| Product Number | G311-A-35 |
| Synonyms | Pyridine-2-carboxaldehyde oxime; Picolinaldehyde oxime; (E)-2-Pyridinecarboxaldehyde oxime; (E)-2-Pyridylaldoxime; syn-2-Pyridine aldoxime; syn-Pyridin-2-aldoxime |
| CAS | 1193-96-0 |
| MDL Number | MFCD00006354 |
| Molecular Formula | C6H6N2O |
| Molecular Weight | 122.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: G311-A-35
CAS: 1193-96-0
Molecule Weight: 122.127
Formula: C6H6N2O
![2-[(Hydroxyimino)methyl]-1-methylpyridinium iodide](data:image/png;base64,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)
PN: 4H47-H-01
CAS: 74070-01-2
Molecule Weight: 264.066
Formula: C7H9IN2O
PN: 4H47-1-X4
CAS: 1758-54-9
Molecule Weight: 136.154
Formula: C7H8N2O
PN: 4H47-1-23
CAS: 32597-34-5
Molecule Weight: 110.116
Formula: C5H6N2O
Melting Point: 110-112 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
EINECS: 212-849-6
