| Product Number | 4256-1-07 |
| Purity | 98.0 % |
| CAS | 132844-48-5 |
| MDL Number | MFCD09701238 |
| Molecular Formula | C8H15NO2 |
| Molecular Weight | 157.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4256-1-07
CAS: 132844-48-5
Molecule Weight: 157.213
Formula: C8H15NO2
PN: 4256-1-0U
CAS: 1378390-62-5
Molecule Weight: 171.24
Formula: C9H17NO2
PN: 4256-1-72
CAS: 107017-73-2
Molecule Weight: 187.239
Formula: C9H17NO3
PN: 4156-1-00
CAS: 193086-15-6
Molecule Weight: 189.255
Formula: C9H19NO3
PN: 4156-1-SW
CAS: 150736-72-4
Molecule Weight: 189.255
Formula: C9H19NO3
PN: 4156-1-2J
CAS: 146514-31-0
Molecule Weight: 189.255
Formula: C9H19NO3
![N-Boc-[(1R)-1-(aminomethyl)propyl]amine](data:image/png;base64,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)
PN: 4156-1-RK
CAS: 956125-05-6
Molecule Weight: 188.271
Formula: C9H20N2O2
![N-Boc-[(1S)-1-(aminomethyl)propyl]amine](data:image/png;base64,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)
PN: 4156-1-SK
CAS: 251325-89-0
Molecule Weight: 188.271
Formula: C9H20N2O2
TSCA: Not listed on TSCA inventory