Johann Sebastian Bach - Canone 1 a 2 video free download

Davide Colombo

La maestria di J.S.Bach nel fondere matematica e fisica, per ottenere un'ordine di suoni.Suoni che generano un magico campo magnetico in cui si attraggono per poi respingersi, creando armonia sublime!

Thomas Field

Bach shows that the base of the music is not only the feeling but also why . Makes clear the logical-mathematical conception of music. In short, the squaring of the circle .Johann Sebastian Bach - Canone 1 a 2

Valeria Cenerelli

Bach shows that the base of the music is not only the feeling but also why . Makes clear the logical-mathematical conception of music. In short, the squaring of the circle .Johann Sebastian Bach - Canone 1 a 2

Giovanna Silvestri

Visual music...#bach #canone 

MuzikLuvar

The unique Bach Family could be traced back to 1504 Sebastian Bach was born in 1685 til 1750. Most of the Bach family, who by the way were mostly musician's, made great music contributions to the making and care of music instruments also to composition style's and form and the science of music many generations before Johann sebastian Bach. His apprenticeship started at the age of 7 by his father and uncle. unfortunately he lost his mother at 9 then his father a year later and the young J.S.Bach was sent to live with oldest bother Christoph, 22 ,who was a pupil of Pachelbel by the way. The Young Bach was one of the highest placed students of his day, being a senior at 14 when the average age of his time was 17. So get this he did this having the lowest attendance when going to school and didn't care for doing his studies unless it had to do with music choir or observing the new construction of the pipe organ at his brother's church. His oldest brother was his mentor, a guide of high quality, trained by his father and the great organist and composer Johann Pachelbel. Young Bach absorbed all music instruction from his brother or seeked out any new information regarding music or music instruments. Also; there is a story that the Young Bach stole a volume of music by leading clavier composers in which he copied under the light of the moon which seriously injured his sight. Then after month's of toil coping and studying this volume of music he had stolen, he was then found out and deprived of the music he copied and studied. Wow, young Bach seem's to be similar to many contributors of science such as Leonardo Da Vinci, Mozart, Einstein and many others.... SO I'M NOT AMAZED AT THIS MAN'S ACCOMPLISHMENT'S. HE WORKED VERY HARD AND TOOK THE STUDY OF MUSIC MUCH MORE SERIOUSLY THAN HIS NORMAL STUDIES AT SCHOOL AND I DIDN'T EVEN TELL YOU THE HORRIFIC THIRTY FIVE YEAR WAR THAT WENT ON IN HIS COUNTRY DURING THE DYNASTY OF THE BACH MUSICAL FAMILY, WHO PRESERVED THE IMPORTANCE OF THE STUDY OF MUSIC AND THE HISTORY OF MUSIC COMPOSITION'S, DURING THE 35 YEAR'S WAR OF THIS TIME. WHICH BY THE WAY WAS ONE OF THE TWO THINGS THAT SAVED MOST OF THE GERMAN PEOPLE ALIVE OF THE HORROR. THE OTHER WAS SPIRITUALITY ANOTHER WORDS THE LUTHERAN CHURCH. BACH WAS DESTINED TO BE THE GREAT COMPOSER. THANK YOU GOD, IF YOU BELIEVE OR IF YOU DON'T BUT LOVE HIS MUSIC, FOR JOHANN SEBASTIAN BACH..... PLAY IT AGAIN SAM....... 

Marco Garavaglia

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Angelica Montuori

e sempre un offerta fantastica

Horizont483

suggestive...

Simone Ferrini

Möbius, Escher, Bach.+Emanuele Natale 

Andrea D'Agostini

Il nastro di moebius secondo Bach

Nuccio Trotta

Bach' numerology... this is only one of examples. It is so interesting...

Gargonzolo

No offense meant or taken, but you've clearly mistaken the point I'm making. The symmetry of the Crab Cannon is bilateral. The original manuscript suggests this by reflecting the base cleff, and the key signature, about its vertical axis at the end of the piece. In the video, traveling once around the strip you end up on the back where your bottom and the bottom of the staff are both flipped. You never flip upside down relative to the staff, as you would on the mathematical mobius strip

magikkris

Canone 1 a 2 dell'"Offerta musicale" di J. S. Bach (1747), il manoscritto mostra un solo pentagramma il cui inizio è collegato con la fine. Questo spazio è topologicamente equivalente a un fibrato del segmento sulla circonferenza, conosciuto sotto il nome di nastro di Möbius. L'esecuzione simultanea dei due cammini semplice e retrogrado dà luogo a due voci, la cui simmetria determina una evoluzione reversibile. Un universo musicale è costruito e poi "decostruito" di nuovo nel silenzio.

magikkris

because you've not understand the video XD , effectively the piece is not painted on the mobius as it should be, and the poor 3D log used her cannot render a real mobius but it is played as if the whole piece was on a mobius cause we hear the same piece when it's played back and force on the regular writing and the mobius, to understand the video u must first understand the purpose of it and what it is explaining :

Gargonzolo

Can you explain how I'm wrong?

magikkris

you're wrong and just need to look at that vid more than a half time.

TORMY VAN COOL

it's just amazingly genial !!