| Product Number | 4H47-1-X7 |
| Synonyms | N'-hydroxypyridine-3-carboximidamide |
| CAS | 1594-58-7 |
| MDL Number | MFCD00125875 |
| Molecular Formula | C6H7N3O |
| Molecular Weight | 137.142 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H41-5-X3
CAS: 7356-60-7
Molecule Weight: 157.6
Formula: C6H8ClN3
![3-[Amino(hydroxyimino)methyl]pyridinium-1-olate](data:image/png;base64,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)
PN: 4H45-1-60
CAS: 92757-16-9
Molecule Weight: 153.141
Formula: C6H7N3O2
PN: 4H47-5-58
CAS: 468068-58-8
Molecule Weight: 171.58
Formula: C6H6ClN3O
![(E)-N-[(Pyridin-3-yl)methylidene]hydroxylamine](data:image/png;base64,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)
PN: 4H47-1-E6
CAS: 1193-92-6
Molecule Weight: 122.127
Formula: C6H6N2O
Melting Point: 130-135 ℃
TSCA: Not listed on TSCA inventory