IN 1929, A MAN NAMED ROGER BABSON PREDICTED THE CRASH THAT WOULD DESTROY THE AMERICAN ECONOMY.
WALL STREET LAUGHED AT HIM.
47 DAYS LATER, THEY LOST EVERYTHING.
BABSON WASN'T LUCKY.
HE IDENTIFIED A 5-STAGE PATTERN THAT APPEARS BEFORE EVERY MAJOR FINANCIAL COLLAPSE.
THE SAME PATTERN SHOWED UP BEFORE 1987. BEFORE 2000. BEFORE 2008.
AND RIGHT NOW, 4 OF THOSE 5 STAGES ARE FLASHING RED.
Prediction for Bitcoin.
1. Pump till inauguration of Trump.
2. Micro volatile and flat in inauguration.
3. Flat Post inauguration for some weeks.
4. Pump again.
No one cares about your problems.
Unless your go build your life no one is coming so save you.
Acquire a powerful network. Focus on leveling up to reduce your liability due to your inexperience. Make money. Read books. Train. Eat healthy. Stay away from mainstream narratives & mass propaganda.
Unless you work on building you life then you will never get anywhere. At the end of the day it’s all up to you.
The Most Beautiful Equation:
Euler's identity combines these five numbers in a simple and elegant equation. Despite each of the constants representing fundamentally different operations or areas in mathematics (algebra, geometry, and complex analysis), they all come together in this identity, showing a deep and surprising connection between different areas of mathematics.
To understand why this is often considered the most beautiful equation in mathematics, it helps to know a bit about each of the numbers and symbols involved:
e: This is Euler's number, which is approximately equal to 2.71828. It's an irrational number (meaning that it can't be expressed as a simple fraction), and it's the base of natural logarithms. It has many important properties and arises naturally in various areas of mathematics.
i: This is the imaginary unit, which is defined as the square root of -1. The number i is a fundamental concept in complex numbers—a number system that extends the real numbers with an additional number dimension.
π (pi): This is a mathematical constant that represents the ratio of a circle's circumference to its diameter. It's approximately equal to 3.14159, and it's also an irrational number.
1 and 0: These are the fundamental numbers of arithmetic and algebra. 1 is the multiplicative identity (any number multiplied by 1 remains the same), and 0 is the additive identity (any number plus 0 remains the same).
^ and + and = : These are basic mathematical operations. "^" stands for exponentiation, "+" stands for addition, and "=" is the equality operator.
It is concise, profound and mysterious, combining five fundamental constants of maths into a simple, yet surprising, equality.