![3-Hydrazinyl-2-[(trifluoromethyl)sulfanyl]pyridine](data:image/png;base64,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)
| Product Number | 7H66-3-48 |
| Synonyms | (2-(Trifluoromethyl)sulfanylpyridin-3-yl)hydrazine |
| CAS | 1204234-99-0 |
| MDL Number | MFCD23382202 |
| Molecular Formula | C6H6F3N3S |
| Molecular Weight | 209.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H66-3-48
CAS: 1204234-99-0
Molecule Weight: 209.19
Formula: C6H6F3N3S
![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
![6-[(Trifluoromethyl)sulfanyl]pyridin-3-amine](data:image/png;base64,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)
PN: 7H66-3-28
CAS: 1153767-25-9
Molecule Weight: 194.18
Formula: C6H5F3N2S
TSCA: Not listed on TSCA inventory