Video

Look at map. M28 designed new one like this old one.

I didn't get ygg from my first mshiny

From florr to olympiad? man jeez I approve lol

I was in the giuld so met me wen im doun scholl ok.

this vid is really old now but i was YABA and my friend was YUBA xd i was really noob but im good now

as a fellow math olympiad nerd i approve

1 in 24.2k?? 2 MYTHICS FROM MHORNET???

Please make a topology video pleaseeeeeeeee

Ah yes, Euler's totient theorem. We usually use this to calculate large modulos, say 7^1989 (mod 100). Let phi of n be Euler's totient function. If n is a positive integer, phi of n is the number of integers in the range 1, 2, 3 ... n which are relatively prime to n. If a is an integer and m is a positive integer relatively prime to a, then a^phi of m is equivalent to 1 (mod m). How is this useful to calculate modulo by hand? Well, another way we can use the phi function is, if you have the prime factorization of any m taken a (mod m), written as x^k * y^l ... using Carmiachel's theorem we can state that phi of m is equal to LCM( x^k - x^(k-1), y^l - y^(l-1)...). This is very helpful, as we already know a^phi of m is equivalent to 1 (mod m). Again we can go back to the previous example, where we want to solve 7^1989 (mod 100). We take the prime factorization of 100, which is 2^2 * 5^2, and place them into our function, so we get lcm(4-2, 25-5), which is lcm(2, 20), obviously 20. Thus, 7^20 is equivalent to 1 mod 100. This is very helpful, as we can go back into our previous equation, simplify it, and solve easily. Man I never expected a 3blue1brown vid on this channel but it was very good!

banger

bro you get mte drop from mspider (0.0%) and i kill sspider and get 2m (94% for mte, 1% for ute)

Pls make more florr.I’m vids😊😊

Y

Florr.io

LA CAPANELLLA

🫡 we all wait for the day you return to Florr.

Hitbox:

Study for IMO.

Update: mythic drops are now a bit more common so double is still rare but not too much

Cool but nobody asked 🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓🤓

This has to be the most out of pocket video ever. 8 months after posting he comes back and proves a math theory 😂

BIG GUY

Very cool indeed. I'd like to point out that at 2:32 it may not be so obvious that each rotation of a certain coloring will produce a different coloring. Lets assume that there is a coloring that, when rotated by r/p*360 r<p, produces the same coloring as the one we started with. This means that there is a pattern in the ring which repeats itself every r beads. Thus, the p beads can be subdivides into some number of groups of r. In other words, r divides p and since p is prime, r has to be 1. So the only example of such a coloring is one where each bead is of the same colour, ie one with all blue beads. All other colorings will belong to a family of p different colorings generated through rotation. QED

me when see him in florr : wait 2520 back ?!

well my school sucks

💀☠️

gg on finding a new way to prove this

where florr

When florr

2520, I think a wolf ate you.

Bro just sounds like my aops teacher at this point 💀

2520 Can you teach me maths pls? :3

i can't focus on the proof with this banger (edit: my school sucks)

Bros been cooking

Dude everyone asks for ygg because it's always good to not waste your time for returning

Bro once you marked me

I miss these days! ✔ 🙂 #FlorrGreen

This happened to me on the Login Screen the other day for a moment. 🙂 I noticed that the background is a collection of multiple map background sections repeated. One of those sections went black for me, it looks like for you all of them went black for a bit lol #FlorrGreen

you mean ultra shell shoot pearls right

i got the build but i dont need the third eye because of the new talent and i need a uiris

59440^3×20576^3/3715^3+2429 0:11 4(93352^2)/4(1666^2) 0:15 I think this must have something about he stop youtubing

A epollen drop from mbee is very rare

A epollen drop from mbee is very rare

A epollen drop from mbee is very rare

Have you heard of the russian city of serversk

I sub