the creator of thoughtful grins on little souls, the molder of a legend, the light of an eye-blinding ray of literature, Lucy Maud Montgomery, or better known as L.M Montgomery is one of THE most phenomenal and unparalleled authors I have ever known. the beauty of her writing is miraculous, the plot of her stories is out of this world. She is honestly my crush and will be lifelong. Bloomed into this world on the 30th of November, 1874 in the chilly town of Clifton to Clara Woolner Macneill Montgomery and  Hugh John Montgomery. Hardly had she reached her 2nd year in the world, when her mother, Clara, passed away suffering from Tuberculosis. Since then, she was lonesome and quiet. A blessed child, the seven-year-old lucy, moved to Prince Albert to lead her childhood with her grandparents, when she found her imaginary friends holding her hand, later, that time of her existence was credited as a development and expansion of her creativity. In 1887, the witty and bright lucy of 13, wrote in her diary that she had, quoting, “early dreams of future fame”, she didn’t know that fate took her ‘early dreams’ very seriously.

the year 1883 was spent with her attending the Prince of Wales college to get a teacher’s license, and slowly, her love for Prince Edward Island grew as she strolled solitarily through the tranquil and starry paths down the countryside. Remarkably extraordinary as she was, Lucy completed her two-year teaching program in one year, clearly a prodigy. After, she explored the fields of literature at Dalhousie University, Halifax, nova scotia.

A part of her life was spent teaching in various schools located in Prince Edward Island after she left dalhousie university. Though Not a fan of teaching, it lent her the time to write, a hobby she loved more than herself. The spree of resplendent writing began in the year 1887 when she started publishing her short creations in several newspapers and magazines. And look how it turned out, over a hundred stories were published and hence started her journey to endless fame and love.

A gorgeous beauty, she was known to own her ‘good looks’. Those good looks resulted in many love interests in Lucy’s life. At the blooming age of fourteen, a boy named Nate Lockhart gained her affection, In response, she got the same too. Their liking turned into a relationship, for lucy, the relationship meant merely a humourous and witty friendship. Unfortunately, the love between the two birds ended abruptly when she refused his proposal.

The year 1908 can be called THE BIG BREAK for Montgomery. It is the divine and holy year ANNE OF THE GREEN GABLES was published. No surprise an immediate success, by November 1909, It had accomplished more than 6 printings. Still alive in the shelves of bibliophiles and the history of literature, We can still feel each emotion throbbing through every page we turn in the book. Every sentence is magical, some parts of the story representing real circumstances in Montgomery’s life, it is partly fictional, The plot of it almost real. This light, funny, and beautiful story is the epitome of a relax read with fun and philosophical expressions. You’ll laugh, you’ll cry, you’ll have a new perspective of seeing things. The readers can feel the author’s soul which is put into it.

So many years have passed, so many revolutions the earth has taken, and still, here I am, writing about this miraculous phenomenon whom we know as our beloved L.M Montgomery.

Once upon a time, there was a young athletic boy hungry for success for whom winning was everything and success was measured just by winning. One day, the boy was preparing himself for a running competition in his small village, himself and two other young boys to compete. A large crowd had gathered to witness the sporting spectacle and a wise old man, upon hearing of the little boy, had travelled far to bear witness also. The race commenced, looking like a level heat at the finishing line, but sure enough the boy dug deep and called on his determination, strength and power. He took the winning line and was first. The crowd was ecstatic and cheered and waved at the boy. The wise man remained still and calm expressing no sentiment. The little boy, however felt proud and important. A second race was called, and two new young fit, challenges came forward, to run with the little boy. The race was started and sure enough the little boy came through and finished first once again. The crowd was ecstatic again and cheered and waved at the boy. The wise man remained still and calm again expressing no sentiment. The little boy, however felt proud and important. “Another race, another race!” pleaded the little boy. The wise old man stepped forward and presented the little boy with two new challenges an elderly frail lady and a blind man. “What is this?”, quizzed the little boy. “This is no race” he exclaimed. “Race!”, said the wise man. The race was started and the boy was the only finisher, the other two challengers left standing at the starting line. The little boy was ecstatic, he raised his arms in delight. The crowd however were silent, showing no sentiment toward the little boy. “What has happened? Why not do the people join in my success?” he asked the wise old man. “Race again”, replied the wise man, “ this time, finish together, all three of you, finish together” continued the wise man. The little boy thought a little stood in the middle of the blind man and the frail old lady, and then look the two challengers by the hand. The race began and the little boy walked slowly, ever so slowly, to the finishing line and crossed it. The crowd were ecstatic and cheered and waved at the boy. The wise man smiled, gently nodding his head. The little boy felt proud and important. “old man, I understand not! Who are the crowd cheering for? Which one of us three?” asked the little boy. The wise old man looked into the little boy’s eyes, placing his hands on the boy’s shoulders, and replied softly.

 Have you ever wondered how pi was calculated before Newton
discovered it. Up until the 250BC, mathematicians knew for a fact that the
value of pi is between 3 and 4. And you may ask that how did they know that,
the answer to that would be that they did that with the help of a hexagon and
square.

A unit circle (area = π)
was inscribed with a regular hexagon of unit sides. And the circle was inscribed in a
square. The hexagon was then further divided into 6 equilateral triangles with
unit sides. Then the perimeter of hexagon was found to be 6 units. Since the
hexagon was inside the circle the circumference of the circle must be a little more than
that of hexagon.

Circumference > perimeter

2 π > 6

π >3

On the other hand, the perimeter of square > circumference of the
circle.

2 π<8

π <4

Hence, it was concluded to be between 3 and 4, i.e, 3< π<4.

Later in the 250BC, Archimedes improved this calculation. He bisected
the hexagon into a dodecagon (12 sides) and inscribed one into the circle and inscribed
the circle in another 12-sided polygon. After calculation, it was found that π
lies between 6.212 and 6.431. This process repeated for centuries until they
reached the 96-sided polygon and found a range of 3.1408< π<3.1429.

In the late 16^th century, Francois Viète
doubled a dozen times than Archimedes and computed the perimeters of polygon of
393,216 sides. And by the early 17^th century, Ludolph van Caulen surpassed
him by calculating perimeter of polygon of 2^62 sides. He spent 25 years of his
life calculating π upto 35 correct decimal places.

People were used this method of computing pi until Sir Newton came along.
The first step to his discovery of π was building Binomial theorem from the
Pascals triangle. Sooner after he also delt with the theorem being subjected to
incompetency when power of (1+x) was -1, since it would give an infinite
series. But he proved its accuracy by multiplying both sides by (1+x). The left
hand side gave 1 straightaway and when (1+x) was multiplied on the right hand
side, every term got cancelled leaving only one.

Afterward he went for (1+x) with power of ½ to solve for the area of a
unit circle by equation of the circle, which was given by x^2+y^2=1. Hence, the value y=(1-x^2)^1/2 can be calculated by substituting the value of x by -x^2.

Right after this, he also invented calculus. And the integration from 0 to 1
was used to find the area under y=(1-x^2)^1/2 which is the area of the quarter of
circle in the first quadrant. We also know that the area of quarter of circle
is (πr^2)/4. In this case it will be π/4 (since r=1). Upon equating them and calculating we get
the value of π. To make things easier and accurate he decided to integrate from
0 to ½. It gives the area of the circle from the left of y axis to the straight line of
x=1/2. That area can be calculated as area of a sector of 30 degrees, which
will be π/12, and a right triangle of sides 1 and ½ ( we can calculate the
third by Pythagoras).

And upon equating we once again can find the value of π. Not only that
but when you solve up to 5 places of the integration, you get results π for up to 5 decimal places. And it
will take calculation of integration up to 35 terms to get what Ludolph
van Caulen got after 25 years. This is how years of calculation was simplified
by Sir Isaac in a way it took only a few days to learn the value of pi.

SOURCE- Veritasium on youtube

The most important medium used in education today is the printed word. Knowledge is preserved in books and the first step in education is learning to read. But a blind man cannot read a book. is he then to be denied opportunities to educate himself? No, not necessarily so. The blind can get themselves educated, not only in the sense of being able to read and write but even in the sense of training themselves for the profession. Teachers of the blind have devised methods by which the blind can ‘read’ books without the aid of the eyes. The most famous of these methods is, undoubtedly, Braille.

Braille ( named after its inventor ) is a system of representation of printed symbols by raised dots on a flat surface. Six dots in various combinations are used to represent letters, numbers, punctuation marks, and some common words. The blind person ‘reads’ the boo by passing his fingers over the dots. Thousands of blind people all over the world have used Braille to educate themselves. A book in Braille is not so compact or handy as compared to any other book. The size makes it difficult for people to use Braille as easily as printed books.

To overcome the difficulties, a new method has been introduced in recent times. The American Association for the Blind made ‘Talking books’ or long-playing discs with recordings of books. The popularity of talking books and tape recording is steadily increasing, and governments and private agencies have come forward to support the effort to produce them and make them available to people who need them.

Confidence isn’t walking into a room thinking that you’re better than anyone. It’s walking in knowing. That you don’t want to COMPARE yourself to anyone. Comparing yourself to another person that isn’t even in your system. There’s no thought of comparisons. There is no competition with any other human. You are not below anyone that’s confidence. When you can get to the place in your life. Where comparison is dead. When you are good enough not to others. But to yourself that is confidence and you can be good enough right now. Because you are good right now. You might just need to change your mindset.” CONFIDENCE “can be developed in many ways. You can start with your physiology, your posture. If I asked you what a confident person looked like would you be able to tell me? Of course you would they look strong, sure of themselves. How are they standing? They are standing TALL. How are their shoulders? They are BACK, upright. They make eye contact their head is up, not down. Now a SHY or introverted person might say. Yeah, well that’s all good for outgoing people but I will never be confident. Anyone can develop confidence. Some might have to work on it harder than others because they have conditioned themselves into a lack of confidence for much of their life but anyone can develop confidence. Even the majority of shy people have moments where they aren’t shy like around people they trust may be family, friends or their partner. Moments where they can be themselves fully. So the shyness is selective which means you can make confidence permanent. If you CONSCIOUSLY decide to be the person and do the things you do not just around those you trust the most, but all the time. Being confident doesn’t mean you are LOUD. It isn’t about being the one that has to be noticed. I’s the opposite, it’s knowing you’re great, without having to be seen. It’s the silent winner. It’s the humble champion. If you lack confidence, you can change. If you lack anything, YOU CAN CHANGE. You can be anything in life including radical personality change. IF you are COMMITTED to finding the answers. “UNLOCK THE GREATEST VERSION OF YOURSELF”. Your true nature of confidence of pure positive energy. Unlock your authentic power today.

You must have seen several talent-shows where people
would guess the day of a given dates. Some of you must have thought they do it
by memorizing the entire calendar. Well, it somewhat does require memorizing,
not the entire calendar though, and the rest is basic calculation. Let’s jump
right into it.

 The method that
we are gonna discuss about is called Doomsday Rule. This algorithm was devised
by John Conway, inspired by Lewis Carroll’s perpetual calendar algorithm, in
the year 1973. By using this method anyone can calculate the day of any date in
any given year.

In this method one need to remember these special
dates also known as doomsday, these days include:

4/4,6/6,8/8,10/10, 12/12, 7/11,11/7, 9/5,5/9

[ Note- Every dates in this article are in the format
of month/day/year]

The date for the month of January and February differs
according to the leap year.

The special dates of January are the 3^rd
and 4^th (for leap year) and for February, it is 28^th and 29^th
(leap year). So, it is 1/3 and 2/28 for three years and ¼ and 2/29 the other.

For March, the special date is the pi day, that is,
3/14.

Other notable special dates are 10/31- Halloween and
12/26- boxing day.

Now, one may ask what’s special about these dates, to
that, these days in a given year appears on the same day. For example, if you
know the 12/12 is Friday, then the rest of the dates mentioned will also be on Fridays.

Now that we know the trick let’s learn about how to apply
them. For example, let’s find out the day of 11/26/2023.

For every question we need a reference date, which
could be any of the doomsday. For this case let’s take the pi day as the reference.
Once we know about pi day we will automatically know about the rest of the days.
And that’s when we face the question that how do we know that. There is a
simple trick to that as well. All you need to remember is that the pi day was a
Tuesday in the year 2000.

2000 – Tuesday

2001- Wednesday

2002- Thursday

2003- Friday

2004- Sunday

As you can see, that every year the day increments by
one and in the leap year it is incremented by 2.

When you need to find out about past dates, those of
before 2000, all you need to remember is this pattern,

1700- Sunday

1800- Friday

1900- Wednesday

2000- Tuesday

And this pattern repeats, which means 2100 pi day
would be on Sunday, 2200 on Friday and so on.

Now let’s get back to the question. So, the year is
2023. We know on 2000 pi day was in Tuesday, all we gotta do is add the number
of years plus the number of leap years to Tuesday,

Tuesday + 23 + 23/4(=no. of leap years)

Tuesday + 23 + 5 (ignoring the decimal, which is to be
done in every case, since years can’t be in decimal)

Tuesday + 28= Tuesday (*since 28 is a multiple of 7)

(*when days are added with numbers which 7 or multiple
of 7, you would get the same day)

So, pi day in 2023 is a Tuesday. After this step you
need to find the nearest doomsday to the date in question. Here, it would be
11/7. 11/7 is also Tuesday. To find 11/26 we gotta add

Tuesday + (26-7) = Tuesday + 19 = Sunday

Hence 11/29/2023 will be a Sunday.

You can go to the calendar and check if the results
are correct. You can try this method on any date and year and see it for
yourself.

Dr. Bhupen Hazarika was a genius person, a great human being, a legendary music maestro, lyricist, writer, composer, film director, and producer. He is popularly known as the “Bard of Brahmaputra”. Although he left for heavenly abode on  5 November 2011 in Mumbai at the age of 85, he is the heart of millions in the  world through his melodious songs as well as versatile activities. He was an erudite scholar  also as he won a scholarship from Columbia University, New York and completed his Ph.D. in Mass Communication. He completed his doctoral degree on thesis “Proposals for Preparing India’s Basic Education to use Audio-Visual Techniques in Adult Education’. And later on from Chicago University, USA, he received the Lisle Fellowship.    

  Born at Sadia, in upper Assam on 8 September 1926, Bhupen Hazarika was influenced by his father Nilakanta Hazarika (school teacher) and mother Shantipriya Hazarika in singing with high moral value and character.  The eldest of ten children, Bhupen Hazarika (as also his siblings) was exposed to music by his mother. At the age of 10 years, he sang a Borgeet (Assamese devotional songs) which greatly impressed Jyotiprasad Agarwala, the noted Assamese lyricist, playwright and Assamese filmmaker. And in 1936, Bhupen Hazarika recorded his first song at the age of 10 years at Aurora Studio in Kolkata then Calcutta.  Later on Hazarika sang two songs in Agarwala’s film Indramalati, at the age of 12 years. It is pertinent to mention that Indramalati (released in 1939)   is the second Assamese language film, directed by the great Assamese poet Jyotiprasad Agarwala.

   Dr.  Bhupen Hazarika completed his matriculation in 1940; Intermediate in Arts (IA) from Cotton College in 1942 and then joined Banaras Hindu University for higher study and subsequently completed his B.A. (1944) and M.A. (1946). And already mentioned he was awarded a Ph. D in 1952 from U.S.A.

    From his early life, he was against the caste system as initially people talked about his caste, but he simply ignored them. It has to be agreed that one cannot great by caste. Greatness is proved only activities. Dr. Hazarika was singer, lyricist, musician, poet and film-maker and popularly known as ‘Sudhakantha’. His songs, written mainly by himself, are marked by humanity and universal brotherhood. While I was in Bangladesh I observed he was popular among the local Bangladeshis for his Bengali songs.

    Dr. Bhupen Hazarika composed music in the renowned films directed by Kalpana Lajmi, inter alia of which are ‘Rudali’, ‘Daman’, ‘Darmiyaan’ and also MF Hussain’s directed ‘Gaja Gamini’.

 Dr. Hazarika directed seven Assamese films, one Bengali and one Hindi film and composed music for 31Assamese, 14 Hindi, 15 Bengali and some Karbi, Bodo and Mising films.  The first film directed by Dr. Bhupen Hazarika was Erabator Sur which was released in Calcutta in 1956. He also published books for the children viz., Bhupen  Mamar Geete-Mate, A, Aa, Ka, Kha and a transcript autobiography — Moi eti jajabor.  He was the architect to set up a film studio in Guwahati, the first full-fledged film studio in Assam.

       Dr. Hazarika’s activities were rightly recognized time to time by conferring various awards such as Dada Saheb Phalke, Sangeet Ratna, Padma Bhusan, Asam Ratna, Srimanta Sankardev etc. In 2019 conferring Bharat Ratna to him albeit posthumously even then a very factual decision as Dr. Bhupen Hazarika was a versatile person in all respects and without an inch of doubt the decision is praiseworthy. It is pertinent to mention that Assam Assembly had passed a resolution in 2010 urging the Centre to confer Bharat Ratna to him.