Alior Bank SA released its earnings results on Apr 25, 2024. The company reported €1.041 earnings per share for the quarter, beating the consensus estimate of N/A by €1.041.

Is Alior Bank SA overvalued?

According to Wall Street analysts Alior Bank SA’s price is currently same. Get more investment ideas with TipRanks Premium

Does Alior Bank SA pay dividends?

Alior Bank SA pays a Notavailable dividend of €1.04 which represents an annual dividend yield of N/A. See more information on Alior Bank SA dividends here

What is Alior Bank SA’s EPS estimate?

Alior Bank SA’s EPS estimate for its next earnings report is not yet available.

How many shares outstanding does Alior Bank SA have?

Currently, no data Available

What happened to Alior Bank SA’s price movement after its last earnings report?

Alior Bank SA reported an EPS of €1.041 in its last earnings report, beating expectations of N/A. Following the earnings report the stock price went down -0.665%.

Which hedge fund is a major shareholder of Alior Bank SA?

Currently, no hedge funds are holding shares in DE:A6O

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Alior Bank SA Stock Smart Score

Not Ranked

Analyst Consensus

Hold

Average Price Target:
€22.03 (0.00% )

Technicals

Top Smart Score Stocks >

Company Description

Alior Bank SA

Alior Bank SA is a universal lending and deposit-taking bank that provides services primarily to a Polish customer base. Its core activities include maintaining bank accounts, granting loans and advances, issuing banking securities, and buying and selling foreign currencies. Its subsidiary group company conducts brokerage activities, consulting, financial agency services, and other financial services. Its loan and advances book is diversified across various categories, notably retail cash loans and overdrafts, housing loans and other mortgages, working capital, and investment loans. About a quarter of the amounts due from customers originates from the Mazovia province. The group's operations are financed from the funds of non-financial-sector customers deposited with the bank.

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A6O Stock 12 Month Forecast

Average Price Target

€22.03

▲(0.00% Upside)

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Detailed Analyst Forecast >

Technical Analysis

Best Analysts Covering A6O

1 Year

Samuel GoodacreJ.P. Morgan

1 Year Success Rate

3/12 ratings generated profit

1 Year Average Return

-69.26%

reiterated a sell rating 5 months ago

Copying Samuel Goodacre's trades and holding each position for 1 Year would result in 25.00% of your transactions generating a profit, with an average return of -69.26% per trade.

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