| Product Number | 3H31-5-89 |
| Synonyms | N-(Piperidin-4-yl)benzylamine dihydrochloride; N-Benzylpiperidin-4-amine dihydrochloride |
| CAS | 871112-83-3 |
| MDL Number | MFCD19381725 |
| Molecular Formula | C12H20Cl2N2 |
| Molecular Weight | 263.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-89
CAS: 871112-83-3
Molecule Weight: 263.21
Formula: C12H20Cl2N2
PN: 3H31-1-BW
CAS: 7006-50-0
Molecule Weight: 204.317
Formula: C13H20N2
PN: 3H31-1-82
CAS: 387358-47-6
Molecule Weight: 230.355
Formula: C15H22N2
PN: 3H32-1-AN
CAS: 321345-30-6
Molecule Weight: 204.317
Formula: C13H20N2
![7-Benzyl-1,7-diazaspiro[3.5]nonane](data:image/png;base64,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)
PN: 3H31-1-B6
CAS: 1420897-28-4
Molecule Weight: 216.328
Formula: C14H20N2
PN: 3H31-7-72
CAS: 1261230-85-6
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3H30-5-3F
CAS: 1204810-58-1
Molecule Weight: 292.25
Formula: C13H23Cl2N3
TSCA: Not listed on TSCA inventory
