// XAUT PRICE — Tether Gold
LIVE
—
—
// PAXG PRICE — Pax Gold
LIVE
—
—
// SOST PRICE
LIVE
—
—
// EMISSION CURVE smooth exponential decay · q = e-¼ · Feigenbaum α epochs · δ supply cap ⓘ
EMISSION MODEL — Smooth Exponential Decay
SOST uses a smooth exponential decay emission model, not a sharp halving like Bitcoin. Each epoch, the block reward decreases by a factor of q = e-1/4 ≈ 0.7788, which means a ~22.12% reduction per epoch — a gradual, continuous curve instead of abrupt 50% drops.
The Mathematical Constants
• Decay factor q = e-1/4 — the natural exponential base raised to -1/4. This produces the smoothest possible decay curve: R(e) = R₀ × qe
• Feigenbaum δ ≈ 4.6692 — determines the hard supply cap: δ × 10⁶ = 4,669,201 SOST. This is the mathematical limit of the geometric series — no counter, no tracking, just convergence.
• Feigenbaum α ≈ 2.5029 — determines the epoch length: α × 10⁵ = 131,553 blocks per epoch ≈ 2.503 years.
Epoch Structure
• Epoch 0: 7.85100863 SOST/block (genesis reward)
• Epoch 1: 6.11448985 SOST/block (−22.1%)
• Epoch 2: 4.76155747 SOST/block (−22.1%)
• ...each epoch decays by the same smooth factor...
• Epoch 11: 0.60574158 SOST/block
• ~95% of total supply emitted by epoch ~12 (~30 years)
• Emission continues through ~82 epochs (~205 years) until rewards become negligible
• 100% emission is asymptotic — mathematically approaches but never reaches the cap
Coinbase Split (every block, forever)
50% Miner · 25% Gold Vault · 25% PoPC Pool
Why Feigenbaum?
The Feigenbaum constants (δ = 4.6692..., α = 2.5029...) are universal mathematical constants from chaos theory that describe the rate at which period-doubling bifurcations occur in dynamical systems. In SOST, they are used purely as irrational constants to set the supply cap and epoch length — values that cannot be derived from simple fractions, making them resistant to arbitrary parameter choices. The emission curve is deterministic, immutable, and verifiable by anyone from the genesis block.
SOST uses a smooth exponential decay emission model, not a sharp halving like Bitcoin. Each epoch, the block reward decreases by a factor of q = e-1/4 ≈ 0.7788, which means a ~22.12% reduction per epoch — a gradual, continuous curve instead of abrupt 50% drops.
The Mathematical Constants
• Decay factor q = e-1/4 — the natural exponential base raised to -1/4. This produces the smoothest possible decay curve: R(e) = R₀ × qe
• Feigenbaum δ ≈ 4.6692 — determines the hard supply cap: δ × 10⁶ = 4,669,201 SOST. This is the mathematical limit of the geometric series — no counter, no tracking, just convergence.
• Feigenbaum α ≈ 2.5029 — determines the epoch length: α × 10⁵ = 131,553 blocks per epoch ≈ 2.503 years.
Epoch Structure
• Epoch 0: 7.85100863 SOST/block (genesis reward)
• Epoch 1: 6.11448985 SOST/block (−22.1%)
• Epoch 2: 4.76155747 SOST/block (−22.1%)
• ...each epoch decays by the same smooth factor...
• Epoch 11: 0.60574158 SOST/block
• ~95% of total supply emitted by epoch ~12 (~30 years)
• Emission continues through ~82 epochs (~205 years) until rewards become negligible
• 100% emission is asymptotic — mathematically approaches but never reaches the cap
Coinbase Split (every block, forever)
50% Miner · 25% Gold Vault · 25% PoPC Pool
Why Feigenbaum?
The Feigenbaum constants (δ = 4.6692..., α = 2.5029...) are universal mathematical constants from chaos theory that describe the rate at which period-doubling bifurcations occur in dynamical systems. In SOST, they are used purely as irrational constants to set the supply cap and epoch length — values that cannot be derived from simple fractions, making them resistant to arbitrary parameter choices. The emission curve is deterministic, immutable, and verifiable by anyone from the genesis block.
─ █ block reward
┈ █ cumulative supply
┃ █ current position
supplymax = δ·10⁶ ≈ 4,669,201 SOST
// FULL EMISSION · 82 EPOCHS · ~205 YEARS
// CHAIN TIMING · genesis 2026-03-15 18:00:00 UTC
WALL CLOCK ELAPSED
—
real time since genesis
CHAIN TIME ELAPSED
—
height × 10 min target
BLOCK LAG
—
expected − actual
EXPECTED BLOCKS
—
at 10 min/block target
ACTUAL BLOCKS
—
mined on chain
TIME OFFSET
—
at tip · — since last block
⛏
MINING BLOCK #—
Difficulty: — ⓘ
Elapsed: — ⓘ
· Target: 10m 00s ⓘ
searching nonce...
NODE: CHECKING...
MINER: CHECKING...
PROBABILITY ⓘ
—
— ⓘ
— ⓘ
— ⓘ
— ⓘ
NONCE ⓘ
~0
/ —
ANTI-STALL: ⓘ
SLINGSHOT: ⓘ
// LATEST BLOCKS
| HEIGHT | HASH | TXS | TIME | INTERVAL | DIFFICULTY | MINER | SUBSIDY | LOTTERY |
|---|---|---|---|---|---|---|---|---|
| loading blocks | ||||||||
// LATEST TRANSACTIONS
| TXID | BLOCK | TYPE | IN | OUT | AMOUNT | FEE |
|---|---|---|---|---|---|---|
| loading transactions | ||||||
// MEMPOOL
NO PRIORITY
1
stocks/byte
LOW
1
stocks/byte
MEDIUM
1
stocks/byte
HIGH
1
stocks/byte
NEXT BLOCKS ESTIMATE
TRANSACTION TREEMAP
| TXID | SIZE | FEE | RATE |
|---|---|---|---|
| empty | |||
// ACTIVE NODES
CONNECTED
0
NEAR TIP
0
ENCRYPTED
0
PLAINTEXT
0
SEED CANDIDATES
0
| NODE | DIRECTION | HEIGHT | DELTA | TRANSPORT | UPTIME | STATUS | RELIABILITY |
|---|---|---|---|---|---|---|---|
| loading... | |||||||
★ SEED CANDIDATE = reliability ≥70 + synced + version acked + uptime >24h
Reliability score: uptime (0-40pts) + delta accuracy (0-30pts) + handshake (0-15pts) + encrypted (+10) + outbound (+5) − ban penalty
■ EXCELLENT (80-100) · ■ GOOD (60-79) · ■ FAIR (40-59) · ■ LOW (20-39) · ■ POOR (0-19)
Reliability score: uptime (0-40pts) + delta accuracy (0-30pts) + handshake (0-15pts) + encrypted (+10) + outbound (+5) − ban penalty
■ EXCELLENT (80-100) · ■ GOOD (60-79) · ■ FAIR (40-59) · ■ LOW (20-39) · ■ POOR (0-19)
Disclaimer: This view shows peers connected to YOUR node only. It is not a complete picture of the network.
Node IDs are derived hashes — no IP addresses are exposed. Node count, heights, and encryption status reflect
this node's local perspective and may differ from the global network state.