| Product Number | 3H39-5-X0 |
| Synonyms | [(Pyridin-4-yl)methyl]hydrazine dihydrochloride |
| CAS | 89598-56-1 |
| MDL Number | MFCD06245508 |
| Molecular Formula | C6H11Cl2N3 |
| Molecular Weight | 196.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H39-5-X0
CAS: 89598-56-1
Molecule Weight: 196.08
Formula: C6H11Cl2N3
PN: 3H39-5-04
CAS: 1349717-75-4
Molecule Weight: 232.53
Formula: C6H12Cl3N3
PN: 3H39-1-28
CAS: 7112-39-2
Molecule Weight: 123.159
Formula: C6H9N3
![4-[(Methylamino)methyl]pyridine dihydrochloride](data:image/png;base64,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)
PN: 3H31-1-U2
CAS: 128739-16-2
Molecule Weight: 195.09
Formula: C7H12Cl2N2
Melting Point: >200(dec.) ℃
TSCA: Not listed on TSCA inventory
