| Product Number | 3H31-1-93 |
| Purity | 95 % |
| CAS | 879896-59-0 |
| MDL Number | MFCD08690287 |
| Molecular Formula | C11H17N3 |
| Molecular Weight | 191.278 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-93
CAS: 879896-59-0
Molecule Weight: 191.278
Formula: C11H17N3
PN: 3H30-1-1P
CAS: 876316-38-0
Molecule Weight: 177.251
Formula: C10H15N3
![N-Methyl-N-[(2-piperidin-1-ylpyridin-4-yl)methyl]amine](data:image/png;base64,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)
PN: 3H31-1-AD
CAS: 879896-58-9
Molecule Weight: 205.305
Formula: C12H19N3
PN: 3H30-1-4G
CAS: 876316-37-9
Molecule Weight: 191.278
Formula: C11H17N3
PN: 4H48-1-YB
CAS: 1378457-21-6
Molecule Weight: 191.234
Formula: C10H13N3O
PN: 3H37-1-9U
CAS: 127680-87-9
Molecule Weight: 173.219
Formula: C10H11N3
![[2-(Pyrrolidin-1-yl)pyridin-4-yl]methanol](data:image/png;base64,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)
PN: 4H01-1-70
CAS: 906352-65-6
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 4H15-1-H1
CAS: 898289-23-1
Molecule Weight: 176.219
Formula: C10H12N2O
TSCA: Not listed on TSCA inventory