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The Browns | Three Bells

The Browns | The Three Bells

Another name given for “The Three Bells” was “Jimmy Brown” or “Little Jimmy Brown.” As such, the song recounts the three stages on Jimmy Brown’s life including his birth, marriage, and death. A top contry hit in 1959. Bells can symbolize beginnings and endings, a call to order, or even a command or a warning. Here at Bell, the symbol of our bell encompasses all of these.

The song is an English adaptation of the French language song “Les Trois Cloches” written by Jean Villard, with English lyrics by Bert Reisfeld. The single reached number one in the U.S. on Billboard’s Hot C&W Sides chart[2] and the Billboard Hot 100 chart in 1959.

Lyrics

There’s a village hidden deep in the valley
Among the pine trees half forlorn
And there on a Sunny morning
Little Jimmy Brown was born

All the chapel bells were ringing
In the little valley town
And the song that they were singing
Was for baby Jimmy Brown

Then the little congregation
Prayed for guidance from above
“Lead us not into temptation
Bless this hour of meditation
Guide him with eternal love”

There’s a village hidden deep in the valley
Beneath the mountains high above
And there, twenty years thereafter
Jimmy was to meet his love

All the chapel bells were ringing
Was a great day in his life
‘Cause the song that they were singing
Was for Jimmy and his wife

Then the little congregation
Prayed for guidance from above
“Lead us not into temptation
Bless oh Lord, this celebration
May their lives be filled with love”

From the village hidden deep in the valley
One rainy morning dark and gray
A soul winged its way to heaven
Jimmy Brown had passed away

Just a lonely bell was ringing
In the little valley town
‘Twas farewell that it was singing
To our good old Jimmy Brown

And the little congregation
Prayed for guidance from above
“Lead us not into temptation
May his soul find the salvation
Of thy great eternal love”

Source: Musixmatch

Songwriters: Bert Reisfeld / Jean Villard

The Three Bells lyrics © Peermusic Musikverlag G.m.b.h., Les Nouvelles Edi.meridian

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How to triple your memory by using this trick Ricardo Lieuw On TEDxHaarlem

Triple your memory | Tedx

Do you recall studying for your exams? You probably do. But do you remember how you studied, how you memorized French words or the year of the American civil war? Now, that’s probably harder. As a teenager, Ricardo Lieuw On was packing groceries when he knew what he wanted to study: he wanted to learn about learning. He picked up a study in psychology and learned how to reduce his learning time from 3 hours to 1 hour on the same piece of content. He gained the same knowledge in 200% less time. And specially for TEDxHaarlem, he shares the secret of his technique. This talk was given at a TEDx event using the TED conference format but independently organized by a local community. Learn more at https://www.ted.com/tedx

How to triple your memory by using this trick Ricardo Lieuw On TEDxHaarlem

Source: https://www.youtube.com/watch?v=JsC9ZHi79jo

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Fibonacci & Pythagoras Help save a beautiful discovery from oblivion

Pythagorean Triples

This is another brillian video from Mathologer. In 2007 a simple beautiful connection Pythagorean triples and the Fibonacci sequence was discovered. This video is about popularising this connection which previously went largely unnoticed. If you want more details go to the video on Mathologer.

Pascal’s Triangle

  • One of the most interesting Number Patterns is Pascal’s Triangle (named after Blaise Pascal, a famous French Mathematician and Philosopher). …
  • Diagonals. …
  • Symmetrical. …
  • Horizontal Sums. …
  • Exponents of 11. …
  • The same thing happens with 116 etc.
  • Squares. …
  • Fibonacci Sequence.

The Coefficients of the Binomia Theorem from Pascal’s Triangle

Pascal’s triangle formula is (n+1)C(r) = (n)C(r – 1) + (n)C(r). It means that the number of ways to choose r items out of a total of n + 1 items is the same as adding the number of ways to choose r – 1 items out of a total of n items and the number of ways to choose r items out of a total of n items.

The Fibonacci sequence with Pythagorean triples

The sum of the squares of consecutive Fibonacci numbers is another Fibonacci number. Specifically we have the following right triangle. The hypotenuse will always be irrational because the only Fibonacci numbers that are squares are 1 and 144, and 144 is the 12th Fibonacci number.

Pascal’s triangle is commonly used in probability theory, combinatorics, and algebra. In general, we can use Pascal’s triangle to find the coefficients of binomial expansion, the probability of heads and tails in a coin toss, the probability of certain combinations of things, and so on

Video

About Mathologer

Enter the world of the Mathologer for really accessible explanations of hard and beautiful math(s). In real life the Mathologer is a math(s) professor at Monash University in Melbourne, Australia and goes by the name of Burkard Polster. These days Marty Ross another math(s) professor, great friend and collaborator for over 20 years also plays a huge role behind the scenes, honing the math(s) and the video scripts with Burkard. And there are Tristan Tillij and Eddie Price who complete the Mathologer team, tirelessly proofreading and critiquing the scripts and providing lots of original ideas. If you like Mathologer, also check out years worth of free original maths resources on Burkard and Marty’s site http://www.qedcat.com.