Many have been at a loss from this same team for multiple cycles, including this one with TX. Using a simple $1,000 example, if someone held a portfolio that was split evenly between SOLO and COREUM at the pre-merger snapshot, they would have received roughly 16,275 TX after the conversion. At today’s price of around $0.0055 per TX, that position would be worth approximately $89.50. That represents a loss of about 91% from the original $1,000 investment, which aligns with what many participants have experienced. This is where understanding recovery math becomes important. A 91% drawdown is not recovered by a 91% gain. To get back to the original $1,000 value without considering additional emissions or rewards, TX would need to rise to roughly $0.0615 per token, an increase of more than 11 times from current levels. Some often point to PSE as a way to accelerate recovery. While PSE can increase an individual’s token count through staking and compounding, it does not eliminate the need for significant price appreciation. The emissions are distributed across the network over seven years and are shared among participants, meaning everyone is competing for a portion of the same allocation. Even under optimistic early-stage scenarios where staking rewards substantially increase a holder’s TX balance, the investment would still require meaningful price appreciation to fully recover losses. A larger token balance helps, but the primary driver of recovery remains the market value of the token itself. This is why it is important to separate token accumulation from actual portfolio recovery. Receiving more tokens can feel encouraging, but unless the market places a higher value on those tokens, the loss remains largely unchanged. The math is straightforward. after a 91% decline, recovery requires both substantial appreciation and sustained demand. Emissions alone do not change that reality. And this is just an example some have been in more of a loss with even adding more money trying to recouped better positions.

Conviction compounds over time.