SARK vs. MSTZ
SARK (Tradr Short Innovation Daily ETF) and MSTZ (T-REX 2X Inverse MSTR Daily Target ETF) are both Inverse Equities funds. Both are actively managed. Over the past year, SARK returned -18.77% vs 252.57% for MSTZ. A 0.61 correlation means they provide meaningful diversification when combined. SARK charges 0.75%/yr vs 1.05%/yr for MSTZ.
Performance
SARK vs. MSTZ - Performance Comparison
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Returns By Period
In the year-to-date period, SARK achieves a -9.84% return, which is significantly higher than MSTZ's -31.95% return.
SARK
- 1D
- -0.04%
- 1M
- -0.56%
- 6M
- -2.21%
- YTD
- -9.84%
- 1Y
- -18.77%
- 3Y*
- -27.77%
- 5Y*
- —
- 10Y*
- —
MSTZ
- 1D
- -0.09%
- 1M
- 46.79%
- 6M
- 0.09%
- YTD
- -31.95%
- 1Y
- 252.57%
- 3Y*
- —
- 5Y*
- —
- 10Y*
- —
SARK vs. MSTZ - Yearly Performance Comparison
| 2026 (YTD) | 2025 | 2024 | |
|---|---|---|---|
SARK Tradr Short Innovation Daily ETF | -9.84% | -25.93% | -40.97% |
MSTZ T-REX 2X Inverse MSTR Daily Target ETF | -31.95% | -38.95% | -94.43% |
Correlation
The correlation between SARK and MSTZ is 0.65, which is moderate. They share some common price drivers but move independently often enough to provide real diversification benefit when combined.
| Correlation | |
|---|---|
Correlation (1Y) Calculated over the trailing 1-year period | 0.65 |
Correlation (All Time) Calculated using the full available price history since Sep 18, 2024 | 0.61 |
The correlation between SARK and MSTZ has been stable across timeframes, ranging from 0.61 to 0.65 - a consistent structural relationship.
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Return for Risk
SARK vs. MSTZ — Risk / Return Rank
SARK
MSTZ
SARK vs. MSTZ - Risk-Adjusted Trends Comparison
This table presents a comparison of risk-adjusted performance metrics for Tradr Short Innovation Daily ETF (SARK) and T-REX 2X Inverse MSTR Daily Target ETF (MSTZ). 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.
Values are calculated on a 1-year rolling basis and updated daily. Risk-adjusted metrics are more stable over longer periods — use the period switch above to explore them.
| SARK | MSTZ | Difference | |
|---|---|---|---|
| Sharpe ratioReturn per unit of total volatility | -2.24 | ||
| Sortino ratioReturn per unit of downside risk | -2.93 | ||
| Omega ratioGain probability vs. loss probability | 0.94 | 1.31 | -0.37 |
| Calmar ratioReturn relative to maximum drawdown | -0.72 | 3.00 | -3.71 |
| Martin ratioReturn relative to average drawdown | -1.26 | 5.79 | -7.05 |
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Drawdowns
SARK vs. MSTZ - Drawdown Comparison
The maximum SARK drawdown since its inception was -81.07%, smaller than the maximum MSTZ drawdown of -99.38%. Use the drawdown chart below to compare losses from any high point for SARK and MSTZ.
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Drawdown Indicators
| SARK | MSTZ | Difference | |
|---|---|---|---|
Max DrawdownLargest peak-to-trough decline | -81.07% | -99.38% | +18.31% |
Max Drawdown (1Y)Largest decline over 1 year | -26.34% | -84.89% | +58.55% |
Max Drawdown (3Y)Largest decline over 3 years | -74.42% | — | — |
Current DrawdownCurrent decline from peak | -80.10% | -97.68% | +17.58% |
Average DrawdownAverage peak-to-trough decline | -47.22% | -94.55% | +47.33% |
Ulcer IndexDepth and duration of drawdowns from previous peaks | 15.02% | 43.81% | -28.79% |
Volatility
SARK vs. MSTZ - Volatility Comparison
The current volatility for Tradr Short Innovation Daily ETF (SARK) is 9.61%, while T-REX 2X Inverse MSTR Daily Target ETF (MSTZ) has a volatility of 56.66%. This indicates that SARK experiences smaller price fluctuations and is considered to be less risky than MSTZ based on this measure. The chart below showcases a comparison of their rolling one-month volatility.
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Volatility by Period
| SARK | MSTZ | Difference | |
|---|---|---|---|
Volatility (1M)Calculated over the trailing 1-month period | 9.61% | 56.66% | -47.05% |
Volatility (6M)Calculated over the trailing 6-month period | 26.73% | 135.05% | -108.32% |
Volatility (1Y)Calculated over the trailing 1-year period | 35.95% | 148.51% | -112.56% |
Volatility (5Y)Calculated over the trailing 5-year period, annualized | 55.88% | 170.85% | -114.97% |
Volatility (10Y)Calculated over the trailing 10-year period, annualized | 55.88% | 170.85% | -114.97% |
SARK vs. MSTZ - Expense Ratio Comparison
SARK has a 0.75% expense ratio, which is lower than MSTZ's 1.05% expense ratio.
Dividends
SARK vs. MSTZ - Dividend Comparison
SARK's dividend yield for the trailing twelve months is around 3.13%, while MSTZ has not paid dividends to shareholders.
| Position | TTM | 2025 | 2024 | 2023 | 2022 |
|---|---|---|---|---|---|
MSTZ T-REX 2X Inverse MSTR Daily Target ETF | 0.00% | 0.00% | 0.00% | 0.00% | 0.00% |
SARK Tradr Short Innovation Daily ETF | 3.13% | 2.82% | 15.49% | 12.57% | 25.22% |
Frequently Asked Questions
SARK and MSTZ have a correlation of 0.65, meaning they provide meaningful diversification benefit when combined. Depending on your allocation goals, holding both could reduce overall portfolio risk.
MSTZ has higher volatility (56.66%) compared to SARK (9.61%). In terms of maximum drawdown, SARK dropped -81.07% vs MSTZ's -99.38%.
On 1-year performance, MSTZ leads with 252.57% vs -18.77% for SARK. On fees, SARK is cheaper at 0.75% per year. On volatility, SARK has been the lower-risk option at 9.61%. The better choice depends on whether you care most about return, fees, risk, or income.
Over the 1-year period, MSTZ has performed better with a 252.57% return vs -18.77%. Past performance does not guarantee future results, so compare this with risk, fees, and fund exposure.
SARK is cheaper with a 0.75% expense ratio, compared with 1.05% for MSTZ.
SARK has the higher dividend yield at 3.13%, compared with 0.00% for MSTZ.
They also come from different issuers: AXS and REX. Their fees differ too: 0.75% for SARK and 1.05% for MSTZ.
MSTZ currently has the higher Sharpe Ratio (1.71 vs -0.52), meaning it's delivered slightly more return per unit of risk over the trailing 12 months. However, this ranking shifts over time - use the Risk/Return Score above for a more comprehensive view that combines Sharpe, Sortino, and other measures used by quantitative funds.
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