The First Two Circles in Nature's First Pattern Side Note: We recently received another "Top Spiritual Site" award from Spirit and Sky, a directory for all things spiritual. (Home) (Sacred Geometry Home) About Gilchrist Sacred Geometry an Introduction Sacred Geometry Coloring Book About Mandalas Charles Gilchrist Mandalas Prayer Wheels Ennis Court Mandals Order Form E-mail Links) Copyright © 2008 by Charles Gilchrist All Rights Reserved, World Rights Reserved Reproduction in whole or in part in any form or medium without express written permission is prohibited.