{"id":461,"date":"2026-10-08T00:52:53","date_gmt":"2026-10-08T00:52:53","guid":{"rendered":"https:\/\/quant.avalonquant.com\/2026\/10\/can-growth-value-style-selection-beat-the-sp-500-i-ran-the-numbers.html"},"modified":"2026-10-11T09:16:34","modified_gmt":"2026-10-11T00:16:34","slug":"can-growth-value-style-selection-beat-the-sp-500-i-ran-the-numbers","status":"publish","type":"post","link":"https:\/\/avalonquant.com\/blog\/2026\/10\/can-growth-value-style-selection-beat-the-sp-500-i-ran-the-numbers.html","title":{"rendered":"Can Growth-Value Style Selection Beat the S&#038;P 500? I Ran the Numbers"},"content":{"rendered":"<p>While the Growth-Value Style Selection strategy achieved an impressive 33.9% annual return that outpaced the S&#038;P 500, it subjected investors to a severe -34.0% peak-to-trough drawdown. This high-octane performance relies on rotating between triple-leveraged equity instruments, placing the strategy squarely in the Aggressive risk tier. Evaluating this trade-off requires weighing the substantial upside against the practical difficulty of enduring crushing losses during sharp market reversals.<\/p>\n\n<div style=\"background:#0D1117;color:#E6EDF3;border-left:4px solid #00D4FF;padding:1.2em 1.5em;margin:1.5em 0;border-radius:4px;font-family:monospace\">\n<strong style=\"color:#00D4FF\">If you&#8217;d put in $10,000, it would now be $182,780.<\/strong><br><br>\n\ud83d\udcc8 Yearly return (CAGR): <strong>33.9%<\/strong><br>\n\ud83d\udcc9 Worst drop (max drawdown): <strong>-34.0%<\/strong><br>\n\u26a1 Sharpe Ratio: <strong>1.07<\/strong><br>\n\ud83d\udcb0 Total Return: <strong>1727.8%<\/strong><br>\n\ud83c\udd9a S&#038;P 500 (SPY) over the same period: <strong>324.5%<\/strong> \u2014 this strategy outperformed by <strong>1403.3 points<\/strong><br>\ud83c\udfaf Universe: <strong>TQQQ, UPRO, SPXL, TLT, GLD, SHY<\/strong>\n<\/div>\n<div style=\"border:2px solid #d97706;background:#fff7ed;border-radius:6px;padding:1em 1.4em;margin:1.5em 0\"><strong style=\"color:#b45309\">\u26a0\ufe0f Risk tier: Aggressive tier.<\/strong><ul style=\"margin:0.6em 0 0;padding-left:1.2em;line-height:1.6\"><li>This strategy passed every calculation-integrity check (data, costs, look-ahead, leverage accounting), but these robustness checks did not pass and are disclosed instead: out-of-sample period; deflated Sharpe ratio (luck across many tested candidates).<\/li><li>Deflated Sharpe ratio: 0.61 (confidence level 0.95). This strategy was selected from many backtested candidates. Its deflated Sharpe ratio is below the 0.95 confidence level, so the backtest result may be luck and cannot be ruled out as such.<\/li><li>Out-of-sample period 2022-12-30 to 2026-10-05: 29.7% a year with a -28.2% worst drop (return\/drawdown 1.053) vs S&amp;P 500 (SPY) 22.2% \/ -18.8% (1.181) &#8212; it lagged the benchmark on a risk-adjusted basis.<\/li><li>Bear-market losses: 2018Q4 -21.6% (S&amp;P 500 (SPY) -19.2%); 2020 Feb-Mar -19.8% (S&amp;P 500 (SPY) -33.7%); 2022 -22.5% (S&amp;P 500 (SPY) -24.5%).<\/li><li>Leverage: holds leveraged ETFs (SPXL 3x, TQQQ 3x, UPRO 3x).<\/li><li>Maximum drawdown in the full backtest: -34.0%.<\/li><li>Not forward-verified: this is a historical backtest, and the strategy&#x27;s paper-trading record is still in progress.<\/li><\/ul><\/div>\n\n<table style=\"width:100%;border-collapse:collapse;margin:1.5em 0;font-size:0.95em\">\n<thead><tr style=\"background:#0D1117;color:#00D4FF\">\n<th style=\"padding:0.6em;border:1px solid #2a2f36;text-align:left\">Metric<\/th>\n<th style=\"padding:0.6em;border:1px solid #2a2f36;text-align:right\">Growth-Value Style Selection<\/th>\n<th style=\"padding:0.6em;border:1px solid #2a2f36;text-align:right\">S&amp;P 500 (SPY)<\/th>\n<\/tr><\/thead>\n<tbody>\n<tr><td style=\"padding:0.6em;border:1px solid #e8e8e8\">Total return<\/td>\n<td style=\"padding:0.6em;border:1px solid #e8e8e8;text-align:right\"><strong>1727.8%<\/strong><\/td>\n<td style=\"padding:0.6em;border:1px solid #e8e8e8;text-align:right\">324.5%<\/td><\/tr>\n<tr><td style=\"padding:0.6em;border:1px solid #e8e8e8\">Worst drop (max drawdown)<\/td>\n<td style=\"padding:0.6em;border:1px solid #e8e8e8;text-align:right\"><strong>-34.0%<\/strong><\/td>\n<td style=\"padding:0.6em;border:1px solid #e8e8e8;text-align:right\">-33.7%<\/td><\/tr>\n<tr><td style=\"padding:0.6em;border:1px solid #e8e8e8\">Period measured<\/td>\n<td style=\"padding:0.6em;border:1px solid #e8e8e8;text-align:right\" colspan=\"2\">2016-10-24 \u2013 2026-10-06<\/td><\/tr>\n<\/tbody><\/table>\n<p style=\"font-size:0.9em;color:#666;margin-top:-0.8em\">Both columns come from the same backtest run\nover the identical period. A higher return with a deeper drawdown is not automatically better.<\/p>\n<div style=\"overflow-x:auto;margin:1.5em 0\"><table style=\"width:100%;border-collapse:collapse;font-size:0.9em\"><thead><tr style=\"background:#0D1117;color:#00D4FF\"><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2016<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2017<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2018<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2019<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2020<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2021<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2022<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2023<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2024<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2025<\/th><th style=\"padding:0.45em 0.6em;border:1px solid #2a2f36;text-align:right\">2026<\/th><\/tr><\/thead><tbody><tr><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+13.3%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+64.8%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#b3261e\">-7.5%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+36.1%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+109.5%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+74.2%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#b3261e\">-21.4%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+53.1%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+22.8%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+42.9%<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;text-align:right;color:#0a7d28\">+0.8%<\/td><\/tr><\/tbody><\/table><\/div>\n<div style=\"background:#f6f8fa;border:1px solid #e1e4e8;border-radius:6px;padding:1em 1.4em;margin:1.5em 0\"><strong style=\"display:block;margin-bottom:0.4em\">In this article<\/strong><ol style=\"margin:0;padding-left:1.2em;line-height:1.8\"><li><a href=\"#how-the-core-rotation-rule-works\">How the Core Rotation Rule Works<\/a><\/li><li><a href=\"#why-it-can-beat-or-lose-to-the-benchmark\">Why It Can Beat or Lose to the Benchmark<\/a><\/li><li><a href=\"#where-it-hurts-drawdowns-and-robustness-failures\">Where It Hurts: Drawdowns and Robustness Failures<\/a><\/li><li><a href=\"#who-this-strategy-fits\">Who This Strategy Fits<\/a><\/li><li><a href=\"#faq\">Frequently Asked Questions<\/a><\/li><\/ol><\/div>\n<div style=\"margin:2.5em 0;padding-top:1.2em;border-top:2px solid #e8e8e8\"><h2 id=\"how-the-core-rotation-rule-works\">How the Core Rotation Rule Works<\/h2><p>Building on style investing research by Nicholas Barberis and Andrei Shleifer (2003), this systematic model rebalances monthly across growth and value styles using triple-leveraged equities including TQQQ, UPRO, and SPXL. At the final trading session of each month, the strategy evaluates trailing momentum and allocates entirely to the leading style, provided the performance gap clears a strict dominance threshold to prevent whipsaws. If the S&#038;P 500 benchmark drops below its 200-day simple moving average, the system triggers an emergency exit, rotating capital out of equities and into defensive safe havens such as long-term Treasuries (TLT) and gold (GLD). This dual-layer structure automates trend following while enforcing a systematic broad-market circuit breaker that eliminates emotional decision-making.<\/p><\/div><div style=\"margin:2.5em 0;padding-top:1.2em;border-top:2px solid #e8e8e8\"><h2 id=\"why-it-can-beat-or-lose-to-the-benchmark\">Why It Can Beat or Lose to the Benchmark<\/h2><img decoding=\"async\" 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alt=\"equity chart\" style=\"width:100%;max-width:720px;border-radius:8px;margin:1em 0;display:block\"><p>Over the full backtest period, the strategy beat the S&#038;P 500 benchmark by 1,403.3 percentage points, generating a 1,727.8% total return compared to 324.5% for SPY. However, higher total returns coupled with a deeper drawdown (-34.0% versus -33.7%) do not automatically make this strategy superior, as amplified leverage creates severe structural vulnerabilities. While the rule captures massive upside during persistent style trends, it suffers heavy decay and lags during choppy sideways markets where frequent switching erodes capital. This weakness was evident during the 2022 to 2026 out-of-sample period, where its return-to-drawdown ratio of 1.053 trailed the benchmark&#8217;s 1.181, confirming that it lagged the broader market on a risk-adjusted basis.<\/p><\/div><div style=\"margin:2.5em 0;padding-top:1.2em;border-top:2px solid #e8e8e8\"><h2 id=\"where-it-hurts-drawdowns-and-robustness-failures\">Where It Hurts: Drawdowns and Robustness Failures<\/h2><img decoding=\"async\" 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alt=\"drawdown chart\" style=\"width:100%;max-width:720px;border-radius:8px;margin:1em 0;display:block\"><p>Assigned to the Aggressive tier, this strategy inflicts severe losses during rapid market turns before the monthly rebalance or 200-day trend filter can shift to safety. The portfolio endured sharp bear-market hits, losing -21.6% in the fourth quarter of 2018 and -22.5% during 2022, even though its trend filter mitigated the initial February\u2013March 2020 crash to -19.8% against the index&#8217;s -33.7% plunge. Crucially, the strategy failed vital robustness checks, recording a deflated Sharpe ratio of 0.61 against a 0.95 confidence threshold, meaning its stellar backtest cannot be ruled out as sheer selection luck across multiple candidate tests. Combined with its out-of-sample risk-adjusted underperformance, these statistical red flags highlight that historical paper gains may not translate into resilient future execution.<\/p><\/div><div style=\"margin:2.5em 0;padding-top:1.2em;border-top:2px solid #e8e8e8\"><h2 id=\"who-this-strategy-fits\">Who This Strategy Fits<\/h2><p>This approach fits only disciplined, high-risk tolerance investors who operate within an Aggressive tier mandate and can endure drawdowns exceeding 30% without abandoning their rules. Because holding 3x leveraged instruments introduces compounding drag and extreme volatility, this strategy should only be deployed as a speculative satellite allocation rather than a foundational portfolio core. Investors must size positions with extreme caution and treat the results purely as historical simulation research, especially since live forward-verification is still pending. Those seeking steady capital preservation, low volatility, or reliable liquidity should avoid this high-variance rotation model altogether.<\/p><\/div>\n<div style=\"margin:2.5em 0;padding-top:1.2em;border-top:2px solid #e8e8e8\"><h2 id=\"faq\">Frequently Asked Questions<\/h2><div style=\"margin:1.2em 0\"><h3 style=\"margin-bottom:0.3em\">How risky is the Growth-Value Style Selection strategy?<\/h3><p style=\"margin-top:0\">It belongs to the Aggressive tier due to its -34.0% maximum drawdown and heavy reliance on 3x leveraged ETFs like TQQQ and UPRO. Furthermore, a deflated Sharpe ratio of 0.61 means the strategy&#8217;s backtest results may reflect selection luck rather than genuine structural alpha.<\/p><\/div><div style=\"margin:1.2em 0\"><h3 style=\"margin-bottom:0.3em\">Can this strategy be traded live today?<\/h3><p style=\"margin-top:0\">While its constituent ETFs trade actively on public exchanges, this model should not be deployed as a verified live system because its paper-trading record is still in progress. Investors must treat it as experimental research rather than a forward-tested commercial strategy.<\/p><\/div><div style=\"margin:1.2em 0\"><h3 style=\"margin-bottom:0.3em\">What key assumptions does the backtest rely on?<\/h3><p style=\"margin-top:0\">The simulation assumes disciplined monthly rebalancing, seamless rotation into TLT and GLD when SPY breaches its 200-day moving average, and verified calculation integrity across data, costs, and leverage accounting. However, it assumes that historical style momentum patterns will persist despite failing critical out-of-sample and data-mining robustness checks.<\/p><\/div><\/div><script type=\"application\/ld+json\">{\"@context\": \"https:\/\/schema.org\", \"@type\": \"FAQPage\", \"mainEntity\": [{\"@type\": \"Question\", \"name\": \"How risky is the Growth-Value Style Selection strategy?\", \"acceptedAnswer\": {\"@type\": \"Answer\", \"text\": \"It belongs to the Aggressive tier due to its -34.0% maximum drawdown and heavy reliance on 3x leveraged ETFs like TQQQ and UPRO. Furthermore, a deflated Sharpe ratio of 0.61 means the strategy's backtest results may reflect selection luck rather than genuine structural alpha.\"}}, {\"@type\": \"Question\", \"name\": \"Can this strategy be traded live today?\", \"acceptedAnswer\": {\"@type\": \"Answer\", \"text\": \"While its constituent ETFs trade actively on public exchanges, this model should not be deployed as a verified live system because its paper-trading record is still in progress. Investors must treat it as experimental research rather than a forward-tested commercial strategy.\"}}, {\"@type\": \"Question\", \"name\": \"What key assumptions does the backtest rely on?\", \"acceptedAnswer\": {\"@type\": \"Answer\", \"text\": \"The simulation assumes disciplined monthly rebalancing, seamless rotation into TLT and GLD when SPY breaches its 200-day moving average, and verified calculation integrity across data, costs, and leverage accounting. However, it assumes that historical style momentum patterns will persist despite failing critical out-of-sample and data-mining robustness checks.\"}}]}<\/script>\n<table style=\"width:100%;border-collapse:collapse;margin:1.5em 0 0.6em;font-size:0.92em\"><tbody><tr><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;color:#555\">Period<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8\"><strong>2016-10-24 \u2013 2026-10-06<\/strong><\/td><\/tr><tr><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;color:#555\">Universe<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8\"><strong>TQQQ, UPRO, SPXL, TLT, GLD, SHY<\/strong><\/td><\/tr><tr><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;color:#555\">Years with a gain<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8\"><strong>9 of 11<\/strong><\/td><\/tr><tr><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8;color:#555\">Price data<\/td><td style=\"padding:0.45em 0.6em;border:1px solid #e8e8e8\"><strong>FinanceDataReader daily bars<\/strong><\/td><\/tr><\/tbody><\/table><p style=\"font-size:0.88em;color:#666;margin:0 0 1.5em\"><strong>What this does not prove.<\/strong> Signals are computed only from bars that closed before the session they trade. Full assumptions, including which integrity checks are unverified: <a href=\"https:\/\/avalonquant.com\/en\/methodology?src=quant_blog\" target=\"_blank\">avalonquant.com\/methodology<\/a>.<\/p>\n<div style=\"margin:2.5em 0;padding-top:1.2em;border-top:2px solid #e8e8e8\"><h2>More Backtests<\/h2><ul><li><a href=\"https:\/\/avalonquant.com\/blog\/2026\/10\/i-backtested-crypto-time-series-momentum-with-dynamic-volatility-targeting-heres-what-happened.html\" target=\"_blank\">I Backtested Crypto Time-Series Momentum with Dynamic Volatility Targeting \u2014 Here\u2019s What Happened<\/a><\/li><li><a href=\"https:\/\/avalonquant.com\/blog\/2026\/09\/canary-signaled-tactical-etf-strategy.html\" target=\"_blank\">Canary-Signaled Tactical ETF Strategy Turned $10,000 \u2192 $15,458 (Full Backtest)<\/a><\/li><li><a href=\"https:\/\/avalonquant.com\/blog\/2026\/09\/most-investors-get-fifty-two-week-high.html\" target=\"_blank\">Most Investors Get The Fifty-Two Week High Leaderboard Wrong<\/a><\/li><\/ul><\/div><div style=\"border:1px solid #14b8a6;border-radius:8px;padding:1em 1.4em;margin:2em 0\"><h2 style=\"margin-top:0\">Check the live record<\/h2><p>\ud83d\udcc8 <a href=\"https:\/\/avalonquant.com\/en\/models\/local-style_selection_strategy-ai-tuned?src=quant_blog&amp;campaign=content_qb_20261008&amp;cta_id=blog_league\" target=\"_blank\">See Growth-Value Style Selection in our live paper-trading league \u2192<\/a><\/p><p><small>Educational material. Past performance does not guarantee future results.<\/small><\/p><\/div><div style=\"background:#0D1117;color:#E6EDF3;border-radius:10px;padding:1.1em 1.4em;margin:2em 0;text-align:center\"><p style=\"margin:0 0 0.9em;font-size:1.02em\">\ud83d\udcca <strong>A new strategy backtested every day<\/strong> \u2014 the numbers, the drawdown, and what breaks it.<\/p><a href=\"https:\/\/www.youtube.com\/channel\/UC6Y-O1rb70iFgCNBbhxCrrA?sub_confirmation=1\" target=\"_blank\" rel=\"noopener\" style=\"display:inline-block;background:#FF0000;color:#ffffff;text-decoration:none;font-weight:bold;padding:0.7em 1.6em;border-radius:6px;font-size:1.02em\">\u25b6 Subscribe to Avalon Quant<\/a><\/div><hr><p>\u26a0\ufe0f <em>Not financial advice. This is for educational purposes only. These results come from a historical backtest \u2014 past performance does not guarantee future results. Always do your own research before investing.<\/em><\/p><p>\ud83d\udcca Live strategy performance and daily quant briefings: <a href=\"https:\/\/avalonquant.com\/en?src=quant_blog\" target=\"_blank\">avalonquant.com<\/a><\/p><p>\ud83d\udcc4 Original paper: Style Investing (Journal of Financial Economics, 2003)<\/p>\n","protected":false},"excerpt":{"rendered":"<p>While the Growth-Value Style Selection strategy achieved an impressive 33.9% annual return that outpaced the S&#038;P 500, it subjected investors to a severe -34.0% peak-to-trough drawdown. This high-octane performance relies on rotating between triple-leveraged equity instruments, placing the strategy squarely [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[15],"tags":[2,3,4,5,6,7],"class_list":["post-461","post","type-post","status-publish","format-standard","hentry","category-etf-stock-backtest","tag-backtest","tag-etf","tag-investing","tag-quant","tag-stock-backtest","tag-strategy"],"blogger_post_id":null,"_links":{"self":[{"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/posts\/461","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/comments?post=461"}],"version-history":[{"count":0,"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/posts\/461\/revisions"}],"wp:attachment":[{"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/media?parent=461"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/categories?post=461"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/avalonquant.com\/blog\/wp-json\/wp\/v2\/tags?post=461"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}