Your spot on with the general idea and your math is almost there, but let's double check the calculation to ensure accuracy.

Step-by-step breakdown

1. Initial investment

Investment amount: $100

Current price of BOB: $0.0000001082

2. Number of tokens

\text{Tokens} = \frac{100}{0.0000001082} ≈ 924,214,417,744 \text{ BOB tokens}

3. New hypothetical price

New price per token: $0.0001082 (three fewer zeros)

4. Future value of investment

\text{Future value} = 924,214,417,744 \times 0.0001082 ≈ \$99,999,998.96

So yes, your $100 investment could potentially be worth nearly $100 million, not $100,000.

🚨 Important Note

There was a decimal mistake in your ending estimate.

You assumed the value would be $100,000, but a 1,000× increase in price ($0.0000001082 → $0.0001082) actually results in a 1,000× return on your tokens, not just 1,000× on your dollar amount unless you track the math precisely.

In reality

$0.0001082 ÷ $0.0000001082 = 1,000× price increase

So, your $100 × 1,000 = $100,000

Your intuition was right, but your example went further—jumping three zeros instead of just three decimal places, which actually gives a 1,000,000× increase in price and thus ~$100 million return.

Summary

ScenarioToken PriceValue of $100 InvestmentCurrent$0.0000001082$100After 1,000× increase$0.0001082~$100,000After 1,000,000× increase$0.1082~$100 million