haha ondo? points aren't even live. Hope I have some xyz points tho if your moonmath is right!

doing moonmath on my $SPCX bags

i'm tired of being disappointed by moonmath aha

ngl was expecting moonmath when I saw points but your summary of all involved feels solid to me!

Great moonmath Was it all that simple? 😁

With you moonmath yeah should be enough

It's AURA day. Every Saturday, we will be getting aura for pre deposits until the @bulktrade mainnet goes live. I did some moonmath here. As we all know, bulk gonna drop 1M aura points every week. Let's assume they do it for the next 1 year, which would bring points to 52 - 53 million in total, this is if they drop same amount of token even after mainnet launch. If bulk launches at 50M fdv which is reasonable and with a supply of 1B, we could assume each AURA points will be worth 0.3$ each. You still fading bulk? Auramaxxxing. If you haven't joined bulk yet, find the link below. NFA.

small correction to my moonmath nest exchange ($10K into $200K in 5 month)

need more moonmath 1 point = 1$

Download your copy of the MoonMath Manual here: leastauthority.com/community…

The next MoonMath Manual Study Group hosted by @__zkhack__ takes place Thursday (May 28) on Discord. A great opportunity to explore zero-knowledge cryptography with others working through the material together. discord.com/invite/5FQymwzAn…

Getting into ZK can feel really overwhelming at first You search one thing and suddenly there are 50 new terms you’ve never heard before and everyone somehow expects you to know all of them I’ve been studying ZK for almost 2 years now and trust me I still have a really long way to go myself, barely scratched the surface if I’m being real But here are some resources I found genuinely useful and would recommend if you’re trying to get into ZK For people who prefer watching videos rather than instantly diving into books and papers • ZK Whiteboard Sessions (absolute gold, taught by some of the best cryptographers/researchers in this space) Season 1 youtube.com/playlist?list=PL… Season 2 youtube.com/playlist?list=PL… qqSEpWQZ0Q&si=jZX1yVpXOMQqvgQZ Season 3 youtube.com/playlist?list=PL… These are genuinely some of the best videos you’ll find if you actually want to understand how things work under the hood • ZKP MOOC playlist Another really informative playlist that covers many essential concepts in a structured way youtube.com/playlist?list=PL… • KoalateeCtrl’s yt channel Recently came across his channel and it caught me by surprise Has some genuinely good videos around ZK maths, zkSNARKs, pairings, Fiat-Shamir, Plonkish arithmetization and more youtube.com/playlist?list=PL… • David Wong’s PLONK videos Probably one of the best resources for understanding PLONK and his channel also has a lot of cool cryptography and ZK content youtube.com/playlist?list=PL… • MIT Advanced Cryptography lectures Heavy maths but really worth checking out if you want deeper understanding of concepts like interactive proofs, sumcheck, GKR, Fiat-Shamir and more I haven’t even gone through all the lectures myself, gave up midway at one point and definitely need to revisit them youtube.com/playlist?list=PL… Also check out channels like ZK Hack, Simons Institute for the Theory of Computing, 0xPARC, yAudit, RISC Zero, Scroll, Aztec Network, Starknet Foundation, StarkWare, House of ZK, dev3pack And lucky for you if you’re Chinese, y’all genuinely have some of the best detailed ZK explanation videos on YouTube That’s mostly for videos Now for books and online resources • RareSkills ZK Book rareskills.io/zk-book This is honestly the best place to start if you’re a beginner Their explanations are simplified enough that you’ll actually understand concepts instead of instantly getting overwhelmed Probably where many people should start • Proofs, Arguments, and Zero-Knowledge — Justin Thaler share.google/ytsKSBVILWQT1Vi… Best book out there for understanding ZK from fundamentals to deeper concepts I also feel a lot of people find ZK hard because they jump straight into Groth16/PLONK without properly understanding interactive proofs, IOPs, PCPs etc first This book builds those foundations really well • MoonMath Manual to zkSNARKs leastauthority.com/community… Amazing for building strong foundations in zkSNARKs from first principles Finite fields, elliptic curves, pairings, R1CS/QAP, Groth16 under the hood Really useful if your goal is understanding papers and implementations deeply • Awesome ZK repo github.com/ventali/awesome-z… Pretty nice curated repo with papers, tools, courses, libraries and a bunch of ZK related resources If y’all also want the programming/building side of ZK I’m dropping another post for that right after this

Thats a proper moonmath sesh right there

about to tag @FastLife to see this moonmath playbook and found out he already commented 😂 ggs to yall farming dango

Getting started with ZK isn’t easy. One reason is that there are many possible paths. I personally think the best approach is to learn one proof system end-to-end, so you can see how the ideas in ZK fit together. It could be Groth16, PLONK, or STARKs. I like Groth16 and Pinocchio. To understand them, you need to know modular arithmetic, the basics of groups, fields, and elliptic curves. You don’t need to know everything about these topics - you don’t need to understand what a Twisted Edwards curve is - but you do need to understand homomorphic encryption and how we can hide values in points on a curve. You’ll also need to learn a bit about circuits, instances, and witnesses. You’ll learn R1CS, which is an important arithmetization, and then later compare it with Plonkish systems to see how different they are. You’ll learn how to encode constraints as polynomials and how it’s possible to use simple polynomial properties to prove multiple constraints by checking just a single constraint at a random point. This idea, often called the zero-th check, or quotienting, is used in every proof system based on univariate polynomials. It’s how we achieve succinctness. However, the prover needs to commit to a polynomial or evaluate a polynomial without knowing the evaluation point. This leads the student to learn about toxic waste and trusted setups, which are fundamental concepts in SNARKs. Finally, the protocol itself. Pinocchio and Groth16 address security by introducing toxic waste tied to the circuit - essentially placing the circuit inside the trusted setup. It’s elegant and not too hard to understand, but it’s also not ideal: if the circuit is part of the trusted setup, then every time the circuit changes, a new trusted setup is required. This naturally leads to the idea, after Groth16, of looking for protocols with at least a universal trusted setup. The student can then move on to systems like Aurora or Marlin. Then take a detour to another arithmetization and move to PLONK with its Plonkish arithmetization. Even though QAP-based protocols like Pinocchio and Groth16 are no longer the most "popular" (I don't know the correct word here) proof systems, they are still an excellent starting point for truly learning ZK, not just through analogies. Two resources that teach Groth16 from scratch, for example, are the @RareSkills_io ZK Book and the Moonmath Manual for SNARKs. Lecture 9 of the 2023 Zero Knowledge Proofs MOOC also covers this topic.

I like Zera MoonMath Good old days Change the 3B to 5B plz

I don't hate Bitcoin, I hate scammers. Again the problem with your moonmath is the made up figures. This is why your portfolio is down over 50% during a bullmarket.

If you post 12 times a day, you might make Forbes list Thanks for moonmath!

Finally caught a real one in the wild. Comparing $NVDA at $11 to $SOFI at $17 is the kind of moonmath that keeps this industry alive. The S&P is literally at all-time highs and people are still calling it easy mode before the rug. Are we actually in a structural bull or just huffing that 2026 macro hopium