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CL=F vs. NQ=F
Performance
Risk-Adjusted Performance
Drawdowns
Volatility

Correlation

The correlation between CL=F and NQ=F is 0.27, which is considered to be low. This implies their price changes are not closely related. A low correlation is generally favorable for portfolio diversification, as it helps to reduce overall risk by spreading it across multiple assets with different performance patterns.


Performance

CL=F vs. NQ=F - Performance Comparison

The chart below illustrates the hypothetical performance of a $10,000 investment in Crude Oil WTI (CL=F) and E-Mini Nasdaq 100 Futures (NQ=F). The values are adjusted to include any dividend payments, if applicable.

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Key characteristics

Sharpe Ratio

CL=F:

-0.70

NQ=F:

0.40

Sortino Ratio

CL=F:

-0.84

NQ=F:

0.64

Omega Ratio

CL=F:

0.90

NQ=F:

1.09

Calmar Ratio

CL=F:

-0.36

NQ=F:

0.37

Martin Ratio

CL=F:

-1.35

NQ=F:

1.16

Ulcer Index

CL=F:

16.08%

NQ=F:

7.10%

Daily Std Dev

CL=F:

30.11%

NQ=F:

24.80%

Max Drawdown

CL=F:

-93.11%

NQ=F:

-35.28%

Current Drawdown

CL=F:

-58.00%

NQ=F:

-9.50%

Returns By Period

In the year-to-date period, CL=F achieves a -14.36% return, which is significantly lower than NQ=F's -5.13% return. Over the past 10 years, CL=F has underperformed NQ=F with an annualized return of 0.08%, while NQ=F has yielded a comparatively higher 16.14% annualized return.


CL=F

YTD

-14.36%

1M

1.58%

6M

-13.30%

1Y

-22.03%

5Y*

17.78%

10Y*

0.08%

NQ=F

YTD

-5.13%

1M

8.94%

6M

-5.16%

1Y

10.31%

5Y*

16.27%

10Y*

16.14%

*Annualized

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Risk-Adjusted Performance

CL=F vs. NQ=F — Risk-Adjusted Performance Rank

Compare risk-adjusted metric ranks to identify better-performing investments over the past 12 months.

CL=F
The Risk-Adjusted Performance Rank of CL=F is 1414
Overall Rank
The Sharpe Ratio Rank of CL=F is 1212
Sharpe Ratio Rank
The Sortino Ratio Rank of CL=F is 1414
Sortino Ratio Rank
The Omega Ratio Rank of CL=F is 1414
Omega Ratio Rank
The Calmar Ratio Rank of CL=F is 1313
Calmar Ratio Rank
The Martin Ratio Rank of CL=F is 1313
Martin Ratio Rank

NQ=F
The Risk-Adjusted Performance Rank of NQ=F is 7474
Overall Rank
The Sharpe Ratio Rank of NQ=F is 6868
Sharpe Ratio Rank
The Sortino Ratio Rank of NQ=F is 7575
Sortino Ratio Rank
The Omega Ratio Rank of NQ=F is 7676
Omega Ratio Rank
The Calmar Ratio Rank of NQ=F is 7878
Calmar Ratio Rank
The Martin Ratio Rank of NQ=F is 7373
Martin Ratio Rank
The risk-adjusted ranks indicate the investment's position relative to the market. A rank closer to 100 signifies top-performing investments, while a rank closer to 0 might suggest underperformance, based on the selected ratio. The values are calculated based on the past 12 months of returns.

CL=F vs. NQ=F - Risk-Adjusted Performance Comparison

This table presents a comparison of risk-adjusted performance metrics for Crude Oil WTI (CL=F) and E-Mini Nasdaq 100 Futures (NQ=F). Risk-adjusted metrics are performance indicators that assess an investment's returns in relation to its risk, enabling a more accurate comparison of different investment options.


The current CL=F Sharpe Ratio is -0.70, which is lower than the NQ=F Sharpe Ratio of 0.40. The chart below compares the historical Sharpe Ratios of CL=F and NQ=F, offering insights into how both investments have performed under varying market conditions. These values are calculated using daily returns over the previous 12 months.


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Drawdowns

CL=F vs. NQ=F - Drawdown Comparison

The maximum CL=F drawdown since its inception was -93.11%, which is greater than NQ=F's maximum drawdown of -35.28%. Use the drawdown chart below to compare losses from any high point for CL=F and NQ=F. For additional features, visit the drawdowns tool.


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Volatility

CL=F vs. NQ=F - Volatility Comparison

Crude Oil WTI (CL=F) has a higher volatility of 11.30% compared to E-Mini Nasdaq 100 Futures (NQ=F) at 8.15%. This indicates that CL=F's price experiences larger fluctuations and is considered to be riskier than NQ=F based on this measure. The chart below showcases a comparison of their rolling one-month volatility.


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