crapp

Peter Harpending 2026-03-05 16:17:42 -08:00
parent 26a301e49c
commit 58246bf5dd

@ -1466,7 +1466,7 @@ The reason is statistical. Block production in proof-of-work follows a Poisson p
Memory-bound proof-of-work is efficient on commodity hardware versus SHA-256's compute-bound approach. Bitcoin's SHA-256 mining requires specialist ASIC hardware consuming thousands of watts. Gajumaru's Cuckoo Cycle runs efficiently on the kind of RAM found in ordinary laptops and desktops, requiring 10-50x fewer total CPU instructions per solution at equivalent security.
- **Multiplier**: 10x - 50x
- **Running Total (10X)**: 92.31 x 200 X10 X10 = 1,846,200×
- **Running Total (10X)**: 92.31 x 200 X10 X10 = 1,846,200x
- **Running Total (50X)**: 92.31 x 200 X10 X50 = 9,231,000x
**Final Total: 1,846,200 - 9,231,000x more efficient than Bitcoin for transactional efficiency on a standard retail transaction**
@ -1902,7 +1902,7 @@ Contrast this with the alternatives examined above. Polkadot's parachains share
The Gajumaru has no architectural ceiling on Associate Chains. The constraint is practical, not structural: each AC requires an operator, a governance model, and a purpose. But there is no protocol limit, no slot auction, no shared resource pool that saturates as the network grows.
There are roughly 260 national jurisdictions in the world. If 260 Associate Chains were operating on the Gajumaru, total system throughput scales to at least 1,846,200 × 260: approximately 144 million times more efficient than Bitcoin. That accounts only for national jurisdictions, not industry-specific, institutional, or purpose-built Associate Chains. The true number, at maturity, will be substantially higher.
There are roughly 260 national jurisdictions in the world. If 260 Associate Chains were operating on the Gajumaru, total system throughput scales to at least 1,846,200 x 260: approximately 144 million times more efficient than Bitcoin. That accounts only for national jurisdictions, not industry-specific, institutional, or purpose-built Associate Chains. The true number, at maturity, will be substantially higher.
### Regulatory Position: MiCA Compliance as Competitive Advantage