| Product Number | 3H31-5-3R |
| CAS | 1236791-61-9 |
| MDL Number | MFCD20527356 |
| Molecular Formula | C8H12Cl2N2 |
| Molecular Weight | 207.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-3R
CAS: 1236791-61-9
Molecule Weight: 207.1
Formula: C8H12Cl2N2
![3-[2-(Methylamino)ethyl]pyridine dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-64
CAS: 1003561-87-2
Molecule Weight: 209.11
Formula: C8H14Cl2N2
PN: 3H32-5-BD
CAS: 1373253-17-8
Molecule Weight: 184.67
Formula: C9H13ClN2
TSCA: Not listed on TSCA inventory
