| Product Number | 8H66-1-X0 |
| CAS | 259683-21-1 |
| MDL Number | MFCD00832837 |
| Molecular Formula | C12H8N2S |
| Molecular Weight | 212.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-1-X0
CAS: 259683-21-1
Molecule Weight: 212.27
Formula: C12H8N2S
PN: 8H66-5-Y7
CAS: 259683-22-2
Molecule Weight: 246.71
Formula: C12H7ClN2S
PN: 8H63-1-X0
CAS: 205514-29-0
Molecule Weight: 244.27
Formula: C12H8N2O2S
PN: 8H66-1-X6
CAS: 35620-68-9
Molecule Weight: 212.27
Formula: C12H8N2S
PN: 8H63-5-X3
CAS: 259683-30-2
Molecule Weight: 278.71
Formula: C12H7ClN2O2S
PN: 7H66-3-69
CAS: 650592-31-7
Molecule Weight: 255.26
Formula: C12H8F3NS
![[2-(Phenylsulfanyl)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 8H66-1-AD
CAS: 43003-89-0
Molecule Weight: 217.29
Formula: C12H11NOS
Melting Point: 96-98 ℃
TSCA: Not listed on TSCA inventory