The Strings of the Lyre of Hermes:
To find the strings of the lyre he must not bunk the grid solar which we have already so often talk about IGN's impossible otherwise. We discovered that if one stops to Liverdun Lyra 7 string and if it goes ahead it is 12 which corresponds exactly to what was said Mythology:
The seven strings of the lyre correspond the seven planets: they agree in their vibrations, like these in their revolutions cosmic strings when the number was raised to twelve, we would see a correspondence with the twelve signs of the Zodiac.
She traces along the vertical lines of hexagons hexagons:
The sun plays the strings with the seasons just like a bard playing a string instrument. This principle was explained by Robert Fludd in 1617 by design:
The twelfth and last string ends with the Cave of Chaos which provides a partial answer to this description: the last chord of the solar cycle one that is in chaos!
Other features:
- It is a gigantic sundial! It is dedicated for use by residents Kernunos, so the Grand Couronne. It indicates the position of the layers during of the year.
- The Lyre covers a distance of almost a Temple in width (east to west)!
- On 23 February, the setting is almost in the middle of the distance to the south with the Valley and north of Pompey with Val Saint Barthelemy Champigneulles, just over a third of the distance from left to right of the Lyre for an observer being at a red light at the entrance to Bouxières-aux-Dames or the bridge going to Champigneulles. The day of the vernal equinox (March 20, 1998) it is exactly in the middle. This will be also the case in the autumn equinox.
- The lyre is cut in half by an axis that is today A31. But this axis is located on 54.10 grams of latitude east-west which means that the Lyra is centered exactly on the 48th! It thus follows the path of the sun throughout a year.
The Bard Bright:
the sun is playing the Lyre of Hermes. It moves upwards and downwards during a cycle. He rubbed the rope from right to left, ie from East to West and from top to bottom in descending cycle (summer to winter) and from bottom to top in ascending cycle (from winter to summer ). The length of the rope represents the seasons.
For each season we get a precise position of the sun on the rope and the same note! What is this note? Does the human ear hears it? Sometimes in nature even when there is no storm or air, we hear rumblings powerful unexplained. Is this an initial response?
I played the Lyre of Hermes!
I went in summer 1999 to try to play the Lyre of Hermes, the largest instrument in the world! For this I went to a place called Carrefour Charlemagne, very personal choice at this point because I already had come several times when things did not go without knowing what it represented! I positioned myself at the center of the intersection, then, point me correctly, I started doing what priests do in a church around the altar, I make circumambulations praying with all my heart, all my soul. The sound did not come immediately terrifying, first there took a lot of circumambulation and empty my mind that I arrived without much problem for me be cause numerous times in my youth. Then after a while came the sound of a gigantic force immeasurable! He came to me behind me, the bottom of the valley where the Mosel going to Maron. The sound was similar to that of a huge mistake but a very low frequency very serious. There was a slight vibrato. It lasted all of twenty seconds. And it was this kind of sound that is sometimes heard in nature, certainly here! I could not believe it yet played the Lyre! I told myself that maybe it was this state of grace! Enlightenment! I felt in perfect harmony with the world. But to be achieved this, I came to this place in a desperate state of depression! That was wrong with me because of my unemployment and lack of money as usual or with my girlfriend. Only a catastrophic state as one in which I was able to induce her, Lyra had played my pain and despair! I found no other explanation. Doing so by being located at the crossroads Charlemagne was the center of a hexagon between the sixth and seventh string! The hexagon symbolizes the plectrum to pluck the strings! The rope that if I played by the first by a C, D, E, F, G, A, we saw that the sound was located between the 6th and 7th chord, so it would be a Bb !
Whatever one believes it or not I just tell it to me. This is not the most important! The most important thing is to protect Lyra face catastrophic urbanization projects such as highway, destroying the wood oven, etc. ... It is a world heritage! There was enough damage that way! How
grant harp:
For all instruments like harp, or piano, strings that have free (ie it does not shorten asking fingers in places like guitar), the height of the note produced by a string depends largely on the length of the cord (it also depends on the voltage, the thickness ... but simplifying). We must therefore make a calculation to determine the best length to give each string. Here's how:
Determine the length of the longest string of your instrument. Call the "l".
Divide this length by the 1.05946309 (twelfth root of 2). You get the length that I2 should be the next string to be paid 1 / 2 tone higher. If you want to go directly to a string tuned a tone higher repeat the process again. Take home
length l2, repeat the same calculations to compute l3, length of the next string, etc..
Give Lyre of Hermes:
The longest string of Lyra of Hermes measures 57 inches wide for a 4 cm yields 1 km or 57 / 4 = 14.25 km in length the largest rope!
vibrating lengths to calculate the Lyre of Hermes
To calculate increasing lengths (Notes + in + serious) use the calculation to calculate
ascending decreasing lengths (Notes + in + high) using the calculation down
Enter the length of your first string or tube in the box marked Yellow
you get the length of the strings or tubes following three octaves.
R122 = 1.059463094 (twelfth root of 2)
Calculation Calculation ascending descending
We note that the figures are exploitable down. Which gives for the Harp 12 strings of Hermes the following tuning in kilometers:
13.45020896 11.98277392
10.07627163 7.997542095 5.991386959
4.236550348 2.827558125
1, 781250001
1.059137587 0.594420873
0.314883489 0.157441744
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