Aldo Cavini (aldoaldoz)

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@Gimmickvr 15 күн бұрын

Fun fact, this video is exactly 90 days older than me

@Sahl0 24 күн бұрын

hexamyriakaipentachiliapentaheptokaitriacontakaiheptagon

@aldoaldoz 24 күн бұрын

I wrote a partial explanation about drawing the 65537-gon here: it.wikipedia.org/wiki/65537-gono#Idea_della_costruzione

@Sahl0 24 күн бұрын

@@aldoaldoz yippee

@squishygrapeschannel3276 Ай бұрын

17 gon 💀

@vincentdehaldolf1636 Ай бұрын

Everybody gangsta until Gauss dropped 17-polygon

@suhnih4076 Ай бұрын

Wow

@D43123 2 ай бұрын

Is anyone out there anyone at allllllllll

@matsforsberg6287 2 ай бұрын

This is what BRICS is using to change the world order 2020-....

@matsforsberg6287 2 ай бұрын

Thank you

@양익서-g8j 3 ай бұрын

어쩌면 우리보다 더 지성이 있지만 지구로 탈출하기위해 지속적으로 시도하는 미시 생명체가 있을 수도

@rouslanrouslan2677 4 ай бұрын

Reminds me of Plato's Timaeus.

@aldoaldoz 4 ай бұрын

This is taken from the Metaphysics (Aristotle) - strictly related just to the Timaeus

@rouslanrouslan2677 4 ай бұрын

@@aldoaldoz Interesting. I was under the impression that Plato, Eudoxus, and Aristotle had similar models of the universe, with a few key differences.

@aldoaldoz 4 ай бұрын

@@rouslanrouslan2677 Well, Plato doesn't even mention the retrogradre motion of the planets. Aristotle does; but in his "De Caelo" doesn't know how to explain the phenomenon; and only later incorporates Eudoxus's results into the Metaphysics. We know about Eudoxus just because of Aristotle (not Plato).

@patsk8872 4 ай бұрын

Until someone proves 7 is somehow impossible, I'll continue to believe the method just hasn't been found. I mean look at the method for 17.

@aldoaldoz 4 ай бұрын

It has been demonstrated by Carl Friedrich Gauss: the 17-gon can be exactly drawn with ruler and compass, the 7-gon cannot.

@gswcooper7162 5 ай бұрын

> All the possible polygons... There are three basic sets of constructible polygons based on number of sides: Any Fermat prime, the product of two or more Fermat primes, and any of the numbers in the first two groups multiplied by some power of 2. The last group are relatively trivial - if you can construct a polygon with n sides, then bisecting any side will allow you to double the number of sides, and this can be done without limit. Therefore, it would've been more useful to focus on the polygons whose number of sides are a Fermat prime, or the product of two or more of them; they are all odd numbers, and in total there are 31 of them. The five Fermat primes are the most crucial, as by constructing two polygons with number of sides f and g, for example, it's possible to determine the smallest distance between a vertex on the f-gon and one on the g-gon, and construct an fg-gon.

@tzovgo 6 ай бұрын

sad to see there isn't a construction of the regular 65537-gon here

@aldoaldoz 6 ай бұрын

I described the construction of 257 and 65537 sides regular polygons on the italian version of wikipedia. Here is the complete construction of the 257-gon (explanation and animated gif are mine): it.wikipedia.org/wiki/257-gono#Costruzione and here is the first step of the 65537-gon: it.wikipedia.org/wiki/65537-gono#Idea_della_costruzione

@RayHanar-l8q 7 ай бұрын

Heptagon

@aldoaldoz 7 ай бұрын

Sorry, the heptagon can't be exactly drawn by means of compass and straight edge only

@joratto2833 8 ай бұрын

amogus

@NowNormal 9 ай бұрын

So many AMOGUS structures

@LaserMob. 9 ай бұрын

un video così vecchio di programmazione fatto in italia

@ГаннаСисоєва 10 ай бұрын

0:40

@veritas5008 10 ай бұрын

Absolutely brilliant!! Best video I've seen for creating equal sided polygons using a compass. Many thanks 👍.

@69420guyhaha 11 ай бұрын

85 is possible

@aldoaldoz 11 ай бұрын

You're right. Also 255 is possible. I stopped as soon as the difference between a polygon and a circle became negligible

@Rando2101 Ай бұрын

@@aldoaldoz255=3*5*17, so it's possible. I would just draw a circle tho.

@hexagon-multiverse Жыл бұрын

Pleasing to the eyes & brain. Awesomeness.

@QeedVann_Official15 Жыл бұрын

the septendecagon could probably beat superman

@londonalicante Жыл бұрын

You should say all polygons possible up to 51 sides. You can double any of the examples (32x2=64, 34x2=68 etc.) There are also 2 more prime size polygons you can make: 257 and 65537. (The allowable primes are called the Fermat primes 2^(2^n)+1, and 65537 is the largest known example.

@akiakirunfaster Жыл бұрын

useful

@louimmature Жыл бұрын

this is beautiful

@danolantern6030 Жыл бұрын

Ok yeah i’m not gonna lie this is useful as fuck

@gabriel_souza Жыл бұрын

Now show me how to draw a hexamryiakaipentachiliapentahectokaitriacontakaiheptagon. lol

@placeholdername3907 Жыл бұрын

No hexamryiakaipentachiliapentahectokaitriacontakaiheptagon?

@TheRandomChannel_idk Жыл бұрын

TONY I SWEAR TO GOD

@YerroTheChicken Жыл бұрын

Is It Possible To Learn This Power?

@wieslawkruczala3205 Жыл бұрын

Good job!

@Ififitzisitz Жыл бұрын

That is equilateral polygons

@Rando2101 Ай бұрын

Regular you mean

@eziLoreno Жыл бұрын

2:39😂

@Diamondblade2008 Жыл бұрын

You are starting to encounter diminishing returns at 3:29 onwards because the shapes are starting to look more and more like circles instead of polygons.