Angular String Quotes

Coconut trees were fireworks that arced into the sky and exploded in green. Pandanus trees, angular and mop-headed, seemed cut from the pages of a Dr. Seuss book. Breadfruit trees cast generous shadows. The lagoon, never more than twenty feet away, fulfilled every postcard cliché of tropical paradise. On the beach, muscular island men were beaching their wooden sailing canoe after a morning on the water, strings sagging with the weight of colorful reef fish.

Young has a personal relationship with electricity. In Europe, where the electrical current is sixty cycles, not fifty, he can pinpoint the fluctuation --- by degrees. It dumbfounded Cragg. "He'll say, 'Larry, there's a hundred volts coming out of the wall, isn't there?' I'll go measure it, and yeah, sure --- he can hear the difference." Shakey's innovations are everywhere. Intent on controlling amp volume from his guitar instead of the amp, Young had a remote device designed called the Whizzer. Guitarists marvel at the stomp box that lies onstage at Young's feet: a byzantine gang of effects that can be utilized without any degradation to the original signal. Just constructing the box's angular red wooden housing to Young's extreme specifications had craftsmen pulling their hair out. Cradled in a stand in front of the amps is the fuse for the dynamite, Young's trademark ax--Old Black, a '53 Gold Top Les Paul some knot-head daubed with black paint eons ago. Old Black's features include a Bigsby wang bar, which pulls strings and bends notes, and Firebird picking so sensitive you can talk through it. It's a demonic instrument. "Old black doesn't sound like any other guitar," said Cragg, shaking his head. For Cragg, Old Black is a nightmare. Young won't permit the ancient frets to be changed, likes his strings old and used, and the Bigsby causes the guitar to go out of tune constantly. "At Sound check, everything will work great. Neil picks up the guitar, and for some reason that's when things go wrong.

Madrid. It was that time, the story of Don Zana 'The Marionette,' he with the hair of cream-colored string, he with the large and empty laugh like a slice of watermelon, the one of the Tra-kay, tra-kay, tra-kay, tra-kay, tra-kay, tra on the tables, on the coffins. It was when there were geraniums on the balconies, sunflower-seed stands in the Moncloa, herds of yearling sheep in the vacant lots of the Guindalera. They were dragging their heavy wool, eating the grass among the rubbish, bleating to the neighborhood. Sometimes they stole into the patios; they ate up the parsley, a little green sprig of parsley, in the summer, in the watered shade of the patios, in the cool windows of the basements at foot level. Or they stepped on the spread-out sheets, undershirts, or pink chemises clinging to the ground like the gay shadow of a handsome young girl. Then, then was the story of Don Zana 'The Marionette.' Don Zana was a good-looking, smiling man, thin, with wide angular shoulders. His chest was a trapezoid. He wore a white shirt, a jacket of green flannel, a bow tie, light trousers, and shoes of Corinthian red on his little dancing feet. This was Don Zana 'The Marionette,' the one who used to dance on the tables and the coffins. He awoke one morning, hanging in the dusty storeroom of a theater, next to a lady of the eighteenth century, with many white ringlets and a cornucopia of a face. Don Zana broke the flower pots with his hand and he laughed at everything. He had a disagreeable voice, like the breaking of dry reeds; he talked more than anyone, and he got drunk at the little tables in the taverns. He would throw the cards into the air when he lost, and he didn't stoop over to pick them up. Many felt his dry, wooden slap; many listened to his odious songs, and all saw him dance on the tables. He liked to argue, to go visiting in houses. He would dance in the elevators and on the landings, spill ink wells, beat on pianos with his rigid little gloved hands. The fruitseller's daughter fell in love with him and gave him apricots and plums. Don Zana kept the pits to make her believe he loved her. The girl cried when days passed without Don Zana's going by her street. One day he took her out for a walk. The fruitseller's daughter, with her quince-lips, still bloodless, ingenuously kissed that slice-of-watermelon laugh. She returned home crying and, without saying anything to anyone, died of bitterness. Don Zana used to walk through the outskirts of Madrid and catch small dirty fish in the Manzanares. Then he would light a fire of dry leaves and fry them. He slept in a pension where no one else stayed. Every morning he would put on his bright red shoes and have them cleaned. He would breakfast on a large cup of chocolate and he would not return until night or dawn.

Flower of life: A figure composed of evenly-spaced, overlapping circles creating a flower-like pattern. Images of the Platonic solids and other sacred geometrical figures can be discerned within its pattern. FIGURE 3.14 FLOWER OF LIFE The Platonic solids: Five three-dimensional solid shapes, each containing all congruent angles and sides. If circumscribed with a sphere, all vertices would touch the edge of that sphere. Linked by Plato to the four primary elements and heaven. FIGURE 3.15 PENTACHORON The applications of these shapes to music are important to sound healing theory. The ancients have always professed a belief in the “music of the spheres,” a vibrational ordering to the universe. Pythagorus is famous for interconnecting geometry and math to music. He determined that stopping a string halfway along its length created an octave; a ratio of three to two resulted in a fifth; and a ratio of four to three produced a fourth. These ratios were seen as forming harmonics that could restore a disharmonic body—or heal. Hans Jenny furthered this work through the study of cymatics, discussed later in this chapter, and the contemporary sound healer and author Jonathan Goldman considers the proportions of the body to relate to the golden mean, with ratios in relation to the major sixth (3:5) and the minor sixth (5:8).100 Geometry also seems to serve as an “interdimensional glue,” according to a relatively new theory called causal dynamical triangulation (CDT), which portrays the walls of time—and of the different dimensions—as triangulated. According to CDT, time-space is divided into tiny triangulated pieces, with the building block being a pentachoron. A pentachoron is made of five tetrahedral cells and a triangle combined with a tetrahedron. Each simple, triangulated piece is geometrically flat, but they are “glued together” to create curved time-spaces. This theory allows the transfer of energy from one dimension to another, but unlike many other time-space theories, this one makes certain that a cause precedes an event and also showcases the geometric nature of reality.101 The creation of geometry figures at macro- and microlevels can perhaps be explained by the notion called spin, first introduced in Chapter 1. Everything spins, the term spin describing the rotation of an object or particle around its own axis. Orbital spin references the spinning of an object around another object, such as the moon around the earth. Both types of spin are measured by angular momentum, a combination of mass, the distance from the center of travel, and speed. Spinning particles create forms where they “touch” in space.