![3-Benzyl-8-(trifluoromethyl)-3,4-dihydropyrimido[2,1-b][1,3,5]thiadiazin-6(2H)-one](data:image/png;base64,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)
| Product Number | 8H70-3-0F |
| CAS | 1426894-90-7 |
| MDL Number | MFCD31812103 |
| Molecular Formula | C14H12F3N3OS |
| Molecular Weight | 327.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory