This film is an abomination and disgrace to the bilogy.

This ISA basically completely dominated the smartphone market of the 2010s and beyond, but it started appearing in other areas as the end of Moore's law made it more economical logical for large companies to start developing their own semiconductor, e.g. Google custom silicon, Amazon custom silicon.

It is exciting to see ARM entering the server, desktop and supercomputer market circa 2020, beyond its dominant mobile position and roots.

Ciro Santilli likes to see the underdogs rise, and bite off dominant ones.

The excitement also applies to RISC-V possibly over ARM mobile market one day conversely however.

Basically, as long as were a huge company seeking to develop a CPU and able to control your own ecosystem independently of Windows' desktop domination (held by the need for backward compatibility with a billion end user programs), ARM would be a possibility on your mind.

One of the most nerve wrecking movies ever made. Until they decide to rescue their colleague from jail, then it just becomes too surreal.

There is only a very fine difference between a very good film, and the best films of all time. Perhaps it is something to do on how epic the subject matter is? It is often very hard to tell, and switches between the categories are also possible.

Dan, if you ever Google yourself here, please contact Ciro Santilli: Section "How to contact Ciro Santilli" to do something with OurBigBook.com. Cheers.

This post-quantum cryptography competition by NIST is a huge milestone of the field.

It was mind blowing when in 2022, after several years of selection, one of the 7 finalists was broken on a classical computer, not even in a quantum computer! news.ycombinator.com/item?id=30466063 | eprint.iacr.org/2022/214 Breaking Rainbow Takes a Weekend on a Laptop by Ward Beullens. Dude announced he had a break a few days before submission: twitter.com/WardBeullens/status/1492780462028300290 On Twitter. He's so young. Epic.

Edit: and then, after the third round, things were a bit unclear, so they made a fourth round with 4 choices out of the 7 from round 3, and in August 2022 one of the four was broken again on a classic CPU!!! OMG: arstechnica.com/information-technology/2022/08/sike-once-a-post-quantum-encryption-contender-is-koed-in-nist-smackdown/

Magic is the best card game of all time. Ciro Santilli agrees with this fact, and this has nothing to do with the nostalgia factor of having played it while being a teenager.

It is also the one with the most cumbersome name possible, containing even a bloody colon punctuation in it!

However, besides that, Magic has another major flaw: the cards of old formats (Legacy and Modern), which are the only really interesting ones, are fucking expensive: Section "Magic: The Gathering is too expensive".

Like in mathematics, the most beautiful decks are those that do crazy things:All of this comes to a certain extent from the deep asymmetry that permeates the game.

It is also really interesting to watch as new sets as spoiled and try to guess if certain cards will have any impact on the Modern or Legacy metagame.

Here are some cool decks:

If Ciro were to ever overcome his cheapness and play the legacy forma (which will never happen), he would likely play one of the following decks when trying to be able to win at all:Both of this decks focus on cheating a huge creature into play in one go, and both have combo protection methods (discard for turbo depths, and counterspells for sneak and show). Ciro believes that those decks reflect his personality well, notably Ciro Santilli's self perceived creative personality. Related decks that don't appeal as much to Ciro:And above all, Ciro would never play a fair deck. Grinding victories is not for him. He'd rather quickly decide win/lose status and move on.

Competitive commander is also interesting, although matches tend to be much more random so the format is harder to digest, see for example this channel; Playing With Power MTG channel.

In Ciro's mind, Urza's block is the most epic of all, followed by the masques block. Those sets had a ridiculous power level and epic art, and they happened just before Ciro Santilli started playing during Invasion, which had an extremely low power level in comparison. So Ciro saw some cards from those slightly older formats floating around, but not many, and they felt so mystical and awesome.

ChannelFireball is one of the best Legacy resources out there, but they have too much crap filling in between legacy videos unfortunately.

The following creators share many of Ciro's interests and output large quantities of interesting content covering all memes/overpowered combos of new sets:

Ciro was pleased when he learnt that Steve Wozniak plays magic the gathering.

Magic's competitive play became a mess in the late 2010's. They had a clear tournament structure, but they decided to start changing things every 6 months, and give tournaments meaningless names like "Mythic championship", and it just became impossible to follow what is what.

The mtg.fandom.com/wiki/Card_frame#Original_frame is the best, much more epic all others (notably since 2003 update) ware bullshit, good overview medium.com/@raphaelaleixo/the-graphic-design-for-magic-the-gathering-card-frames-b3b6da4cd003

www.youtube.com/watch?v=5hk3IOQiisg Crazy MTG Scandals That Changed The Game by Nikachu (2021). Good list:

Seasoning is a process used primarily with cast iron and carbon steel cookware to create a non-stick surface and to protect the metal from rusting. The process involves coating the surface of the cookware with a layer of oil and then heating it to a high temperature. This causes the oil to polymerize, forming a hard, protective layer on the cookware.

Schreyerite is a rare mineral that is a member of the pyrochlore group. Its chemical composition is primarily defined by the presence of niobium, titanium, and oxygen, along with other elements in lesser amounts. The mineral is typically found in igneous rocks, particularly those that are rich in niobium and titanium. Schreyerite is of interest to mineralogists and geologists because of its unique properties and its occurrence in specific geological environments.

Vaterite is a mineral form of calcium carbonate (CaCO₃) that is less common than other polymorphs of calcium carbonate, such as calcite and aragonite. It is named after the German mineralogist Heinrich Vater. Vaterite typically forms in the presence of certain biological processes, in alkaline conditions, or in the presence of organic compounds.

Continuous \( q \)-Legendre polynomials are a family of orthogonal polynomials that extend classical Legendre polynomials into the realm of \( q \)-calculus. They arise in various areas of mathematics and physics, particularly in the study of orthogonal functions, approximation theory, and in the context of quantum groups and \( q \)-series.

Quantum philosophy is an area of philosophical inquiry that explores the implications and foundations of quantum mechanics, which is the branch of physics that deals with the behavior of matter and energy on very small scales, such as atoms and subatomic particles. This field of philosophy addresses several deep questions regarding the nature of reality, observation, and knowledge, and it often intersects with issues in metaphysics, epistemology, and the philosophy of science.

The term "LLT polynomial" refers to a specific type of polynomial associated with certain combinatorial and algebraic structures. It is named after its developers, Lau, Lin, and Tsiang. LLT polynomials are particularly relevant in the context of symmetric functions and the representation theory of symmetric groups. LLT polynomials can be defined in the setting of generating functions and are often used to study various combinatorial objects, such as partitions and tableaux.

Sieved orthogonal polynomials are a class of orthogonal polynomials that are defined with respect to a weight function, where the weight function is modified or "sieved" to omit certain values or intervals. This sieving process leads to a new set of polynomials that retain orthogonality properties, but only over a specified subset of points.

Tian yuan shu, or the "Heavenly Element Method," is a traditional Chinese mathematical system that is primarily concerned with solving equations. It is an ancient technique that originated from China's rich mathematical history and was used extensively in dealing with polynomial equations. In tian yuan shu, problems are typically formulated in terms of a single variable, and the solutions are often derived geometrically or through specific numerical methods.