| Product Number | 3H32-1-Q6 |
| Synonyms | 1-(Prop-2-yl)piperazine |
| Purity | 97 % |
| CAS | 4318-42-7 |
| MDL Number | MFCD00167971 |
| Molecular Formula | C7H16N2 |
| Molecular Weight | 128.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![1-{2-[Bis(isopropyl)amino]ethyl}piperazine](data:image/png;base64,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)
PN: 3H31-1-Y9
CAS: 59955-93-0
Molecule Weight: 213.369
Formula: C12H27N3
![2-[4-(Propan-2-yl)piperazin-1-yl]ethan-1-amine](data:image/png;base64,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)
PN: 3H30-1-60
CAS: 4489-53-6
Molecule Weight: 171.288
Formula: C9H21N3
PN: 3H32-5-Q7
CAS: 110469-59-5
Molecule Weight: 215.16
Formula: C8H20Cl2N2
![1,4-Diazabicyclo[2.2.2]octane (DABCO)](data:image/png;base64,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)
PN: 3H32-1-14
CAS: 280-57-9
Molecule Weight: 112.176
Formula: C6H12N2
Boiling Point: 180-181 ℃
DOT/IATA/IMDG: UN 1992 - HC 3(6.1) - PG III
TSCA: Not listed on TSCA inventory
EINECS: 224-345-3
