![(1S)-8-azaspiro[bicyclo[3.2.1]octane-3,4'-imidazolidine]-2',5'-dione hydrochloride](data:image/png;base64,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)
| Product Number | 4H53-5-S5 |
| CAS | |
| MDL Number | MFCD32640844 |
| Molecular Formula | C9H14ClN3O2 |
| Molecular Weight | 231.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory