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)
| Product Number | 3H31-1-V0 |
| Synonyms | 1-(Pyridin-3-yl)-N-[(pyridin-3-yl)methyl]methylamine; 3,3'-(Iminodimethanediyl)dipyridine |
| CAS | 1656-94-6 |
| MDL Number | MFCD00038043 |
| Molecular Formula | C12H13N3 |
| Molecular Weight | 199.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-V0
CAS: 1656-94-6
Molecule Weight: 199.257
Formula: C12H13N3
PN: 3H31-1-3J
CAS: 3000-75-7
Molecule Weight: 136.198
Formula: C8H12N2
![N-[(3-Pyridyl)methyl]-2-propanamine](data:image/png;base64,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)
PN: 3H31-1-A0
CAS: 19730-12-2
Molecule Weight: 150.225
Formula: C9H14N2
![3-[(Methylamino)methyl]pyridine](data:image/png;base64,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)
PN: 3H31-1-P0
CAS: 20173-04-0
Molecule Weight: 122.171
Formula: C7H10N2
PN: 3H31-5-63
CAS: 128739-15-1
Molecule Weight: 195.09
Formula: C7H12Cl2N2
![3-[(Pyridin-3-ylmethyl)amino]propanenitrile](data:image/png;base64,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)
PN: 3H37-1-V6
CAS: 33611-48-2
Molecule Weight: 161.208
Formula: C9H11N3
PN: 3H31-1-D7
CAS: 183609-18-9
Molecule Weight: 148.209
Formula: C9H12N2
![2,3-Dihydro-1H-pyrrolo[3,4-c]pyridine](data:image/png;base64,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)
PN: 3H31-1-6W
CAS: 496-13-9
Molecule Weight: 120.155
Formula: C7H8N2
Boiling Point: 168-170 ℃
Density: 1.12
TSCA: Not listed on TSCA inventory
EINECS: 216-753-5