MSC Industrial Direct (MSM)
| Sector: | Industrials |
| |
| Super Investor Stats: | |
| Ownership count: | 2 |
| Ownership rank: | 481 |
| % of all portfolios: | 0.002% |
| Hold Price * : | $92.27 |
| History |
Portfolio Manager |
Activity ▼ |
Share change |
% change to portfolio |
| Q1 2026 |
| ≡ |
Lee Ainslie - Maverick Capital |
Buy |
11,251 |
0.01 |
| Q3 2024 |
| ≡ |
Richard Pzena - Pzena Investment Management |
Add 0.01% |
30 |
0.00 |
| Q1 2023 |
| ≡ |
Yacktman Asset Management |
Add 0.98% |
2,913 |
0.00 |
| Q1 2021 |
| ≡ |
Yacktman Asset Management |
Add 0.94% |
11,994 |
0.01 |
| Q3 2020 |
| ≡ |
Yacktman Asset Management |
Add 5.66% |
70,188 |
0.07 |
| Q1 2020 |
| ≡ |
Yacktman Asset Management |
Add 730.32% |
1,346,533 |
1.23 |
| ≡ |
Lee Ainslie - Maverick Capital |
Add 35.88% |
9,938 |
0.01 |
| Q4 2019 |
| ≡ |
Lee Ainslie - Maverick Capital |
Add 88.67% |
13,017 |
0.01 |
| Q3 2019 |
| ≡ |
Yacktman Asset Management |
Buy |
185,182 |
0.17 |
| ≡ |
Lee Ainslie - Maverick Capital |
Buy |
14,680 |
0.02 |
| Q2 2016 |
| ≡ |
Lee Ainslie - Maverick Capital |
Buy |
42,170 |
0.04 |
| Q4 2015 |
| ≡ |
William Von Mueffling - Cantillon Capital Management |
Add 0.27% |
6,170 |
0.01 |
| Q3 2015 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Add 10.00% |
6,000 |
0.06 |
| Q2 2015 |
| ≡ |
Robert Olstein - Olstein Capital Management |
Buy |
60,000 |
0.56 |
| Q4 2014 |
| ≡ |
William Von Mueffling - Cantillon Capital Management |
Add 144.50% |
1,381,680 |
2.31 |
| Q2 2014 |
| ≡ |
William Von Mueffling - Cantillon Capital Management |
Add 0.10% |
1,000 |
0.00 |
| Q1 2014 |
| ≡ |
William Von Mueffling - Cantillon Capital Management |
Add 84.09% |
441,641 |
0.89 |
| Q4 2013 |
| ≡ |
William Von Mueffling - Cantillon Capital Management |
Buy |
525,223 |
1.01 |
* "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.