What blows my mind about these is thinking that every single point along the boundary can zoom in infinitely into a completely unique pattern, and that there is infinite distance between any two points along the boundary no matter how closely located you make them
Hey maths great job on this world reacord but i have a (stupid) question: how do you know that you would end up on a minibrot?,i know there is something in that program to find brots but how does it find one so far in advance? thank you for answering in advance!
From SE: *The baby-brots are all "centered" on c values with super-attractive orbits. If f_c(z)=z^2+c and f_n_c denotes the nth iterate of f_c, then the c values with super-attractive orbits that have a period dividing n are exactly the roots of f_n_c(0)*
One way, maybe I can try to slice up all the videos into pictures with interval of 10 seconds, and then I can see all of them in my gallery are unique?
Я буду до премьеры оплакивать Ал.Дэлона 15 ть дней и ночь запоя мой дядя тожэ пил одикалон наш герой Алкоголик Дэл..ловжюон. рост 2мет.11см. или антропометрия 7м.футов 2дюйма размах рук 1 Мерт 92см
i knew i should have requested more olives
I like how the room moves as I look away!
Good good !!!
Congratulations for the performance !
Good job !
I’m fan !!! Go on like this !
Your a beast for this!
What blows my mind about these is thinking that every single point along the boundary can zoom in infinitely into a completely unique pattern, and that there is infinite distance between any two points along the boundary no matter how closely located you make them
i wonder how many minibrots you could find that late into a zoom
This looks like we are traveling down a long, long, loooooooong tunnel!
its a tunnel of stability on the way to instability
I am ready for a deep dive .
almost there
Hey maths great job on this world reacord but i have a (stupid) question: how do you know that you would end up on a minibrot?,i know there is something in that program to find brots but how does it find one so far in advance? thank you for answering in advance!
From SE:
*The baby-brots are all "centered" on c values with super-attractive orbits. If f_c(z)=z^2+c and f_n_c denotes the nth iterate of f_c, then the c values with super-attractive orbits that have a period dividing n are exactly the roots of f_n_c(0)*
@@nexys1225 yes that is what i thought i just wondered how he would know in advance :)
How do you prove it’s actually that deep and not just a previous video on loop?
One way, maybe I can try to slice up all the videos into pictures with interval of 10 seconds, and then I can see all of them in my gallery are unique?
@@galaxygur you can see the patterns evolve, its never the same
Very closed.
Я буду до премьеры оплакивать Ал.Дэлона 15 ть дней и ночь запоя мой дядя тожэ пил одикалон наш герой Алкоголик Дэл..ловжюон. рост 2мет.11см. или антропометрия 7м.футов 2дюйма размах рук 1 Мерт 92см