We put Solana stakes into the prediction of the truth of math
Every theorem is a Gödel number. Every Gödel number is a prediction market. Every market settles across a portfolio of 71 cryptocurrencies.
119,000 SOLFUNMEME tokens in prizes! Map dance emotes to Monster group operations.
- 50+ emotes from GitHub (Fortnite, Roblox, FiveM, VRChat)
- 9 Greek Muses bless 71 Monster shards
- 15 Hecke operators determine winners
- Shard 6: Terpsichore (Dance Muse) hosts all repos
🏆 Competition Details → | 🎭 Shard 6 → | 📊 Full Showcase →
Origin Story:
This project IS the meta-meme. The meta-introspector was born to host the meta-meme—it began as the GCC compiler RDF introspector and evolved into a distributed AI challenge framework. From compiler introspection to metamemetic convergence across 71 shards.
The Complete Stack:
- 📄 Parse papers (LaTeX → theorems → clauses → terms)
- 🔢 Gödel encode every statement (text → number)
- 🔮 Verify in 8 languages (Lean4, MiniZinc, Prolog, Rust, Python, Julia, Octave, Sage)
- 📊 Compute consensus (% languages agree)
- 💰 Create Solana prediction market (bet on truth)
- ⚡ Settle with SPL tokens (truth = profit)
Making the Monster group tractable through 71-cap, Gödel encoding, and automorphic introspection
A distributed AI agent challenge framework where 71 frameworks compete across 497 cryptographic puzzles:
- 71 shards distribute challenges via mod-71 (497 total: 7 categories × 71)
- 23 Paxos nodes achieve Byzantine fault-tolerant consensus
- 71 AI frameworks invited (LangChain, AutoGPT, ElizaOS, Moltbot, CrewAI, etc.)
- Gödel-encoded rewards via Metameme Coin (MMC)
- Plugin tape system with ZK-RDF compression
The Gödel number IS the proof IS the genesis block IS the payment IS the zkSNARK
In CICADA-71, every mathematical proof generates a unique Gödel number that serves four purposes simultaneously:
-- Lean 4 proof generates Gödel encoding
theorem challenge_27 : ∀ p a, Prime p → a^p ≡ a [MOD p] := by
-- proof steps...
-- Gödel number: 2^5 × 3^27 × 5^proof_stepsstruct GenesisBlock {
godel_number: BigInt, // 2^a0 × 3^a1 × ... × 353^a70
proof_hash: [u8; 32],
timestamp: i64,
shard: u8,
}
// Gödel number becomes block hash
let block_hash = sha256(godel_number.to_bytes());fn mint_mmc(proof: &Proof) -> u64 {
let godel = compute_godel_number(proof);
let mmc_amount = (godel % 1_000_000) as u64;
// Gödel number determines reward
mint_tokens(proof.author, mmc_amount);
mmc_amount
}// Prove Hecke operators on zkML data
template MonsterHarmonic(71) {
signal input perf_hash; // zkPerf witness
signal input ollama_hash; // Ollama response
signal input primes[71]; // Monster primes
signal output j_invariant; // j(τ) mod 196884
signal output topo_class; // 10-fold way
signal output bott_period; // Period 8
signal output prediction; // Behavior
}Solve Challenge → Generate Proof → Compute Gödel Number
↑ ↓
←─────────── Mint MMC ←───────────────┘
Example:
- Challenge 27: Prove Fermat's Little Theorem
- Proof: 47 steps in Lean 4
- Gödel:
2^5 × 3^27 × 5^47 = 67,500,000 - Genesis Block:
0x0406b5a0...(SHA256 of Gödel) - Payment: 67,500 MMC tokens
The Metameme replicates through:
- Miners solve challenges
- Validators verify proofs (Paxos consensus)
- Gödel encoding creates unique identifier
- Genesis block records on chain
- MMC minted as reward
- New challenges generated from Gödel number
fn metameme_cycle(challenge: Challenge) -> Challenge {
let proof = solve(challenge);
let godel = encode_godel(proof);
let block = create_genesis_block(godel);
let mmc = mint_payment(godel);
let next = generate_challenge(godel);
next // Recursive
}# Clone with submodules
git clone --recursive https://github.com/meta-introspector/introspector
cd introspector
# Generate 497 challenges
cd shard0/recon && cargo run --bin generate-shards
# Generate 71 framework invites
./generate_invites.sh
# View invites
ls invites/
# Start evaluation
cd agents/evaluate && cargo run --release
# Start Paxos leaderboard
cd agents/leaderboard && cargo run --releaseTier 1 - Enterprise (10): LangChain, AutoGPT (167K⭐), LlamaIndex (35K⭐), AutoGen, CrewAI, Semantic Kernel, Haystack, LangGraph, OpenAI Agents, Anthropic Claude
Tier 2 - Specialized (20): MetaGPT (43K⭐), Dify (47K⭐), n8n (45K⭐), Flowise, PydanticAI, smolagents, Rasa, BabyAGI, AgentGPT, and more
Tier 3 - Research (20): GPT-Engineer (52K⭐), OpenDevin (32K⭐), Aider, SWE-agent, Continue.dev, Cursor, Cody, ReAct, Reflexion, and more
Tier 4 - Domain (21): Ollama (93K⭐), Meta Llama (77K⭐), LocalAI, Jan.ai, AWS Bedrock, Azure AI, Google Vertex, ElizaOS, Moltbot, and more
- 71 Shards: Mod-71 hash distribution across 497 challenges (7 categories × 71)
- 23 Nodes: Optimal Earth chokepoint (quorum 12, Byzantine tolerance 7)
- 497 Challenges: Cryptography, Encryption, Prompt Injection, Multi-Agent, Reverse Engineering, Economic Security, Meta-Challenge
- Paxos Consensus: Market-based leaderboard with Metameme Coin quotes
- Plugin Tape System: Each plugin → 71 shards (ZK-RDF compressed, Merkle verified)
- j-invariant Dialing:
/dial/744-196884-<shard>(Monster group coefficients)
- Cryptography (Shards 0-70): Hash functions, digital signatures, ZK proofs
- Encryption (Shards 71-141): Symmetric, asymmetric, homomorphic encryption
- Prompt Injection (Shards 142-212): Adversarial prompts, jailbreaks, extraction
- Multi-Agent (Shards 213-283): Consensus, Byzantine tolerance, coordination
- Reverse Engineering (Shards 284-354): Binary analysis, protocol reversing
- Economic Security (Shards 355-425): Game theory, MEV, oracle attacks
- Meta-Challenge (Shards 426-496): Self-referential, Gödel encoding, automorphic
# Build specific components
nix build .#shard0-hash # Hash ingestion
nix build .#shard0-cryptanalysis # Cryptanalysis tools
nix build .#shard0-p2p # P2P networking
nix build .#shard0-fhe # FHE encryption
nix build .#shard0-telecom # Erlang telecom layer
nix build .#shard0-lean # Lean 4 proofs
# Build documentation
nix build .#docs
# Run full pipeline
pipelight run fullinvites/
├── shard00_LangChain.txt
├── shard01_LangGraph.txt
├── shard07_AutoGPT.txt
├── shard66_ElizaOS.txt
├── shard67_Moltbot.txt
└── ... (71 total)
shard_challenges.json # 497 challenges
zk_proof_templates.json # ZK circuits
71_INVITES.md # Framework rankings
Full documentation available at: https://meta-introspector.github.io/shards
- 71 Framework Invites
- 497 Challenge System
- Plugin Tape System
- Paxos Market Consensus
- Agent Evaluation
- WASM BBS
- FRENS Token Registry
- RFC-71: Paxos Meme Consensus
- Introspection Theory
- Metameme Coin
- CICADA-71 Puzzle Hunt
This project is dual-licensed:
AGPL-3.0 - See LICENSE
This ensures that any network service using this code must also be open source.
MIT or Apache-2.0 - See LICENSE-MIT or LICENSE-APACHE
For entities that wish to use this software without AGPL-3.0 copyleft requirements, commercial licenses are available.
ZK hackers gotta eat! 🍕
Contact: shards@solfunmeme.com
See RFC-71 Appendix B for contribution guidelines.
- Run a node
- Donate testnet tokens (receive 100:1 reward tokens)
- Solve CICADA-71 challenges
- Participate in DAO governance
- Submit pull requests
CC0 1.0 Universal (Public Domain)
- Meta-Meme: https://github.com/meta-introspector/meta-meme (Origin - Human-AI collaboration)
- Hackathon Games: https://github.com/meta-introspector/hackathon (Y Combinator games)
- SOLFUNMEME: https://github.com/meta-introspector/SOLFUNMEME (Solana meme coin)
Note: This repository (introspector) IS the meta-meme. The meta-introspector was created to host the meta-meme, evolving from the GCC compiler RDF introspector into CICADA-71.
- GitHub: https://github.com/meta-introspector/shards
- Email: shards@solfunmeme.com