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100Sp500
Performance
Return for Risk
Dividends
Drawdowns
Volatility
Diversification

Asset Allocation


^GSPC 100.00%EquityEquity
PositionCategory/SectorTarget Weight
^GSPC
S&P 500 Index
100%

S&P 500 Index

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Performance

Performance Chart

The chart shows the growth of an initial investment of $10,000 in 100Sp500, comparing it to the performance of the S&P 500 index or another benchmark. All prices have been adjusted for splits and dividends. The portfolio is rebalanced Every 3 months.


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Returns By Period

As of Jun 13, 2026, the 100Sp500 returned 8.56% Year-To-Date and 13.61% of annualized return in the last 10 years.


Position1D1MYTD6M1Y3Y*5Y*10Y*
Benchmark
S&P 500 Index
0.50%-0.93%8.56%8.85%24.33%19.37%11.84%13.61%
Portfolio
100Sp500
0.50%-0.93%8.56%8.85%24.33%19.37%11.84%13.61%
^GSPC
S&P 500 Index
0.50%-0.93%8.56%8.85%24.33%19.37%11.84%13.61%
*Multi-year figures are annualized to reflect compound growth (CAGR)

Monthly Returns

Based on dividend-adjusted daily data since Jan 2, 1970, 100Sp500's average daily return is +0.04%, while the average monthly return is +0.75%. At this rate, an investment would double in approximately 7.7 years.

Historically, 60% of months were positive and 40% were negative. The best month was Oct 1974 with a return of +16.3%, while the worst month was Oct 1987 at -21.8%. The longest winning streak lasted 10 consecutive months, and the longest losing streak was 9 months.

On a daily basis, 100Sp500 closed higher 53% of trading days. The best single day was Oct 13, 2008 with a return of +11.6%, while the worst single day was Oct 19, 1987 at -20.5%.


JanFebMarAprMayJunJulAugSepOctNovDecTotal
20261.37%-0.87%-5.09%10.42%5.15%-1.96%8.56%
20252.70%-1.42%-5.75%-0.76%6.15%4.96%2.17%1.91%3.53%2.27%0.13%-0.05%16.39%
20241.59%5.17%3.10%-4.16%4.80%3.47%1.13%2.28%2.02%-0.99%5.73%-2.50%23.31%
20236.18%-2.61%3.51%1.46%0.25%6.47%3.11%-1.77%-4.87%-2.20%8.92%4.42%24.23%
2022-5.26%-3.14%3.58%-8.80%0.01%-8.39%9.11%-4.24%-9.34%7.99%5.38%-5.90%-19.44%
2021-1.11%2.61%4.24%5.24%0.55%2.22%2.27%2.90%-4.76%6.91%-0.83%4.36%26.89%

Benchmark Metrics

100Sp500 has an annualized alpha of 0.00%, beta of 1.00, and R2 of 1.00 versus S&P 500 Index. Calculated based on daily prices since January 02, 1970.

  • With beta of 1.00 and R2 of 1.00, this portfolio moves broadly in line with S&P 500 Index - much of its variation is explained by market exposure rather than independent behavior.

Alpha
0.00%
Beta
1.00
1.00
Upside Capture
100.00%
Downside Capture
100.00%

Expense Ratio

100Sp500 has an expense ratio of 0.00%, meaning no management fees are charged. Below, you can find the expense ratios of the portfolio's funds side by side and easily compare their relative costs.


The portfolio doesn't include any funds that charge management fees.

Return for Risk

Risk / Return Rank

100Sp500 ranks 44 for risk / return — on par with similar Portfolios. You're getting a typical balance of risk and reward. Not a standout, but not a red flag either — a reasonable choice if other factors align with your goals.


100Sp500 Risk / Return Rank: 4444
Overall Rank
100Sp500 Sharpe Ratio Rank: 4242
Sharpe Ratio Rank
100Sp500 Sortino Ratio Rank: 4141
Sortino Ratio Rank
100Sp500 Omega Ratio Rank: 4343
Omega Ratio Rank
100Sp500 Calmar Ratio Rank: 4141
Calmar Ratio Rank
100Sp500 Martin Ratio Rank: 5353
Martin Ratio Rank
The rank (0–100) shows how this investment's returns compare to the risk taken. Higher = better. Based on the past 12 months of data, combining Sharpe, Sortino, and other metrics used by quantitative funds and institutional investors.

Return / Risk — by metrics

The table below presents risk-adjusted performance metrics for 100Sp500 and compares them with S&P 500 Index.

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.


PortfolioBenchmarkDifference
Sharpe ratioReturn per unit of total volatility

1.86

1.86

0.00

Sortino ratioReturn per unit of downside risk

2.53

2.53

0.00

Omega ratioGain probability vs. loss probability

1.34

1.34

0.00

Calmar ratioReturn relative to maximum drawdown

2.53

2.53

0.00

Martin ratioReturn relative to average drawdown

11.37

11.37

0.00


How much return does each position deliver for the risk it carries? Higher values mean better reward for the risk taken.

PositionRisk / Return RankSharpe ratioSortino ratioOmega ratioCalmar ratioMartin ratio
^GSPC
S&P 500 Index
71
1.862.531.342.5311.37

Sharpe Ratio

The Sharpe ratio helps investors understand how much return they're getting for the level of risk taken. A higher Sharpe ratio indicates better risk-adjusted performance, meaning more reward for each unit of risk.

The current 100Sp500 Sharpe ratio is 1.86 as of Jun 13, 2026 (the value is recalculated daily), calculated over the past 12 months.

Compared to the broad market, where average Sharpe ratios range from 1.54 to 2.41, this portfolio's current Sharpe ratio falls between the 25th and 75th percentiles. This indicates that its risk-adjusted performance is in line with the majority of portfolios, suggesting a balanced approach to risk and return—likely suitable for a wide range of investors.

The chart below shows the rolling Sharpe ratio of 100Sp500 compared to the selected benchmark. This view highlights how the investment's risk-adjusted performance has changed over time.


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Dividends

Dividend yield


100Sp500 doesn't pay dividends

Drawdowns

Drawdowns Chart

The Drawdowns chart displays portfolio losses from any high point along the way. Drawdowns are calculated considering price movements and all distributions paid, if any.


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Worst Drawdowns

The table below displays the maximum drawdowns of the 100Sp500. A maximum drawdown is a measure of risk, indicating the largest reduction in portfolio value due to a series of losing trades.

The maximum drawdown for the 100Sp500 was 56.78%, occurring on Mar 9, 2009. Recovery took 1021 trading sessions.

The current 100Sp500 drawdown is 2.34%.


Related event

Drawdown

Fall

Recovery

Underwater

Financial crisis2007–2009
-56.78%Mar 2009
1y 5mo4y 20d
5y 5moOct 2007 - Mar 2013
Dot-com crash2000–2002
-49.15%Oct 2002
2y 6mo4y 7mo
7y 2moMar 2000 - May 2007
1974 bear market1974
-48.20%Oct 1974
1y 8mo5y 9mo
7y 6moJan 1973 - Jul 1980
COVID crash2020
-33.92%Mar 2020
1mo 2d4mo 28d
6moFeb 2020 - Aug 2020
Black Monday1987
-33.51%Dec 1987
3mo 10d1y 7mo
1y 11moAug 1987 - Jul 1989

Volatility

Volatility Chart

The chart below shows the rolling one-month volatility.


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Diversification

Diversification Metrics


Number of Effective Assets

The portfolio contains 1 assets, with an effective number of assets of 1.00, reflecting the diversification based on asset allocation. Your capital is spread almost evenly across your holdings, indicating a well-balanced allocation. Note that true diversification also depends on the correlations between assets — check the diversification ratio below.


Diversification Ratio
1Y
3Y
5Y
10Y
All Time
Diversification Ratio

1.00

1.00

1.00

1.00

1.00

The portfolio has a diversification ratio of 1.00, placing it in the bottom quartile across portfolios — positions are highly correlated. Consider adding assets from different classes or sectors to reduce risk.

100Sp500 correlation to the S&P 500 Index

100Sp500 has a 1.00 correlation to S&P 500 Index over the trailing 12 months. This section compares each holding's correlation to the benchmark and to the portfolio.

Correlation
Correlation (1Y)
Calculated over the trailing 1-year period

1.00

Correlation (3Y)
Calculated over the trailing 3-year period

1.00

Correlation (5Y)
Calculated over the trailing 5-year period

1.00

Correlation (10Y)
Calculated over the trailing 10-year period

1.00

Correlation (All Time)
Calculated using the full available price history since Jan 2, 1970

1.00


Benchmark Correlations

Correlation vs. S&P 500 Index

^GSPC
1.00

Portfolio Correlations

Correlation vs. 100Sp500

^GSPC
1.00
Diversification Analysis

Find what 100Sp500 is missing

See which holdings overlap, where 100Sp500 is concentrated, and which low-correlation assets could fill the gaps.

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