| Product Number | 8H66-1-80 |
| CAS | 77555-27-2 |
| MDL Number | MFCD00067848 |
| Molecular Formula | C7H9NOS |
| Molecular Weight | 155.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![2-[(5-Chloro-2-pyridyl)thio]ethan-1-ol](data:image/png;base64,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)
PN: 8H66-5-25
CAS: 175135-89-4
Molecule Weight: 189.66
Formula: C7H8ClNOS
TSCA: Not listed on TSCA inventory