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)
| Product Number | 4H56-1-153 |
| Synonyms | tert-Butyl 3-oxo-1-oxa-7-azaspiro[4.4]nonane-7-carboxylate |
| CAS | 1160246-85-4 |
| MDL Number | MFCD12198523 |
| Molecular Formula | C12H19NO4 |
| Molecular Weight | 241.287 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory