| Product Number | 4H30-5-45 |
| Synonyms | 1-[4-(Aminomethyl)piperidin-1-yl]propan-1-one hydrochloride; 4-(Aminomethyl)-1-propionylpiperidine hydrochloride |
| CAS | 1332765-74-8 |
| MDL Number | MFCD18378118 |
| Molecular Formula | C9H19ClN2O |
| Molecular Weight | 206.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-5-45
CAS: 1332765-74-8
Molecule Weight: 206.71
Formula: C9H19ClN2O
![1-{2,7-Diazaspiro[3.5]nonan-7-yl}ethan-1-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-DU
CAS: 2173992-33-9
Molecule Weight: 204.7
Formula: C9H17ClN2O
PN: 4H48-5-9E
CAS: 690632-27-0
Molecule Weight: 246.78
Formula: C12H23ClN2O
![1-[4-(Hydrazinomethyl)piperidin-1-yl]ethan-1-one dihydrochloride](data:image/png;base64,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)
PN: 4H39-5-67
CAS: 1349718-38-2
Molecule Weight: 244.16
Formula: C8H19Cl2N3O
PN: 4H48-1-G1
CAS: 63214-58-4
Molecule Weight: 196.294
Formula: C11H20N2O
PN: 4H48-5-BB
CAS: 1630907-14-0
Molecule Weight: 178.66
Formula: C7H15ClN2O
PN: 4H48-1-BH
CAS: 1234616-57-9
Molecule Weight: 142.202
Formula: C7H14N2O
PN: 4H48-1-G2
CAS: 86542-89-4
Molecule Weight: 210.321
Formula: C12H22N2O
TSCA: Not listed on TSCA inventory