![N-Methyl-1-[2-(pyrrolidin-1-yl)pyridin-3-yl]methylamine](data:image/png;base64,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)
| Product Number | 3H31-1-U3 |
| Synonyms | 3-[(Methylamino)methyl]-2-(pyrrolidin-1-yl)pyridine; 1-{3-[(Methylamino)methyl]pyridin-2-yl}pyrrolidine |
| Purity | 97 % |
| CAS | 857284-17-4 |
| MDL Number | MFCD07772854 |
| Molecular Formula | C11H17N3 |
| Molecular Weight | 191.278 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-U3
CAS: 857284-17-4
Molecule Weight: 191.278
Formula: C11H17N3
PN: 3H30-1-VP
CAS: 859850-79-6
Molecule Weight: 177.251
Formula: C10H15N3
PN: 3H37-1-5A
CAS: 59025-38-6
Molecule Weight: 173.219
Formula: C10H11N3
![[2-(Pyrrolidin-1-yl)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 4H01-1-9G
CAS: 690632-85-0
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 3H37-1-5B
CAS: 34595-23-8
Molecule Weight: 187.246
Formula: C11H13N3
PN: 3H37-1-5C
CAS: 684648-79-1
Molecule Weight: 201.273
Formula: C12H15N3
PN: 3H30-1-4A
CAS: 914637-06-2
Molecule Weight: 191.278
Formula: C11H17N3
PN: 4H47-1-66
CAS: 59025-42-2
Molecule Weight: 220.276
Formula: C11H16N4O
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory