| Product Number | 3H32-1-8V |
| Purity | 97 % |
| CAS | 67580-65-8 |
| MDL Number | MFCD00020858 |
| Molecular Formula | C11H16N2 |
| Molecular Weight | 176.263 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-1-8V
CAS: 67580-65-8
Molecule Weight: 176.263
Formula: C11H16N2
PN: 3H32-1-9A
CAS: 67580-61-4
Molecule Weight: 178.279
Formula: C11H18N2
![1-[2-(Pyridin-4-yl)ethyl]piperazine](data:image/png;base64,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)
PN: 3H31-1-W9
CAS: 53345-16-7
Molecule Weight: 191.278
Formula: C11H17N3
![4-[2-(Methylamino)ethyl]pyridine](data:image/png;base64,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)
PN: 3H31-1-17
CAS: 55496-55-4
Molecule Weight: 136.198
Formula: C8H12N2
![4-[2-(Methylamino)ethyl]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H31-5-93
CAS: 15430-49-6
Molecule Weight: 172.66
Formula: C8H13ClN2
TSCA: Not listed on TSCA inventory