User blog:Luckyluxiuz/Tribonacci and beyond

Fibonacci is basically what is 1 1 2 3 5 8 13 21. ..

If \(F_{n} = \text{n'th fibonacci number}\) then it goes towards the golden ratio.

If you start with 1 1 1, then you get the Tribonacci numbers, 1 1 1 3 5 9 17 31. . . And if \(F_{n} =  tribonacci-n\) then it is about 1.8380952380952382...

If you start with 1 1 1 1, then you get the Quabonacci numbers, 1 1 1 1 4 7 13 25 49... where the constant is  about

1.9281767955801103, Then Quibonacci, 1 1 1 1 1 5, about 1.9612403100775193, Sebonacci, Sepbonacci. ..

n-acci number sequences start with n amount of 1s, and add them together, then shift the addition left (somehow)

1-acci is an infinite sequence of ones, so 1-acci = ∞-acci in some way.

2-acci is fibonacci

3-acci is tribonacci

Decbonacci constant = 2

winter  break boiiis