Thursday, July 24, 2008

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. 20 solar seals

As we have seen, the persistence of the numbers appears in the calculation of time "home." The numbers also speak when we read the texts of the prophets adulterated Chilam Balam, who upon entering trance expressed it all with numbers: 1, 13, 7, 9, 4. Are the numbers living?. "They are ethereal and intangible entities that occupy dimensions of mind, and whose existence unexpected results for our materialistic thinking hard?.
when we examine the permutation table (Tzolkin) as fun as it may seem, its depth escape us. How can this measure of thirteen numbers in twenty series, talk of universal resonance?. What do the numbers for Maya?.
The Tzolkin is just a code. And so is the alphabet to write. However, as we know, the alphabet coded language, and who knows how to write that language with the alphabet - which consists of 26 letters - can boast a formidable power, and transmit at least an impression of knowledge and wisdom universe. Similarly, knowing the key language of the Tzolkin, which is the harmonic module of Maya, you can open channels of understanding and communication with a power equal to or even greater than we get through the alphabet. Because the number, not being different from the symbol, is a condensation of the high overtones and levels of meaning. And each individual number is a resonant field to himself. This is the reason why only thirteen numbers needed to describe the whole complex to be called Galaxy - thirteen numbers occupying each a possibility of twenty locations of position, for a total of 260 permutations.
now think that the numbers represent amounts, for example, 7 apples or 13 oranges. But quantification is only a function of the number. To think about the numbers and harmonic qualities, is not very useful musical analogy. Can say that each musical tone represents a number or vice versa. The do would be represented by 1, the re by 2, and so on. In the space of an octave is a fixed number of tones-7 to be exact-do, re, mi, fa, sol, la, and the eighth-tone a higher OD. Each
determined tone eighth overtones has its side in the upper and lower octaves. The possibilities are virtually endless sequences of tones, as well as sharps and flats, the richness and timbre tones, the interpretation of octave and harmonic synchronization of two or more tones. And yet, for starters we have expressed only a small set of tones. This analogy shows that the number, representing sensory qualities, as well as symbolic qualities of mind, in essence, it has many side tone depth and meaning, and is able to express the full extent of universal possibilities. The analogy also shows that a very limited amount of numbers can make all these purposes.

So while for us the measure of time is a count of a number of units that express amount, whether days or minutes, years or hours, to the Maya what we call time is a function of the principle of harmonic resonance. Thus, the days are actually shades, and these are called Kin, and are represented by the corresponding numbers, the sequence of days (kin) creates harmonic cycles, called Vinal, tun, katun, baktuns, etc. .. . and sequences of harmonic cycles, taken as larger sets, describe the frequency or calibration of a larger organic order, ie the harmonic model of the Earth in relation to the sun and the galaxies beyond. For the Maya

the significance of the number not relationship is necessarily sequential, for example, ten is bigger than nine, and the quantities to be procured can represent any amount of numbers, but comes from the qualities that derive from the juxtaposition, permutations and secondary colors of a particular set of numbers.
the significance of the number as a representative of the harmonic series is not linear or progressive quantitative, but radially reciprocal. With the radial term we mean a dynamic field of radiation, and radiant qualities like a firework that explodes in a star shape on the fourth of July. The idea is that each of the thirteen numbers is radial, and express their qualities simultaneously in all directions, as each number is contained in all the other numbers and penetrates all the time. The term mutual means that each number feedback to all other numbers, and that number is expressed as in the other in a circuit that includes everyone.

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