![8-(2-Fluoro-4-nitrophenyl)-1,4-dioxa-8-azaspiro[4.5]decane](data:image/png;base64,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)
| Product Number | 4H54-3-0B |
| CAS | 252336-82-6 |
| MDL Number | MFCD08692382 |
| Molecular Formula | C13H15FN2O4 |
| Molecular Weight | 282.271 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 123-125 ℃
TSCA: Not listed on TSCA inventory