$MINA afternoon check: recovering a loss takes a larger percentage gain.
At 16:05 UTC on October 13, Binance's MINA/USDT ticker showed approximately 0.0760 USDT, down 6.63% over its rolling 24-hour window. The reported opening price was 0.0814 USDT.
Returning from 0.0760 to that opening price would require a gain of about 7.11%. This is arithmetic, not a prediction that a recovery will happen. The difference arises because the rebound percentage starts from a smaller price base.
The same principle becomes more noticeable with deeper drawdowns: a hypothetical 20% loss needs a 25% gain to recover, before fees. A token looking cheaper than yesterday does not by itself establish good value or a reversal.
For a holding review, separate three questions: how much the price changed, what verified information explains the move, and what would invalidate the investment thesis. This ticker snapshot answers only the first.
Risk to watch: further declines remain possible, and past prices are not guaranteed recovery targets.
Which do you examine first after a sharp move: the recovery math or new project evidence?
At 16:05 UTC on October 13, Binance's MINA/USDT ticker showed approximately 0.0760 USDT, down 6.63% over its rolling 24-hour window. The reported opening price was 0.0814 USDT.
Returning from 0.0760 to that opening price would require a gain of about 7.11%. This is arithmetic, not a prediction that a recovery will happen. The difference arises because the rebound percentage starts from a smaller price base.
The same principle becomes more noticeable with deeper drawdowns: a hypothetical 20% loss needs a 25% gain to recover, before fees. A token looking cheaper than yesterday does not by itself establish good value or a reversal.
For a holding review, separate three questions: how much the price changed, what verified information explains the move, and what would invalidate the investment thesis. This ticker snapshot answers only the first.
Risk to watch: further declines remain possible, and past prices are not guaranteed recovery targets.
Which do you examine first after a sharp move: the recovery math or new project evidence?