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)
| Product Number | 7H66-3-37 |
| Synonyms | (2-(Trifluoromethyl)sulfanylpyridin-3-yl)methylamine |
| CAS | 1204235-00-6 |
| MDL Number | MFCD23382206 |
| Molecular Formula | C7H7F3N2S |
| Molecular Weight | 208.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H66-3-37
CAS: 1204235-00-6
Molecule Weight: 208.2
Formula: C7H7F3N2S
![2-[(Trifluoromethyl)sulfanyl]pyridine-3-carbonitrile](data:image/png;base64,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)
PN: 7H66-3-21
CAS: 1204234-30-9
Molecule Weight: 204.17
Formula: C7H3F3N2S
TSCA: Not listed on TSCA inventory
