I think what kickstarted all this, was during a day I was bored in class. I wrote all the square numbers, then wrote their differences I realized they were all the odd numbers, resulting in this:
I came to the conclusion that a squared number is the sum of all the odds until the one corresponding tho such number, like this:
n² = 1 + 3 + 5 + 7 + 9 + 11 + … + 2n – 1
That's when I met summations (without even knowing how to use the sigma notation), which is going to be something fundamental for many articles in this blog.
I had always been keen on maths at school, but it wasn't something I really enjoyed, it was boring and repetitive. However, after that point, I was really curious about, for example, could there be a formula to get all the prime numbers? What would happen if I do this to the cubed numbers? Suddenly, I started to find some useful and interesting properties and formulas.
Those formulas are what I'm going to publish here,and in a way that literallya fifteen-year-old boy can understand, good explanations, informal language, etc…

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