| Product Number | 4H56-1-416 |
| CAS | 77278-86-5 |
| MDL Number | MFCD05664948 |
| Molecular Formula | C12H21N3O2 |
| Molecular Weight | 239.319 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-416
CAS: 77278-86-5
Molecule Weight: 239.319
Formula: C12H21N3O2
PN: 4H56-1-00C
CAS: 159873-21-9
Molecule Weight: 253.302
Formula: C12H19N3O3
PN: 4H56-1-737
CAS: 132710-90-8
Molecule Weight: 244.335
Formula: C12H24N2O3
![1-Boc-4-[(2R)-2-aminopropyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 4H56-5-RP
CAS: 1303975-03-2
Molecule Weight: 316.27
Formula: C12H27Cl2N3O2
![1-Boc-4-[(2S)-2-aminopropyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 4H56-5-SP
CAS: 1017606-58-4
Molecule Weight: 316.27
Formula: C12H27Cl2N3O2
PN: 4H56-1-859
CAS: 373608-48-1
Molecule Weight: 243.351
Formula: C12H25N3O2
PN: 4H48-1-N7
CAS: 192130-34-0
Molecule Weight: 229.324
Formula: C11H23N3O2
PN: 4H56-1-FS
CAS: 53788-49-1
Molecule Weight: 200.282
Formula: C10H20N2O2
TSCA: Not listed on TSCA inventory