Cincinnati Financial (CINF)
| Sector: | Financials |
| Super Investor Stats: | |
| Ownership count: | 1 |
| Ownership rank: | 842 |
| % of all portfolios: | 0% |
| History | Portfolio Manager | Activity ▼ | Share change | % change to portfolio | |
| Q4  2025 | |||||
| ≡ | Richard Pzena - Pzena Investment Management | Buy | 1,792 | 0.00 | |
| Q2  2024 | |||||
| ≡ | Lee Ainslie - Maverick Capital | Sell 100.00% | 2,129 | 0.01 | |
| Q1  2024 | |||||
| ≡ | Lee Ainslie - Maverick Capital | Reduce 2.52% | 55 | 0.00 | |
| Q4  2023 | |||||
| ≡ | Lee Ainslie - Maverick Capital | Buy | 2,184 | 0.00 | |
| Q3  2023 | |||||
| ≡ | Lee Ainslie - Maverick Capital | Sell 100.00% | 3,475 | 0.01 | |
| Q2  2023 | |||||
| ≡ | Lee Ainslie - Maverick Capital | Buy | 3,475 | 0.01 | |
| Q1  2021 | |||||
| ≡ | Bruce Berkowitz - Fairholme Capital | Sell 100.00% | 96,700 | 0.68 | |
| Q4  2020 | |||||
| ≡ | Bruce Berkowitz - Fairholme Capital | Buy | 96,700 | 0.68 | |
| Q4  2012 | |||||
| ≡ | Thomas Russo - Gardner Russo & Quinn | Sell 100.00% | 150 | 0.00 | |
| Q3  2011 | |||||
| ≡ | Thomas Russo - Gardner Russo & Quinn | Buy | 150 | 0.00 | |
| Q4  2008 | |||||
| ≡ | Thomas Gayner - Markel Group | Sell 100.00% | 210,906 | 0.39 | |
| Q3  2008 | |||||
| ≡ | Thomas Gayner - Markel Group | Reduce 29.91% | 90,000 | 0.17 | |
| Q2  2008 | |||||
| ≡ | Thomas Gayner - Markel Group | Reduce 31.02% | 135,330 | 0.22 | |
| Q1  2008 | |||||
| ≡ | Thomas Gayner - Markel Group | Reduce 19.33% | 104,563 | 0.22 | |
| Q3  2007 | |||||
| ≡ | Thomas Gayner - Markel Group | Reduce 0.14% | 771 | 0.00 | |
| Q2  2007 | |||||
| ≡ | Thomas Gayner - Markel Group | Reduce 0.40% | 2,156 | 0.00 | |
| Q1  2007 | |||||
| ≡ | Thomas Gayner - Markel Group | Reduce 1.19% | 6,575 | 0.01 | |
* "Hold Price" is the last known price at which an investor still held a security. It is the closing price of the security as of the portfolio date (quarter end). This value is only provided when a security is owned by at least two investors. In the case of reporting dates being different, a weighted average price is calculated.