Hanover Insurance Group (THG)
| Sector: | Financials |
| |
| Super Investor Stats: | |
| Ownership count: | 1 |
| Ownership rank: | 667 |
| % of all portfolios: | 0.004% |
| |
| History |
Portfolio Manager |
Activity |
Share change |
% change to portfolio ▼ |
| Q3 2024 |
| ≡ |
Thomas Gayner - Markel Group |
Add 5.83% |
14,000 |
0.02 |
| Q2 2024 |
| ≡ |
Thomas Gayner - Markel Group |
Add 5.73% |
13,000 |
0.02 |
| Q1 2024 |
| ≡ |
Thomas Gayner - Markel Group |
Add 6.07% |
13,000 |
0.02 |
| Q4 2023 |
| ≡ |
Thomas Gayner - Markel Group |
Add 13.23% |
25,000 |
0.03 |
| Q3 2023 |
| ≡ |
Thomas Gayner - Markel Group |
Add 19.62% |
31,000 |
0.04 |
| Q2 2023 |
| ≡ |
Thomas Gayner - Markel Group |
Add 14.49% |
20,000 |
0.03 |
| Q1 2023 |
| ≡ |
Thomas Gayner - Markel Group |
Add 14.05% |
17,000 |
0.03 |
| Q4 2022 |
| ≡ |
Thomas Gayner - Markel Group |
Add 18.63% |
19,000 |
0.03 |
| Q3 2022 |
| ≡ |
Thomas Gayner - Markel Group |
Add 34.21% |
26,000 |
0.05 |
| Q2 2022 |
| ≡ |
Thomas Gayner - Markel Group |
Add 61.70% |
29,000 |
0.06 |
| Q1 2022 |
| ≡ |
Thomas Gayner - Markel Group |
Buy |
47,000 |
0.08 |
| Q3 2011 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Sell 100.00% |
163,000 |
1.05 |
| Q2 2011 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Add 18.98% |
26,000 |
0.17 |
| Q1 2011 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Add 3.79% |
5,000 |
0.04 |
| Q3 2010 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Reduce 0.75% |
1,000 |
0.01 |
| Q2 2010 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Reduce 3.55% |
4,900 |
0.04 |
| Q2 2009 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Add 68.79% |
56,200 |
0.41 |
| Q1 2009 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Buy |
81,700 |
0.53 |
* "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.