|
Rispondi |
Messaggio 1 di 385 di questo argomento |
|
| BARILOCHENSE6999 ha eliminato questo messaggio |
|
|
|
Rispondi |
Messaggio 131 di 385 di questo argomento |
|
the number eight John 8: "The teachers of the law and the Pharisees brought in a woman caught in adultery. They made her stand before the group and said to Jesus, ‘Teacher, this woman was caught in the act of adultery. In the Law, Moses commanded us to stone such women. Now, what do you say?’ They were using this question as a trap to have a basis for accusing him. But Jesus bent down and started to write on the ground with his finger. When they kept on questioning him, he straightened up and said to them, ‘If any one of you is without sin, let him be the first to throw a stone at her.’ Again he stooped down and wrote on the ground. At this, those who heard began to go away one at a time, the older ones first, until only Jesus was left, with the woman still standing there. Jesus straightened up and asked her, ‘Woman, where are they? Has no one condemned you?’ ‘No one, sir,’ she said. ‘Then neither do I condemn you,’ Jesus declared. ‘Go now and leave your life of sin.’" there is Luke 8 After this, Jesus traveled about from one town and village to another, proclaiming the good news of the kingdom of God. The Twelve were with him, and also some women who had been cured of evil spirits and diseases: Mary (called Magdalene) from whom seven demons had come out; Joanna the wife of Cuza, the manager of Herod's household; Susanna; and many others. These women were helping to support them out of their own means. Mark 16 Now when Jesus was risen early the first day of the week, he appeared first to Mary Magdalena, out of whom he had cast seven devils. 10 And she went and told them that had been with him, as they mourned and wept. 11 And they, when they had heard that he was alive, and had been seen of her, believed not. Station 8 has the baby with the plaid Jesus turned and said to them, "Daughters of Jerusalem, do not weep for me; weep for yourselves and for your children. For the time will come when you will say, 'Blessed are the barren women, the wombs that never bore and the breasts that never nursed!' Then "'they will say to the mountains, "Fall on us!" and to the hills, "Cover us!"' For if men do these things when the tree is green, what will happen when it is dry?"  the Arachne has 8 legs The Star of Isis has a connection to the OTO http://www.starofisis.org/?page_id=263The Gnostic Catholic Church was founded in 1907 e.v. by Jean Bricaud, Gérard Encausse and Louis-Sophrone Fugairon; the latter two having been bishops of Jules Doinel’s Gnostic Church (1890) before Doinel’s abdication as Patriarch. In 1908 e.v., Theodor Reuss appears to have received episcopal consecration and primatial authority in the Gnostic Catholic Church from Encausse, Bricaud and Fugairon in gratitude for his issuance to Encausse of a patent for the Masonic Rites of Memphis and Mizraim. The same year, Encausse, Bricaud and Fugairon changed the name of their church to the Universal Gnostic Church, leaving Reuss exclusive authority in the Gnostic Catholic Church. As with all his other affiliations, Reuss incorporated the Gnostic Catholic Church into the system of O.T.O.. As early as the 15th century AD, many Parisian historians believed that the city of Paris owed its name to the Egyptian goddess Isis. There are various manuscripts from around 1402 AD at the Bibliotheque Nationale in Paris which contain drawings of the goddess Isis garbed as a medieval noblewoman seen arriving by boat to Paris and where she is greeted by nobles and clergymen under the caption ‘The very ancient Isis, goddess and queen of the Egyptians’ . Plate 1. French Manuscript dated 1403 AD (Bibliotheque Nationale, Paris) The idea of a 'boat' symbol come partly from the shape of the 'Ile de la Cite' (where stands Notre Dame Cathedral) which is boat-shaped, and also because ancient 'mariners' known as 'Nauts' populated the region." Plate 2. Official Seal of Paris, 1415 & 1406 AD. Napoleon made Isis and her boat the coat of arms for Paris it is compared the Magdalene arriving by boat to France in the oral tradition [url]http://homepage.ntlworld.com/fusniak/talisman/articles/isisofparis.html [/url] Arc de Triomphe which stands on the western end of the avenue of the Champs Elysees. The name of the plaza upon which the Arc stands bears the name ‘Place de l’Etoile’ i.e. ‘The Place of the Star’. |
|
|
|
Rispondi |
Messaggio 132 di 385 di questo argomento |
|
|
|
|
Rispondi |
Messaggio 133 di 385 di questo argomento |
|
he number 8 is a Fibonacci number, The structure of a fractal object is reiterated in its magnifications. Fractals can be magnified indefinitely without losing their structure and becoming "smooth"; they have infinite perimeters—some with infinite, and others with finite surface areas. One such fractal curve with an infinite perimeter and finite surface area is the Koch snowflake. That tile looks very much like the fractal Koch Snowflake   Hanukkah is a Jewish festival holiday that lasts eight days and eight nights. In particle physics, the eightfold way is used to classify sub-atomic particles. The atomic number of oxygen. All spiders, and more generally all arachnids, have eight legs. Orb-weaver spiders of the cosmopolitan family Areneidae have eight similar eyes.
The octopus and its cephalopod relatives in genus Argonauta have eight arms (tentacles).Timothy Leary identified a hierarchy of eight levels of consciousness. The Dharmacakra, a Buddhist symbol, has eight spokes. The Buddha's principal teaching—the Four Noble Truths -- ramifies as the Noble Eightfold Path.  In Islam, It is the number of Angels carrying The Holy Throne of Allah in heavens. In the Middle Ages, 8 was the number of "unmoving" stars in the sky, and symbolized the perfectioning of incoming planetary energy. the Ogdoad eight deities worshipped in Hermopolis during what is called the Old Kingdom, the third through sixth dynasties, dated between 2686 to 2134 BC. First it was a cult having Hathor and Ra; The number eight plays an important part in Gnostic systems In chess, each side has eight pawns and the board is made of 64 squares arranged in an eight by eight lattice The infinity symbol is also sometimes depicted as a special variation of the ancient ouroboros snake symbol. The snake is twisted into the horizontal eight configuration while engaged in eating its own tail, a uniquely suitable symbol for endlessness
_________________
Everything is Connected and there are no
coincidences
|
|
| Top |
|
 |
| lovuian |
|
Post subject: Re: Rennes Chateau Cropcircles and Metatron Cube
 Posted: 06 Apr 2012 7:30 pm |
|
 |
| Emperor |
 |
Joined: 13 Jan 2009 3:29 am
Posts: 6372
Location: Texas |
|
|
|
|
|
Rispondi |
Messaggio 134 di 385 di questo argomento |
|
|
|
|
Rispondi |
Messaggio 135 di 385 di questo argomento |
|
I just saw this on You tube about Rennes and the Octagon http://youtu.be/dH5g0yd1JmQInteresting He brings up Thomas Jefferson visit to Rennes He is also listed as the editor of "The Book of the Holy Grail" by Joseph of Arimathea at Rennes Le Chateau in 54 A.D. |
|
|
|
Rispondi |
Messaggio 136 di 385 di questo argomento |
|
|
|
|
Rispondi |
Messaggio 137 di 385 di questo argomento |
|
I just want to let you know the stars at Rennes and Rosslyn are the pentacle on their roofs the Rennes ones are two dimensional while the Rosslyn one are three Rennes-les-Bains is on the heart of Roseline  le Poulpe has the eight legs...which are fractal like that they are curves from the Secret Dossiers The Koch Curve remember the Koch Snowflake has a eight pointed variant  The color red is that of Hermes (that of the kermes). The black color (of anarchy) must, in the transformations of the substance principle, transform itself into a red color. That fact that blood is red is significant also in relation to the idea of a royal bloodline. The author’s assertion here that “Red is indeed the crimson color of the kings, this primitive race having given to the world its rules and its laws” shows that he is fully aware of the royal, red-haired Aryan race, and the fact that they are responsible for civilizing humanity. from Tracy Twyman http://quintessentialpublications.com/twyman/?page_id=38The tile has three black stones with one red pointing toward the Magdalene Grove  jb1717 wrote:
I did find one connection to an octopus symbol, but it's not identical to the one on the chest. From http://www.vakantiewereld.nl/languedoc/ ... ht%20a.php I also found this interesting quote which mentions a spiral in connection to the octopus symbol. This, of course, brings to mind the part in the Serpent Rouge about the octopus and the spiral. "To the Greeks and Minoans, Octopus symbolized the sacred spiral of the Goddess and was related to the Spider web. It represented Moon phases, feminine powers, and the cycle of life and death." http://www.animalspirits.com/index22.htmlApparently the actual symbol as shown on the Blanchefort stone comes from a 1937 book by Paul le Cour, The Age of Aquarius, as mentioned by Tracy Twyman and shown on this page http://tracyrtwyman.com/blog/?page_id=117From Serpent Rouge; "Celestial vision for him who remembers the four works of Em. Signol around the Meridian line, to the choir itself from the sanctuary from which beams this source of love from one to another, I turn around passing the site of the rose of the P to that of the S, then from the S to the P . . . and the spiral in my mind becoming like a monstrous Octopus expelling its ink, the shadows obscure the light, I am dizzy and I hold my hand to my mouth biting instinctively my palm, perhaps like OLIER in his coffin. Curses, I understand the truth, HE IS GONE, but to him too in doing THE GOOD, like HIM of the flowery tomb. But how many have sacked the HOUSE, leaving only the embalmed corpses and numerous metal objects which they could not carry? What strange mystery conceals the new temple of SOLOMON built by the Children of Saint Vincent?"
|
|
|
|
Rispondi |
Messaggio 138 di 385 di questo argomento |
|
|
|
|
Rispondi |
Messaggio 139 di 385 di questo argomento |
|
Yes never heard of Peach Cerda On Peach Cardou we can find the Knight Templar 8 pointed star engraving, the star of Ishtar down below the shaft which stands for the galactic center key. http://www.rlcresearch.com/2008/03/01/templar-shaft/  The researcher used the coumersorde stone and the serpent rouge   Gummi bear dancing over the 8 pointed star on the galactic center So where does this symbolism come from ? The hypercube  The regular octagon hypercube were 9 and 6 spirals start the new time cycle, you will also clearly notice were the Knight's of Malta cross comes from, follow it and add always 15 which is binary 1111, number in which the matrix equilibrates.  3 D Hypercube - 2 D shadow projection The gummy bear story started in Rosicrucian Germany as candies  http://en.wikipedia.org/wiki/Gummi_bearThe gummi bear originated in Germany, where it is popular under the name Gummibär (help·info) (rubber bear) or Gummibärchen (help·info) (little rubber bear). Hans Riegel Sr., a candy maker from Bonn, started the Haribo company in 1920. In 1922, he invented the Dancing Bear,[1] a fruit-flavored gum made in the shape of a bear.[2] The success of the Dancing Bear's successor would later become Haribo's world-famous Gold-Bears candy product in 1967.[3] Trolli is another gummi candy manufacturer and the first to introduce gummi worms in 1981.[4] Gummi bears are also one of the few types of candy to have inspired a television show.[5] What does this encrytps ?  The burning alchemical process of sulfur, red stage is the gummi, gets green when starts burning in the blue flame - blue apples serpent rouge code. Why ? because sulphur is also an octagon equating the macro and microcosmos  So the gummy bear is green fluo, ready to burn code and he is also a pop star, he also pops as he shows you his buTT code, the double TT words, such as BuTTerfly, BuTTer, BuTTon, BoTTom, are codes of the ark-adia, the bear. http://www.youtube.com/watch?v=astISOttCQ0http://www.bibliotecapleyades.net/merovingians/blueapples/blueapples_13.htmROSSLYN CHAPEL Rosslyn Chapel is called a rebuilding of the Temple of Solomon. It was designed by William St Clair over a fifty year period beginning c. 1434 AD. The first shovel hit the ground in 1441, with the first four years being taken to dig the foundation. It is astonishing so much time would be spent on the foundation since the building is of such cozy dimensions. William died in 1484, two years before Rosslyn’s completion. Before his death he supervised the creation of each of the thousands of carvings within the structure. Every carving, from the stars sprinkled across the ceiling to the pyramids and images of Moses were first modeled in wood for his approval before being carved in stone. William hired some of Europe’s finest master craftsmen who carved within Rosslyn’s luxuriant friezes and decorative stone carvings plants and leaves and flowers. Included are American plants such as maize and aloe cactus. These plants should have been unknown to St Clair. Colombus did not discover America until 1492, six years after Rosslyn had been completed, American plants and all. Dozens of miniature Temples of Solomon also dot the wall. Most prevalent at Rosslyn is the visage of the Green Man. His face appears over 100 times. It could be called his ‘chapel’, but this is not to say it was a church. There is some doubt as to whether it was consecrated as a Christian building until 1862. If not a chapel, then what is Rosslyn? Nasa interested in why pop corn explodes http://www.nasa.gov/audience/forkids/home/popcorn.html So just how does popcorn pop? Only popcorn kernels can pop, and the secret is water. Each kernel contains a small amount of water stored in a circle of soft starch inside the hard outer casing. When heated to around 450� F, the moisture turns to steam, creating pressure within. As the pressure builds, the casing eventually gives way, and the kernel explodes and pops, allowing the water to escape as steam and turning the kernel inside out. If you have ever popped popcorn, you know that it explodes everywhere! Were does the word corn comes from ? From Latin Corn-u which means horn - leading back again to Asmodeus and Rennes Magnum Opus explosive key |
|
|
|
Rispondi |
Messaggio 140 di 385 di questo argomento |
|
Quote:
Well I think the Trefoil points to Pech Cardou
and the eight pointed star opf the Templar was found there by and the eight pointed star is on the floor of Rennes placed there by Sauniere
and Pech Cardou is in Poussins painting
The 8 pointed star is one of the universal key symbols together with the mon-key and the serpent, we can find it even in Paraguay  And we find also the swastika in Puma Punku   Not hand made for sure  Dolmens Tafi park in Argentina - Tucuman  Red head mummies of Paracas  Antofagasta - Peru  Blond - Paracas Obviously the real story is not the official Octopus - encrypts 8 pointed star   James Bond 007 - Octo-pussy Pussy - synonymous of Vagina ( vesica piscis ) and Cat James is Jachin - Bond with Boaz in 00-7 00 galactic center standard stelar coordinates 7 geometric pattern from 0 -7 -11, and moon -mon-key 1-7 - S-even Kali Yuga hands of the Goddess, the cosmic egg, fire, Aleph-ant, tiger, explosion, etc.   Tubal Cain encrytped - first metal templar - Hiram Abiff connection  Similar to 007 code but from scorpio - Mithra's code - scorpion -taurus -solar system code Ring the bell -bull code BuTTon code - 9 clockwise women and Venus - 6 counterclockwise man and the beast http://en.wikipedia.org/wiki/47114711 (pronounced "forty-seven eleven", "four-seven-eleven" or "siebenundvierzig elf") is a brand of Eau de Cologne by Mäurer & Wirtz, a subsidiary of the Dalli Group owned by the Wirtz family. It is produced in Stolberg near Aachen, Germany.  Traffic film 2000 with Benicio del Toro - Venus from the Bull  Octopus Paul prediction code
|
|
|
|
Rispondi |
Messaggio 141 di 385 di questo argomento |
|
Arachne
the spinner
The spider has eight legs
Robert Howells Inside the Priory of Sion
The Spider symbol reflects the central locationof which radiates tunnels
It seems eight tunnels connect to a central location
is the theory
|
|
|
|
Rispondi |
Messaggio 142 di 385 di questo argomento |
|
Thanks Louvian , I will try to post smaller pics, I'm used to blogs that reduce size, this one seems also to enlarge them. Hiram Abiff son of a widow  8 leg - hypercube and time hourglass - end of sand end of time
Quote:
Hiram Abiff is then found by Aries, at the “brow of the hill” or the Vernal equinox. As the Sun passes through the winter months, it’s considered to be on an upward climb, and then reaches that point at the spring equinox, where life is restored. Each year the tragedy is repeated and the glorious resurrection takes place again.
Quote:
The occultist Eliphas Levi pioneer Masonic legend reminds us that relates the origins of this institution with an eighth-century manuscript on the construction of the temple of Solomon and his architect Hiram Abiff. The legendary temple was a real treatise on geometry that reproduced in its symbolic structures different planes or levels of the cosmos. Its real importance is more allegorical. Thus, this construction would be nothing but a reproduction of the sky where the Sun is the king and the altar would point to the constellation of Aries. Something that is evident in the Epistle to the Hebrews (9:24) when he says that "Christ did not enter a sanctuary made by human hands, the true image, but into heaven itself."
 Hourglass nebula - musca constellation - Lord of the flies - Belcebu - all seeing eye http://en.wikipedia.org/wiki/AriadneSpider - Latin aranea Ariadne ( /æriˈædniː/; Ἀριάδνη; Latin: Ariadna; "most holy", Cretan Greek αρι [ari] "most" and αδνος [adnos] "holy"), in Greek mythology, was the daughter of Minos king of Crete,[1] and his queen Pasiphaë, daughter of Helios, the Sun-titan.[2] She is mostly associated with mazes and labyrinths, due to her involvement in the myths of the Minotaur and Theseus. Her father put her in charge of the labyrinth where sacrifices were made as part of reparations (either to Poseidon or to Athens, depending on the version of the myth); however, she would later help Theseus in overcoming the Minotaur and saving the would-be sacrificial victims. In other stories, she became the bride of the god Dionysus, with the question of her background as being either a mortal or a goddess varying in those accounts.[3][4] Some scholars think, due to her thread-spinning and winding associations, that she was a weaving goddess such as Arachne, and they support the assertion with the mytheme of the Hanged Nymph (see weaving in mythology). In Greco-Roman mythology, Arachne ( /əˈrækniː/) was a great mortal weaver who boasted that her skill was greater than that of Athena, goddess of wisdom and strategy. Arachne refused to acknowledge that her knowledge came, in part at least, from the goddess. Offended by Arachne's arrogance, Athena set a contest between the two weavers. According to Ovid,[1] the goddess was so envious of the magnificent tapestry and the mortal weaver's success, and perhaps offended by the girl's choice of subjects (the loves and transgressions of the gods), that she destroyed the tapestry and loom and slashed the girl's face. “Not even Pallas nor blue-fevered Envy Could damn Arachne's work. The brown haired goddess Raged at the girl's success, struck through her loom, Tore down the scenes of wayward joys in heaven.″[2] Ultimately, the goddess turned Arachne into a spider. Arachne simply means "spider" (ἀράχνη) in Greek.  Ariadne - spider web http://en.wikipedia.org/wiki/Weaving_(mythology) 8 spider key in Nazca  Chartres labyrinth China - weaving mythology The Goddess Weaver, daughter of the Celestial Queen Mother and Jade Emperor, wove the stars and their light, known as "the Silver River" (what Westerners call "The Milky Way Galaxy"), for heaven and earth. She was identified with the star Westerners know as Vega. In a 4,000-year-old legend, she came down from the Celestial Court and fell in love with the mortal Buffalo Boy (or Cowherd), (associated with the star Altair). The Celestial Queen Mother was jealous and separated the lovers, but the Goddess Weaver stopped weaving the Silver River, which threatened heaven and earth with darkness. The lovers were separated, but are able to meet once a year, on the seventh day of the seventh moon.[7]7-7 code S-even - moon code http://en.wikipedia.org/wiki/The_Three_SpinnersThe three spinners Older than the Grimms' variant, Giambattista Basile wrote an Italian literary fairy tale, The Seven Little Pork Rinds in his 1634 work, the Pentamerone.[3] Italo Calvino's Italian Folktales included a variant, And Seven!.[4] And Seven! In this version also, the part of the king is taken by a merchant; similarly, the mother berates her daughter for "seven" -- which are seven bowls of soup, but the mother claims they are spindles of hemp. In addition, the women instruct her to invite them by calling their names. She forgets the names and puts off the wedding, and puts it off, trying to remember the names. The merchant sees the three women cavorting in the forest, like Rumpelstiltskin, and calling their names; he tells this to his bride in hopes of amusing her and getting her to agree to the wedding. She is therefore able to invite them and precipitate the ending as in the Grimms' tale. A Puerto Rican version even exists, with three Holy Souls in Purgatory replacing the fairies, a merchant for the king, and the heroine is an orphan abused by an aunt. The Seven Little Pork Rinds The girl in this story ate seven pieces of bacon before the meal, so that none was left for her mother; when the mother beat her for her gluttony, a merchant rather than a king asked, and the woman claimed her daughter was ruining her health by working too hard. When the merchant went on a journey, leaving spinning for his wife, she eventually tried to spin, and flicked passers-by with water; this hit some fairies, who were so amused that they do the spinning for her. They do not help her with her husband's expectations; she feigns that the spinning has made her ill, convincing him that her mother was right about her overworking.  William Holman Hunt Lady of Shallot 8 petal flower over the pillars, medusa galactic center key, garden of hesperides with golden apples, cheshire smiling moon, the dragon and fire. |
|
|
|
Rispondi |
Messaggio 143 di 385 di questo argomento |
|
When molten sulphur is cooled, it solidifies into monoclinic sulphur. Sublimate of sulphur is called ‘flower of sulphur’. When sulphur is obtained by a chemical reaction as precipitate it is called ‘milk of sulphur’. These are made up of rhombic sulphur. Scientists have discovered many more allotropes of sulphur under different conditions.
All of them get transformed into rhombic sulphur at room temperature.
Sulphur has catenating power. It forms strong S-S covalent bonds. This results in formation of Sg molecules. Sg molecules have a shape of a crown like ring (Fig. 1.5). Both, rhombic and monoclinic sulphur contain S8 rings. At high temperatures smaller molecules like Sg, S4, S2, S also exist.
 |
| Rhombic sulfur and the unfinished pyramid |
 |
| Kether the Crown of the Kabbalah |
Sulfur or sulphur ( /ˈsʌlfər/ SUL-fər; see spelling below) is the chemical elementwith atomic number 16, represented by the symbol S. It is an abundant, multivalentnon-metal. At normal conditions, sulfur atoms form cyclic octatomic molecules with chemical formula S8. Elemental sulfur is a bright yellow crystalline solid. Chemically, sulfur can react as either an oxidant orreducing agent. It oxidizes most metals and several nonmetals, including carbon, which leads to its negatives charge in mostorganosulfur compounds, but it reduces several strong oxidants, such as oxygenand fluorine.
In nature, sulfur can be found as the pure element and as sulfide and sulfate minerals. Elemental sulfur crystals are commonly sought after by mineral collectors for their brightly colored polyhedron shapes. Being abundant in native form, sulfur was known in ancient times, mentioned for its uses inancient Greece, China and Egypt.
 |
| St Peters Square Vatican octagonal division |
 |
| Mount temple top view |
 |
| Mount temple fron view |
 |
| Orpheus ceiling |
Honey comb
 |
| Copper sulfate crystal |
The rhombic dodecahedron forms the hull of the vertex-first projection of a tesseract to 3 dimensions. There are exactly two ways of decomposing a rhombic dodecahedron into 4 congruent parallelepipeds, giving 8 possible parallelepipeds. The 8 cells of the tesseract under this projection map precisely to these 8 parallelepipeds.
The rhombic dodecahedron forms the maximal cross-section of a 24-cell, and also forms the hull of its vertex-first parallel projection into 3 dimensions. The rhombic dodecahedron can be decomposed into 6 congruent (but non-regular) square dipyramids meeting at a single vertex in the center; these form the images of 6 pairs of the 24-cell’s octahedral cells. The remaining 12 octahedral cells project onto the faces of the rhombic dodecahedron. The non-regularity of these images are due to projective distortion; the facets of the 24-cell are regular octahedra in 4-space.
This decomposition gives an interesting method for constructing the rhombic dodecahedron: cut a cube into 6 congruent square pyramids, and attach them to the faces of a second cube. The triangular faces of each pair of adjacent pyramids lie on the same plane, and so merge into rhombuses. The 24-cell may also be constructed in an analogous way using two tesseracts.
The tesseract represents 4 th dimension and is the projection or shadow of the rhombic dodecahedron
 |
| A 3D projection of an 8-cell performing adouble rotation about two orthogonal planes |
1111 familiar ?
 |
| The rhombic dodecahedron forms the convex hull of the tesseracts vertex-first parallel-projection. The number of vertices in the layers of this projection is 1 4 6 4 1 – the fourth row in Pascal’s triangle. |
Pascal triangle
 |
| Each number in the triangle is the sum of the two directly above it. |
Patterns and properties
Pascal’s triangle has many properties and contains many patterns of numbers.
- When adding all the digits in a single row, each successive row has twice the value of the row preceding it. For example, row 1 has a value of 1, row 2 has a value of 2, row 3 has a value of 4, and so forth.
- The value of a row, if each entry is considered a decimal place (and numbers larger than 9 carried over accordingly) is a power of 11 ( 11n, for row n). Thus, in row two, ’1,2,1′ becomes 112, while ’1,5,10,10,5,1′ in row six becomes (after carrying) 161,051, which is 115. This property is explained by setting x = ’10′ in the binomial expansion of (x + 1)row=n, and adjusting values to the decimal system. But x can be chosen to allow rows to represent values in any base – such as base 3; 1 2 13['1,2,1'] = 42 (16), 2 1 0 13 ['1,3,3,1'] = 43 (64) – or base 9; 1 2 19 = 102 (100), 1 3 3 19 = 103 (1000) and 1 6 2 1 5 19 ['1,5,10,10,5,1'] = 105 (100,000). In particular (see next property), for x = 1 place value remains constant(1place=1). Thus entries can simply be added in interpreting the value of a row.
- The sum of the elements of row m is equal to 2m−1. For example, the sum of the elements of row 5 is 1 + 4 + 6 + 4 + 1 = 16, which is equal to 24 = 16. This follows from the binomial theorem proved above, applied to (1 + 1)m−1.
- If rows are numbered starting with n = 0, the sum of the elements in the row is simply 2n, so row 0 adds to 20 = 1, row 1 adds to 21 = 2, etc.
- Some of the numbers in Pascal’s triangle correlate to numbers in Lozanić’s triangle.
- The sum of the squares of the elements of row m equals the middle element of row (2m − 1). For example, 12 + 42 + 62 + 42 + 12 = 70. In general form:
- Another interesting pattern is that on any row m, wherem is odd, the middle term minus the term two spots to the left equals a Catalan number, specifically the (m + 1)/2 Catalan number. For example: on row 5, 6 − 1 = 5, which is the 3rd Catalan number, and (5 + 1)/2 = 3.
- Another interesting property of Pascal’s triangle is that in rows where the second number (immediately following ’1′) is prime, all the terms in that row except the 1s are multiples of that prime.
Square dipyramids or octahedron
A particularly popular polyhedron is the pyramid. If we restrict ourselves to regular polygons for faces, there are three possible pyramids: the triangle-based tetrahedron, the square pyramid, and the pentagonal pyramid. Being bounded by regular polygons, these last two fall within the class of Johnson solids. One interesting property of pyramids is that like the tetrahedron, their duals are also pyramids. (Incidentally, the Egyptian pyramids have square bases but the triangular side faces are not quite equilateral; they are very close to half a golden rhombus.)
 |
Louvre Pyramid and rhombic sulfur
|
Everything is Connected and there are no
coincidences
|
|
|
|
Rispondi |
Messaggio 144 di 385 di questo argomento |
|
When molten sulphur is cooled, it solidifies into monoclinic sulphur. Sublimate of sulphur is called ‘flower of sulphur’. When sulphur is obtained by a chemical reaction as precipitate it is called ‘milk of sulphur’. These are made up of rhombic sulphur. Scientists have discovered many more allotropes of sulphur under different conditions.
All of them get transformed into rhombic sulphur at room temperature.
Sulphur has catenating power. It forms strong S-S covalent bonds. This results in formation of Sg molecules. Sg molecules have a shape of a crown like ring (Fig. 1.5). Both, rhombic and monoclinic sulphur contain S8 rings. At high temperatures smaller molecules like Sg, S4, S2, S also exist.
|
| Rhombic sulfur and the unfinished pyramid |
|
| Kether the Crown of the Kabbalah |
Sulfur or sulphur ( /ˈsʌlfər/ SUL-fər; see spelling below) is the chemical elementwith atomic number 16, represented by the symbol S. It is an abundant, multivalentnon-metal. At normal conditions, sulfur atoms form cyclic octatomic molecules with chemical formula S8. Elemental sulfur is a bright yellow crystalline solid. Chemically, sulfur can react as either an oxidant orreducing agent. It oxidizes most metals and several nonmetals, including carbon, which leads to its negatives charge in mostorganosulfur compounds, but it reduces several strong oxidants, such as oxygenand fluorine.
In nature, sulfur can be found as the pure element and as sulfide and sulfate minerals. Elemental sulfur crystals are commonly sought after by mineral collectors for their brightly colored polyhedron shapes. Being abundant in native form, sulfur was known in ancient times, mentioned for its uses inancient Greece, China and Egypt.
|
| St Peters Square Vatican octagonal division |
|
| Mount temple top view |
|
| Mount temple fron view |
|
| Orpheus ceiling |
Honey comb
|
| Copper sulfate crystal |
The rhombic dodecahedron forms the hull of the vertex-first projection of a tesseract to 3 dimensions. There are exactly two ways of decomposing a rhombic dodecahedron into 4 congruent parallelepipeds, giving 8 possible parallelepipeds. The 8 cells of the tesseract under this projection map precisely to these 8 parallelepipeds.
The rhombic dodecahedron forms the maximal cross-section of a 24-cell, and also forms the hull of its vertex-first parallel projection into 3 dimensions. The rhombic dodecahedron can be decomposed into 6 congruent (but non-regular) square dipyramids meeting at a single vertex in the center; these form the images of 6 pairs of the 24-cell’s octahedral cells. The remaining 12 octahedral cells project onto the faces of the rhombic dodecahedron. The non-regularity of these images are due to projective distortion; the facets of the 24-cell are regular octahedra in 4-space.
This decomposition gives an interesting method for constructing the rhombic dodecahedron: cut a cube into 6 congruent square pyramids, and attach them to the faces of a second cube. The triangular faces of each pair of adjacent pyramids lie on the same plane, and so merge into rhombuses. The 24-cell may also be constructed in an analogous way using two tesseracts.
The tesseract represents 4 th dimension and is the projection or shadow of the rhombic dodecahedron
|
| A 3D projection of an 8-cell performing adouble rotation about two orthogonal planes |
1111 familiar ?
|
| The rhombic dodecahedron forms the convex hull of the tesseracts vertex-first parallel-projection. The number of vertices in the layers of this projection is 1 4 6 4 1 – the fourth row in Pascal’s triangle. |
Pascal triangle
|
| Each number in the triangle is the sum of the two directly above it. |
Patterns and properties
Pascal’s triangle has many properties and contains many patterns of numbers.
- When adding all the digits in a single row, each successive row has twice the value of the row preceding it. For example, row 1 has a value of 1, row 2 has a value of 2, row 3 has a value of 4, and so forth.
- The value of a row, if each entry is considered a decimal place (and numbers larger than 9 carried over accordingly) is a power of 11 ( 11n, for row n). Thus, in row two, ’1,2,1′ becomes 112, while ’1,5,10,10,5,1′ in row six becomes (after carrying) 161,051, which is 115. This property is explained by setting x = ’10′ in the binomial expansion of (x + 1)row=n, and adjusting values to the decimal system. But x can be chosen to allow rows to represent values in any base – such as base 3; 1 2 13['1,2,1'] = 42 (16), 2 1 0 13 ['1,3,3,1'] = 43 (64) – or base 9; 1 2 19 = 102 (100), 1 3 3 19 = 103 (1000) and 1 6 2 1 5 19 ['1,5,10,10,5,1'] = 105 (100,000). In particular (see next property), for x = 1 place value remains constant(1place=1). Thus entries can simply be added in interpreting the value of a row.
- The sum of the elements of row m is equal to 2m−1. For example, the sum of the elements of row 5 is 1 + 4 + 6 + 4 + 1 = 16, which is equal to 24 = 16. This follows from the binomial theorem proved above, applied to (1 + 1)m−1.
- If rows are numbered starting with n = 0, the sum of the elements in the row is simply 2n, so row 0 adds to 20 = 1, row 1 adds to 21 = 2, etc.
- Some of the numbers in Pascal’s triangle correlate to numbers in Lozanić’s triangle.
- The sum of the squares of the elements of row m equals the middle element of row (2m − 1). For example, 12 + 42 + 62 + 42 + 12 = 70. In general form:
- Another interesting pattern is that on any row m, wherem is odd, the middle term minus the term two spots to the left equals a Catalan number, specifically the (m + 1)/2 Catalan number. For example: on row 5, 6 − 1 = 5, which is the 3rd Catalan number, and (5 + 1)/2 = 3.
- Another interesting property of Pascal’s triangle is that in rows where the second number (immediately following ’1′) is prime, all the terms in that row except the 1s are multiples of that prime.
Square dipyramids or octahedron
A particularly popular polyhedron is the pyramid. If we restrict ourselves to regular polygons for faces, there are three possible pyramids: the triangle-based tetrahedron, the square pyramid, and the pentagonal pyramid. Being bounded by regular polygons, these last two fall within the class of Johnson solids. One interesting property of pyramids is that like the tetrahedron, their duals are also pyramids. (Incidentally, the Egyptian pyramids have square bases but the triangular side faces are not quite equilateral; they are very close to half a golden rhombus.)
|
Louvre Pyramid and rhombic sulfur
|
|
|
|
|
Rispondi |
Messaggio 145 di 385 di questo argomento |
|
LEONARDO DAVINCI
LEON (LEON de la tribu de JUDA)
NARDO=UNGIMIENTO DE BETANIA
Busqueda para NARDO
 ¿PORQUE MARIA MAGDALENA UNGE LOS PIES DE JESUS EN
EL NARDO TIENE UN FUERTE NEXO CON MARIA MAGDALENA EN CONTEXTO AL UNGIMIENTO DE BETANIA
Entonces María tomó una libra de perfume de NARDO puro, de mucho precio, y ungió los pies de Jesús, y los enjugó con sus cabellos; y la casa se llenó del olor del perfume.
DAVID
VID/VINO/GRIAL
VIDA
1232. Salmos 128:3: Tu mujer será como VID que lleva fruto a los lados de tu casa;
Tus hijos como plantas de olivo alrededor de tu mesa.
GENESIS 49
49:8 Judá, te alabarán tus hermanos; Tu mano en la cerviz de tus enemigos; Los hijos de tu padre se inclinarán a ti.
49:9 Cachorro de león, Judá; De la presa subiste, hijo mío. Se encorvó, se echó como león, Así como león viejo: ¿quién lo despertará?
49:10 No será quitado el cetro de Judá, Ni el legislador de entre sus pies, Hasta que venga Siloh; Y a él se congregarán los pueblos.
¿PORQUE MARIA MAGDALENA UNGE LOS PIES DE JESUS EN 49:11 Atando a la vid su pollino, Y a la cepa el hijo de su asna, Lavó en el vino su vestido, Y en la sangre de uvas su manto. 49:12 Sus ojos, rojos del vino, Y sus dientes blancos de la leche. (LAODICEA=ILUMINACION=APOCALIPSIS 3:14. LA ILUMINACION en la tora tiene un fuerte contexto con MARIA MAGDALENA Y EL SANTO GRIAL. En la pelicula "EL CODIGO DA VINCI" cuando ROBERT LANGDON Y SOPHIE NEVEU van a la mansion del INGLES SIR LEIGH TEABING es increible que PREVIO A QUE ESTE ULTIMO le revele a SOPHIE el nexo de MARIA MAGDALENA CON LEONARDO DA VINCI le hace cerrar los ojos y le pregunta de cuantas copas habia en la mesa en la SANTA CENA y justamente ella responde que una sola. TEABING, un ingles, cuando SOPHIE abre los ojos (ILUMINACION) le muestra que en dicha pintura no hay ninguna copa y que el GRIAL ES JUSTAMENTE LA MUJER QUE ESTA A LA DERECHA DEL SEÑOR CON PELO ROJIZO. LA ILUMINACION EN LA TORA ESTA 100% INTERRELACIONADA CON LA ESPOSA DE NUESTRO SEÑOR JESUCRISTO)
SEÑALES VIALES CODIFICADA
8 ES EL NUMERO DE LA RESURRECCION
8 LADOS NUMERO ROJO
SEÑAL UNICA A NIVEL MUNDIAL
MARIA MAGDALENA UBICADA, DESDE LA ISQUIERDA DEL SEÑOR, EN EL OCTAVO LUGAR
Everything is Connected and there are no
coincidences
|
|
|
 Primo
Precedente
131 a 145 de 385
Successivo
Ultimo
|
You might want to consider this octopus...it's origins and it's colonies.
