![2-(Trifluoromethyl)imidazo[1,2-a]pyrazine](data:image/png;base64,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)
| Product Number | 3H32-3-9V |
| Purity | 95 % |
| CAS | 109113-96-4 |
| MDL Number | MFCD05248878 |
| Molecular Formula | C7H4F3N3 |
| Molecular Weight | 187.125 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory