![3-Nitro-2-[(trifluoromethyl)sulfanyl]pyridine](data:image/png;base64,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)
| Product Number | 8H66-3-05 |
| CAS | 1408279-28-6 |
| MDL Number | MFCD23382294 |
| Molecular Formula | C6H3F3N2O2S |
| Molecular Weight | 224.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-3-05
CAS: 1408279-28-6
Molecule Weight: 224.16
Formula: C6H3F3N2O2S
![2-[(Trifluoromethyl)sulfanyl]pyridin-3-amine](data:image/png;base64,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)
PN: 7H66-3-29
CAS: 1153767-00-0
Molecule Weight: 194.18
Formula: C6H5F3N2S
TSCA: Not listed on TSCA inventory
