3 Big Bodies Of Time

Sometime yesterday, while browsing the internet, a notion came my way.

The notion was as follows: a maha-kalpa.

A maha-kalpa is, in essence, a body of time.

But, this is no ordinary body of time: a maha-kalpa contains 311 trillion years.

Give or take.

Our goal, with this essay, is to create three new bodies of time.

Vision 01: Sinora

Our first body of time is “Sinora.”

Sinora is a body of time that contains, within itself, 888 trillion years.

Just imagine that.

888 trillion years.

If you counted up to 888 trillion, one digit at a time, it would take you…28,416,000 years.

That’s about 28 million 416 thousand years.

Vision 02: Yarine

Our second body of time is “Yarine.”

Yarine is a body of time that contains, within itself, 333 billion Sinora’s.

The math is a little tricky. But, the total number of years, this would be, is…295,704,000,000,000,000,000,000.

That is a little more than 295 sextillion.

If you counted this number of years, it would take you…9,462,528,000,000,000,000 years.

That’s about 9-and-a-half quintillion years,

Vision 03: Indira

Our third, and final, body of time is “Indira.”

Indira is special.

You see, she isn’t just a body of time. Rather, Indira is a process.

A process that involves taking a Yarine and, then, multiplying it, by itself.

If you do this once, you get 87,440,855,616,000,000,000,000,000,000,000,000,000,000,000,000 years.

That’s about 87 quattuordecillion.

Right after Indira multiplies Indira, and gets that new body of time, she multiplies that body by itself.

And, she does this once, every single nanosecond.

There are one billion nanoseconds in a second.

The process occurs one billion times every second.

And, well, it only stops, when you want it to stop.

Conclusion

If you enjoyed this essay, then thank you so much!

And, if you didn’t, thank you for reading!

Please have an absolutely fantastic day!