| Product Number | 3H41-5-X2 |
| Synonyms | Pyridine-2-carboximidamide hydrochloride |
| CAS | 51285-26-8 |
| MDL Number | MFCD00052271 |
| Molecular Formula | C6H8ClN3 |
| Molecular Weight | 157.6 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H41-5-X2
CAS: 51285-26-8
Molecule Weight: 157.6
Formula: C6H8ClN3
PN: 3H41-5-0A
CAS: 112736-11-5
Molecule Weight: 171.63
Formula: C7H10ClN3
![2-[Amino(imino)methyl]pyridinium-1-olate hydrochloride](data:image/png;base64,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)
PN: 4H45-5-10
CAS: 845291-51-2
Molecule Weight: 173.6
Formula: C6H8ClN3O
PN: 3H41-1-07
CAS: 89795-81-3
Molecule Weight: 146.153
Formula: C7H6N4
PN: 3H41-5-06
CAS: 1179532-98-9
Molecule Weight: 192.04
Formula: C6H7Cl2N3
PN: 3H41-1-01
CAS: 105533-75-3
Molecule Weight: 109.132
Formula: C5H7N3
Melting Point: 145-152 ℃
TSCA: Not listed on TSCA inventory
