![6-(Trifluoromethyl)-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-3-6L |
| Purity | 97 % |
| CAS | 1190311-44-4 |
| MDL Number | MFCD12963187 |
| Molecular Formula | C8H5F3N2 |
| Molecular Weight | 186.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory