elumeo SE released its earnings results on Nov 10, 2023. The company reported -€0.053 earnings per share for the quarter, missing the consensus estimate of N/A by -€0.053.

Is elumeo SE overvalued?

According to Wall Street analysts elumeo SE’s price is currently Overvalued. Get more investment ideas with TipRanks Premium

Does elumeo SE pay dividends?

elumeo SE does not currently pay dividends.

What is elumeo SE’s EPS estimate?

elumeo SE’s EPS estimate for its next earnings report is not yet available.

How many shares outstanding does elumeo SE have?

Currently, no data Available

What happened to elumeo SE’s price movement after its last earnings report?

elumeo SE reported an EPS of -€0.053 in its last earnings report, missing expectations of N/A. Following the earnings report the stock price went same 0%.

Which hedge fund is a major shareholder of elumeo SE?

Currently, no hedge funds are holding shares in GB:0R9B

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elumeo SE Stock Smart Score

Neutral

Technicals

Top Smart Score Stocks >

Company Description

elumeo SE

elumeo SE along with its subsidiaries engages in designing, producing and selling jewelry articles, precious gemstones, and related products. Its brand portfolio comprises Juwelo, Rocks and Co. and AMAYANI brands. The company markets its products via the internet, catalogues, television, retail and other electronic distribution channels.

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0R9B Stock 12 Months Forecast

Average Price Target

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Detailed Analyst Forecast >

Technical Analysis

Best Analysts Covering 0R9B

1 Year

Jörg Philipp FreyWarburg Research

1 Year Success Rate

0/8 ratings generated profit

1 Year Average Return

-30.95%

reiterated a buy rating 5 months ago

Copying Jörg Philipp Frey's trades and holding each position for 1 Year would result in 0.00% of your transactions generating a profit, with an average return of -30.95% per trade.

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