Companies: 10,639     total market cap: S$172.728 T
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Unipol Assicurazioni
UNI.MI
#1268
Rank
S$21.85 B
Marketcap
๐Ÿ‡ฎ๐Ÿ‡น Italy
Country
S$30.46
Share price
1.67%
Change (1 day)
86.92%
Change (1 year)
๐Ÿฆ Insurance๐Ÿ’ณ Financial services
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Dividend history for Unipol Assicurazioni (UNI.MI)

Unipol Assicurazioni (stock symbol: UNI.MI) made a total of 33 dividend payments.
The sum of all dividends (adjusted for stock splits) is : S$61.05
Dividend yield (TTM) : 4.23% See Unipol Assicurazioni dividend yield history

Dividend payments for Unipol Assicurazioni (UNI.MI) from 1991 to 2025

Annual dividend payments

Year Dividend (stock split adjusted) Change
2025 S$1.29 123.68%
2024 S$0.58 2.70%
2023 S$0.56 23.33%
2022 S$0.46-46.43%
2021 S$0.85 100.00%
2020 S$0.43 55.56%
2019 S$0.27N/A
2018 S$0.27N/A
2017 S$0.27N/A
2016 S$0.27 5.88%
2015 S$0.26 5.26%
2014 S$0.25 7.67%
2013 S$0.23-78.87%
2010 S$1.08-90.39%
2008 S$11.21 246.75%
2007 S$3.23N/A
2006 S$3.23 5.62%
2005 S$3.06 12.00%
2004 S$2.73 13.22%
2003 S$2.41 16.21%
2002 S$2.08 16.29%
2001 S$1.79N/A
2000 S$1.79 6.67%
1999 S$1.67 7.14%
1998 S$1.56 16.67%
1997 S$1.34-57.14%
1996 S$3.13 3.70%
1995 S$3.01N/A
1994 S$3.01 3.85%
1993 S$2.90N/A
1992 S$2.90N/A
1991 S$2.90N/A

List of all dividend payments

Date Dividend (stock split adjusted) Change
2025-05-19S$1.29 123.68%
2024-05-20S$0.58 2.70%
2023-05-22S$0.56 23.33%
2022-05-23S$0.46 7.14%
2021-10-18S$0.43N/A
2021-05-24S$0.43N/A
2020-05-18S$0.43 55.56%
2019-05-20S$0.27N/A
2018-05-21S$0.27N/A
2017-05-22S$0.27N/A
2016-05-23S$0.27 5.88%
2015-06-22S$0.26 5.26%
2014-05-19S$0.25 7.67%
2013-05-20S$0.23-78.87%
2010-05-24S$1.08-90.39%
2008-05-19S$11.21 246.75%
2007-05-21S$3.23N/A
2006-05-22S$3.23 5.62%
2005-05-16S$3.06 12.00%
2004-05-17S$2.73 13.22%
2003-05-19S$2.41 16.21%
2002-05-20S$2.08 16.29%
2001-05-21S$1.79N/A
2000-05-22S$1.79 6.67%
1999-05-24S$1.67 7.14%
1998-06-22S$1.56 16.67%
1997-06-23S$1.34-57.14%
1996-06-24S$3.13 3.70%
1995-07-17S$3.01N/A
1994-07-18S$3.01 3.85%
1993-07-16S$2.90N/A
1992-06-17S$2.90N/A
1991-07-17S$2.90N/A

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In most cases it can be easily calculated by multiplying the share price with the amount of outstanding shares.

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