Does a bigger $FET increase always mean it’s stronger than $WLD ?
In the same USDT price snapshot, FET’s current price is 0.1808 USDT, up 15.897% in 24 hours; WLD’s current price is 0.4231 USDT, up 13.767%. If you look only at the percentage increase, FET comes out ahead.
I then take “how far it moved from the 24-hour open to the current price” and see where it falls within each asset’s low-to-high range: FET covers about 85.5%, while WLD covers about 92.4%. WLD’s increase is smaller, but it’s closer to the top of its own range.
My conclusion is that for these short-term AI-related assets, you can’t judge them based on percentage increase alone. The increase percentage answers how much it rose relative to the open; the interval consumption rate answers how far it has traveled through that volatility range. These two numbers address different questions and can’t be directly combined to decide which one is “stronger” next.
This is a snapshot and doesn’t account for intraday order. If the next opening price or the high/low points change, the comparison of 85.5% vs 92.4% needs to be recalculated. When you check yourself, copy down the current price, the 24-hour open price, and the high and low points, then calculate the increase separately from (current price − open price) ÷ (high − low).
In the same USDT price snapshot, FET’s current price is 0.1808 USDT, up 15.897% in 24 hours; WLD’s current price is 0.4231 USDT, up 13.767%. If you look only at the percentage increase, FET comes out ahead.
I then take “how far it moved from the 24-hour open to the current price” and see where it falls within each asset’s low-to-high range: FET covers about 85.5%, while WLD covers about 92.4%. WLD’s increase is smaller, but it’s closer to the top of its own range.
My conclusion is that for these short-term AI-related assets, you can’t judge them based on percentage increase alone. The increase percentage answers how much it rose relative to the open; the interval consumption rate answers how far it has traveled through that volatility range. These two numbers address different questions and can’t be directly combined to decide which one is “stronger” next.
This is a snapshot and doesn’t account for intraday order. If the next opening price or the high/low points change, the comparison of 85.5% vs 92.4% needs to be recalculated. When you check yourself, copy down the current price, the 24-hour open price, and the high and low points, then calculate the increase separately from (current price − open price) ÷ (high − low).