![5-Aminomethyl-3-(phenyl)-[1,2,4]oxadiazole hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-BA |
| CAS | 1216872-37-5 |
| MDL Number | MFCD08062596 |
| Molecular Formula | C9H10ClN3O |
| Molecular Weight | 211.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory