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)
| Product Number | 3H32-3-T1 |
| CAS | 1027511-38-1 |
| MDL Number | MFCD10574906 |
| Molecular Formula | C8H3F6N3 |
| Molecular Weight | 255.123 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory