![3-Chloro-5,6,7,8-tetrahydro-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-5-HW |
| CAS | 1398534-61-6 |
| MDL Number | MFCD22423103 |
| Molecular Formula | C6H8ClN3 |
| Molecular Weight | 157.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory