![(S)-2-Nitro-6-((4-(trifluoromethoxy)benzyl)oxy)-6,7-dihydro-5H-imidazo[2,1-b][1,3]oxazine](data:image/png;base64,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)
| Product Number | 4H54-3-2M |
| Purity | 98.0 % |
| CAS | 187235-37-6 |
| MDL Number | MFCD06809939 |
| Molecular Formula | C14H12F3N3O5 |
| Molecular Weight | 359.261 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory