Wednesday July 23, 2025 Stocks That Crossed Above The 50 Day Moving Average 176 Days Ago

$AEO $ROST $HIMS $PTON $TEM $T $STLA $PTEN $FTI $PBR-A $XOM $CF $SE $GM
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Rank Ticker Consecutive Days Below 50SMA Name
1 AEO  🚀 42 American Eagle Outfitters, Inc.
2 ROST 29 Ross Stores, Inc.
3 HIMS  🚀 📈 15 Hims & Hers Health, Inc.
4 PTON  📈 15 Peloton Interactive, Inc.
5 TEM  📈 15 Tempus AI, Inc.
6 T 9 AT&T Inc.
7 STLA 7 Stellantis N.V.
8 PTEN 6 Patterson-UTI Energy, Inc.
9 FTI 4 TechnipFMC plc
10 PBR-A 3 Petroleo Brasileiro S.A. Petrob
11 XOM 3 Exxon Mobil Corporation
12 CF 2 CF Industries Holdings, Inc.
13 SE  🚀 2 Sea Limited
14 GM  🚀 1 General Motors Company
15 SERV  🚀 📈 1 Serve Robotics Inc.
What Is 50 Day Simple Moving Average?

The 50‑Day Simple Moving Average (often called the 50‑day SMA) is a widely used technical indicator in finance. It represents the arithmetic average of the closing prices of a stock (or index or other asset) over the most recent 50 trading days, plotted continuously to form a smooth trendline. To calculate it exactly, one adds the closing prices for the last 50 sessions, then divides the total by 50. Each new day, the earliest closing price falls off and the latest one is added, yielding a rolling average without any weighting scheme. Traders often use the 50‑day SMA as a medium‑term trend indicator. When the price is above the SMA, the trend is generally considered bullish; below it, bearish. Many regard it as the first major support line in an uptrend, or as the first resistance in a downtrend. A common strategy is monitoring the interaction between the 50‑day SMA and the 200‑day SMA. A “golden cross” occurs when the 50‑day SMA crosses above the 200‑day SMA, signaling potential upward momentum. A reverse “death cross” may indicate a bearish phase. Because it tracks average price, the 50‑day SMA lags actual price movement and may produce delayed or false signals in volatile or sideways markets. Many traders therefore complement it with faster indicators like Relative Strength Index (RSI) or short‑term exponential moving averages for confirmation.

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