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)
| Product Number | 3H30-3-41 |
| CAS | 1408279-14-0 |
| MDL Number | MFCD25460290 |
| Molecular Formula | C10H14F3N3 |
| Molecular Weight | 233.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory