The Risk-Adjusted panel is where the real analysis begins. These four metrics describe the structure of the edge — not just whether the strategy made money, but how it made money and with what consistency.
Sharpe Ratio (Annualised)
The Sharpe Ratio measures return per unit of volatility. In the platform, it is computed from per-trade returns (not the equity curve) and annualised based on average trade duration:
- Calculate the percentage return of each trade relative to portfolio value at entry.
- Compute the mean and standard deviation of those per-trade returns.
- Divide mean by standard deviation to get the Sharpe per trade.
- Annualise: multiply by the square root of (trades per year), derived from
365.25 / average trade length in days.
The platform assumes a risk-free rate of zero, which is standard for crypto backtesting where the alternative to holding a strategy is holding stablecoins.
Thresholds: The Sharpe value is colour-coded. Green (above 1.0) indicates acceptable risk-adjusted returns. Grey (0.5 to 1.0) is marginal. Amber (below 0.5) means the strategy is not generating enough return to justify its volatility — even if the total return headline looks good.
The Sharpe is capped to a range of -10 to +10 to prevent extreme outliers from distorting display.
Profit Factor
Profit Factor is gross profits / gross losses. It captures the full distribution of outcomes in a single ratio.
- Below 1.0 — the strategy lost money overall.
- 1.0 to 1.2 — marginal; transaction costs or slippage could easily flip this to a loss.
- 1.2 to 1.5 — modest edge. Worth investigating further.
- 1.5 to 2.0 — solid edge. This is where most viable strategies sit.
- Above 2.0 — strong edge, but verify with out-of-sample data.
If there are no losing trades, Profit Factor is stored as 999 (effectively infinity). This is a flag for suspicion, not celebration — a strategy with zero losses on a historical dataset almost certainly found a data artefact.
Colour coding: Green above 2.0, grey between 1.5 and 2.0, amber below 1.5.
Expectancy
Expectancy is the average amount you can expect to gain (or lose) per trade, calculated as:
(win rate x average win) - (loss rate x average loss)
This collapses the whole win-rate-versus-payoff interaction into a single currency value. Positive expectancy is the absolute minimum requirement for any strategy. Negative expectancy means you will lose money over enough trades, regardless of how the equity path looks right now.
Expectancy is expressed in portfolio currency (e.g., USDT124.21), which makes it concrete: on average, each trade is expected to produce that amount. Multiply by trade count to roughly cross-check against Net P/L.
Payoff Ratio
The Payoff Ratio is average win / |average loss|. It measures asymmetry: how much larger are the winners compared to the losers?
- Below 1.0 — losers are bigger than winners. The strategy needs a high win rate to compensate.
- 1.0 to 1.5 — roughly symmetrical. Win rate needs to be above 50%.
- 1.5 to 2.5 — moderate asymmetry. Classic range for trend-following strategies.
- Above 2.5 — high asymmetry. The strategy wins big but infrequently.
Payoff and win rate are mathematically linked. The break-even win rate for any payoff ratio is: 1 / (1 + payoff ratio). With a payoff of 2.0, you need to win just 33% of trades to break even. With a payoff of 0.8, you need 56%.
Contextual Insight
Below the four metrics, a one-line caption provides a qualitative summary. Examples include "Returns show reasonable risk-adjusted consistency" or "High absolute return with low risk-adjusted ratio." This is generated from the metric values, not manually written, and it is meant to nudge your attention toward the most salient feature of the risk-adjusted picture.