Companies: 11,252     total market cap: NZ$261.242 T
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Sartorius
SRT.DE
#1442
Rank
NZ$27.03 B
Marketcap
๐Ÿ‡ฉ๐Ÿ‡ช Germany
Country
NZ$391.58
Share price
2.04%
Change (1 day)
24.59%
Change (1 year)
๐Ÿ‡ฉ๐Ÿ‡ช DAX๐Ÿ”ฌ Scientific & Technical Instruments
Categories

Dividend history for Sartorius (SRT.DE)

Sartorius (stock symbol: SRT.DE) made a total of 27 dividend payments.
The sum of all dividends (adjusted for stock splits) is : NZ$19.16
Dividend yield (TTM) : 0.36% See Sartorius dividend yield history

Dividend payments for Sartorius (SRT.DE) from 2000 to 2026

Annual dividend payments

Year Dividend (stock split adjusted) Change
2026 NZ$1.40N/A
2025 NZ$1.40N/A
2024 NZ$1.40-48.95%
2023 NZ$2.74 14.40%
2022 NZ$2.39 78.57%
2021 NZ$1.34 100.00%
2020 NZ$0.67-42.62%
2019 NZ$1.17 22.00%
2018 NZ$0.96 11.11%
2017 NZ$0.86 20.00%
2016 NZ$0.72 41.51%
2015 NZ$0.51 6.00%
2014 NZ$0.48 6.38%
2013 NZ$0.45 17.50%
2012 NZ$0.38 33.33%
2011 NZ$0.29 50.00%
2010 NZ$0.19N/A
2009 NZ$0.19-39.39%
2008 NZ$0.32 6.45%
2007 NZ$0.30 24.00%
2006 NZ$0.24 25.00%
2005 NZ$0.19 66.67%
2004 NZ$0.11N/A
2003 NZ$0.11N/A
2002 NZ$0.11N/A
2001 NZ$0.11N/A
2000 NZ$0.11N/A

List of all dividend payments

Date Dividend (stock split adjusted) Change
2026-03-27NZ$1.40N/A
2025-03-28NZ$1.40N/A
2024-04-02NZ$1.40-48.95%
2023-03-30NZ$2.74 14.40%
2022-03-28NZ$2.39 78.57%
2021-03-29NZ$1.34 100.00%
2020-06-29NZ$0.67-42.62%
2019-03-29NZ$1.17 22.00%
2018-04-06NZ$0.96 11.11%
2017-04-07NZ$0.86 20.00%
2016-04-08NZ$0.72 41.51%
2015-04-10NZ$0.51 6.00%
2014-04-11NZ$0.48 6.38%
2013-04-19NZ$0.45 17.50%
2012-04-20NZ$0.38 33.33%
2011-04-21NZ$0.29 50.00%
2010-04-22NZ$0.19N/A
2009-04-24NZ$0.19-39.39%
2008-04-24NZ$0.32 6.45%
2007-04-30NZ$0.30 24.00%
2006-04-27NZ$0.24 25.00%
2005-05-13NZ$0.19 66.67%
2004-05-28NZ$0.11N/A
2003-06-19NZ$0.11N/A
2002-06-20NZ$0.11N/A
2001-06-22NZ$0.11N/A
2000-06-22NZ$0.11N/A

What is the market capitalization of a company?

The market capitalization sometimes referred as Marketcap, is the value of a publicly listed company.
In most cases it can be easily calculated by multiplying the share price with the amount of outstanding shares.

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