![5-Aminomethyl-3-(4-fluorophenyl)-[1,2,4]oxadiazole hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-7-2V |
| CAS | 1208081-41-7 |
| MDL Number | MFCD12131099 |
| Molecular Formula | C9H9ClFN3O |
| Molecular Weight | 229.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory