| Product Number | 8H61-1-X0 |
| Synonyms | 3-Cyano-4-(ethoxycarbonyl)-6-methylpyridine-2-thiol |
| CAS | 56891-69-1 |
| MDL Number | MFCD00052275 |
| Molecular Formula | C10H10N2O2S |
| Molecular Weight | 222.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H61-1-X0
CAS: 56891-69-1
Molecule Weight: 222.26
Formula: C10H10N2O2S
![Ethyl 2-[(chloromethyl)thio]-3-cyano-6-methylisonicotinate](data:image/png;base64,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)
PN: 8H66-5-X9
CAS: 286430-86-2
Molecule Weight: 270.73
Formula: C11H11ClN2O2S
PN: 4H37-5-Y8
CAS: 40108-12-1
Molecule Weight: 224.64
Formula: C10H9ClN2O2
Melting Point: 213-214 ℃
TSCA: Not listed on TSCA inventory