8. Projected Token Price Appreciation¶
Let’s illustrate a simplified projection over 5 years for the GNUS token. This model assumes:
• A fixed annual processing value that yields $29.35 million in value burned each year.
• A starting circulating supply of 20 million tokens priced at $3.40 each.
• No new node additions—the model focuses solely on the deflationary impact.
Year-by-Year Projection (Simplified)¶
| Year | Circulating Supply (Million Tokens) | Tokens Burned (Million) | Effective Price Multiplier | Projected Token Price |
|---|---|---|---|---|
| 0 | 20.00 | – | 1× | $3.40 |
| 1 | ~11.37 | ~8.63 | ~1.76× | $3.40 × 1.76 ≈ $5.98 |
| 2 | ~6.46 | ~4.91 | ~1.76× | $5.98 × 1.76 ≈ $10.51 |
| 3 | ~3.67 | ~2.79 | ~1.76× | $10.51 × 1.76 ≈ $18.52 |
| 4 | ~2.08 | ~1.59 | ~1.76× | $18.52 × 1.76 ≈ $32.60 |
| 5 | ~1.18 | ~0.90 | ~1.76× | $32.60 × 1.76 ≈ $57.25 |
Earnings-Adjusted Valuation¶
If we apply a Price-to-Earnings (P/E) ratio (common in technology companies) to the annual profit captured by Genius Ventures, we get an additional multiplier. For example, if:
• Annual profit (from commissions and burns) is $29.35 million.
• A modest P/E of 10× is applied, the earnings–based market cap would be $293.5 million.
• With the deflated token supply (for instance, 11.37 million tokens after Year 1), the earnings–adjusted price per token would be:
$293.5 million\ ---------------------— ≈ $25.80 per token.\ 11.37 million tokens
This means a node operator who holds tokens for one year sees the effective hourly payout multiply by a factor of approximately 7.59 (i.e., \(25.80/\)3.40).