Documentation Index
Fetch the complete documentation index at: https://docs.qu.ai/llms.txt
Use this file to discover all available pages before exploring further.
The Natural Bridges Between Chains
Imagine rolling dice and occasionally getting lucky enough to win multiple games at once. That’s essentially what coincident blocks are - mining solutions that satisfy multiple blockchain requirements simultaneously. What Makes Them Special:- No extra work required: They occur naturally through normal mining
- Mathematically guaranteed: Not reliant on validators or committees
- Perfect synchronization: Chains stay connected through pure probability
The Mathematics of Luck
Simple Analogy:- Zone difficulty: Need to roll a 6
- Region difficulty: Need to roll two 6s
- Prime difficulty: Need to roll three 6s
| How “Lucky” Was the Block? | Chance of Occurrence |
|---|---|
| Slightly lucky (1 extra zero) | 50% |
| Pretty lucky (2 extra zeros) | 25% |
| Very lucky (3 extra zeros) | 12.5% |
| Extremely lucky (4 extra zeros) | 6.25% |
How Coincident Blocks Work
Key Principles:- Hierarchy matters: Prime blocks are always coincident (they satisfy all chains)
- Independence preserved: Zones can produce blocks without waiting
- Atomic validity: A block must be valid everywhere or nowhere
- Perfect synchronization: All chains append coincident blocks simultaneously
- Prime blocks: Always coincident (like a master key opening all locks)
- Region blocks: Coincident with their zones
- Zone blocks: Usually independent, occasionally coincident
- Prime: ~20 seconds (slow but ultra-secure)
- Region: ~10 seconds (balanced)
- Zone: ~5 seconds (fast for users)
Running a Node
Minimum Requirement - A “Slice”: The smallest node a miner can run is a slice node. To participate trustlessly, you need:- The prime chain (global coordination)
- One region chain (regional coordination)
- One zone chain (where transactions happen)
