| Product Number | 3H30-1-G3 |
| Synonyms | (6-Pyrrolidin-1-ylpyridin-2-yl)methylamine |
| CAS | 868755-49-1 |
| MDL Number | MFCD09064947 |
| Molecular Formula | C10H15N3 |
| Molecular Weight | 177.251 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-G3
CAS: 868755-49-1
Molecule Weight: 177.251
Formula: C10H15N3
![[6-(Piperidin-1-yl)pyridin-2-yl]methylamine](data:image/png;base64,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)
PN: 3H30-1-74
CAS: 868755-51-5
Molecule Weight: 191.278
Formula: C11H17N3
PN: 4H15-1-C3
CAS: 230618-24-3
Molecule Weight: 176.219
Formula: C10H12N2O
PN: 3H32-9-Y2
CAS: 869901-04-2
Molecule Weight: 241.132
Formula: C10H13BrN2
![[6-(Pyrrolidin-1-yl)pyridin-2-yl]methanol](data:image/png;base64,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)
PN: 4H01-1-T8
CAS: 868755-48-0
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 3H37-1-0Q
CAS: 160017-13-0
Molecule Weight: 173.219
Formula: C10H11N3
PN: 4H15-1-W9
CAS: 859850-71-8
Molecule Weight: 190.246
Formula: C11H14N2O
PN: 4H01-1-1D
CAS: 869901-07-5
Molecule Weight: 192.262
Formula: C11H16N2O
Boiling Point: 130-135 ℃
DOT/IATA/IMDG: UN 1759 - HC 8 - PG III
TSCA: Not listed on TSCA inventory