| Product Number | 3H39-1-31 |
| CAS | 6979-01-7 |
| MDL Number | MFCD07786271 |
| Molecular Formula | C7H17N3 |
| Molecular Weight | 143.234 |
| Units | Price (USD) | Availability |
|---|
PN: 3H39-1-31
CAS: 6979-01-7
Molecule Weight: 143.234
Formula: C7H17N3
PN: 3H31-1-C4
CAS: 32776-21-9
Molecule Weight: 156.273
Formula: C9H20N2
PN: 3H30-1-VU
CAS: 34217-60-2
Molecule Weight: 142.246
Formula: C8H18N2
![1-[2-(Piperidin-1-yl)ethyl]piperazine](data:image/png;base64,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)
PN: 3H31-1-W2
CAS: 22763-65-1
Molecule Weight: 197.326
Formula: C11H23N3
Boiling Point: 64-70 ℃
TSCA: Not listed on TSCA inventory
