Chess Status Now

My ELO rating has become about 1000. 1000 or below is the ELO rating of novices.
In USA, it means Class F or above.
I am consistently beating the tan in Level 3. In Level 4, it is mostly even. Level 4 is 1125 ELO rating.
I shall buy books and improve my ELO rating.
I am also planning to play chess with persons.

#PythaShastri rhythms?

#PythaShastri had made formulas for simple pi and gamma expressions.
#PythaShastri had re-learnt the Riemann zeta functions and in the process had applied a little more to get expressions.
Now, it is tough to talk of extroverted and external work. Though, up and working and Becoming extroverted are inspirations; they are not complete for extroverted work.
What is lacking is rhythms. I sort of discovered this just a little while ago.
How to make an expression?
Possibly, 1 and 2 terms of one expression syncs with 1 and 1 terms of other.
I will try working here with dafli playing logic.

The right way to meditate

Closing your eyes and opening them while uttering repetitive prayers is possibly the peak in meditative practice.
I challenge that breath control meditations can be that effective.
I do sandhyavandanam every day. The gayatri mantra part is done by coordinating eye closing and opening. One gayatri mantra with eyes open. The second one with eyes closed. The third with eyes open. I do 54 gayatri mantra japa. By 40, I reach blissed state.
Not so religious guys can try this.

Develop your own logic

Madhava of Sangamagrama gave
Pi/4 = 1 - 1/3 + 1/5 - 1/7 . . . .
This is accurate.
However 1/2 is missing.
If you gradually develop reasons and mathematical expressions for 1/2 missing; then you can reach pi/4 quickly.
This finishes pi topic.

Zero laziness

Zero laziness is an objective we must practise.
It's a trait with a few.
How is it possible?
By refusing some of the work. But doing others without laziness.
Some can walk the whole day.
Some can clean the whole day.

Homage to Ramanujan

I have considered e^(√7) series. The fourth term will be 49.

The fourth term in ((n-1)!)^(n-1) is 2^2. 4. 49/4 is the resonance I seek.  Which is 48+1/4. I make it in n terms. (12^n+1)/2^n. I write this instead of n. (I realize there are some mistakes here !!).

Anyway, I get 13.92 very early from 5th term onwards.

Now, I multiply by 4000√14/(3683x18). This gives me 3.14.

Ramanujan must have been a master in all these, I think. Amazing feel for integers and squaring, cubing etc. as sums. A thorough genius, unbeaten. Still unbeaten. A challenge !! 

4000√14/(3683x18) is my intelligence. And my level of seeing numbers. Using calculators, of course. I have a passion for √2 and √3. 

Expressions for Pi

What are the different types of expressions of Pi?

1. As a series of rational numbers. Progressing ahead in a logical way.  pi/4 =1 -1/3+1/5-1/7+1/9 . . . . These are slow. A value of pi to 1000 places may take a day, let's say in a software. These are of complex nature of our experience of numbers. You may recall that -1 is i squared. Also possibly the 90 degree 1/2,1/4, 1/6 etc. are eaten up. Or you may think when 1 and 3 are there why should I think of 2. It is intended. A complex thought !!
2. As a series of factorials. pi/2 = (n!)/(2n+1)!!( Double factorial is different. n!! is not same as (n!)! Double factorial is multiplying the even numbers or the odd numbers as the case maybe.)  This is fast and efficient for pi calculations. A value of pi to 1000 places may take 5 minutes in software.
3. As s(n).(An+B/C^n) series. This was pioneered by Ramanujan. And the fastest and most efficient. I am not clear here. Ramanujan was a genius here and his notes are confusing.

Why should I express pi?

• Because it is nature
• Because I am naturally affected by this.
• Because it suits my thinking