Total score
Score explanation and ranking
The total score rolls performance, stability, and trend into a single number so you can quickly see where an asset stands versus the rest of our universe.
Each component is ranked on a 0–100 scale and then combined with fixed weights. If a component score is missing, we compute with the available ones (weights are renormalized internally).
Important: The total score is not a fixed seal of approval and not a forecast. Use it as a fast filter for sorting and prioritizing, then confirm via the component scores and underlying metrics.
How does the total score react in crashes or highly volatile markets?
In crashes, volatility and drawdowns usually jump — so the stability score often drops quickly. Trend signals can flip as well, while performance reacts more slowly depending on the horizon. The total score often falls sharply, but it still highlights which assets are relatively more resilient than the rest.
Why can the total score change even if the price barely moves?
Because the total score combines components that can move without large price changes: rolling windows, volatility, current drawdowns, and your relative rank versus the universe. If other assets swing or catch up, your relative position can shift too.
How can you tell “quality” from “hype” using the total score?
“Quality” tends to look balanced: solid performance or trend supported by a healthy stability profile — and it’s usually more stable over time. “Hype” often shows big jumps and strong imbalances (e.g., high trend/performance but weak stability). Use the total score as a quick filter, then confirm with the component scores.
Formula & terms
Total = WM(
0.50 * Performance +
0.30 * stability +
0.20 * Trend,
default=50
)- Performance scoreEvaluates returns (mainly 1, 3, 5 and 10 years) versus many other assets. Higher is better.
- stability scoreEvaluates stability: smaller drawdowns and lower volatility lead to more points. Higher is better.
- Trend scoreEvaluates whether the asset currently trends up (price vs SMAs, momentum, relative strength, trend strength). Higher is better.