![3-(4-Chloro-2-fluorophenyl)-1-oxa-3,8-diazaspiro[4.5]decan-2-one](data:image/png;base64,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)
| Product Number | 4H48-7-1Z |
| CAS | 1335220-63-7 |
| MDL Number | MFCD20232921 |
| Molecular Formula | C13H14ClFN2O2 |
| Molecular Weight | 284.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory