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)