| Product Number | 4256-5-10 |
| Synonyms | cis-3-Aminocyclobutanemethanol hydrochloride |
| CAS | 142733-65-1 |
| MDL Number | MFCD16660356 |
| Molecular Formula | C5H12ClNO |
| Molecular Weight | 137.61 |
| Units | Price (USD) | Availability |
|---|
PN: 4256-5-10
CAS: 142733-65-1
Molecule Weight: 137.61
Formula: C5H12ClNO
PN: 4256-5-42
CAS: 1284250-10-7
Molecule Weight: 137.61
Formula: C5H12ClNO
PN: 4256-5-47
CAS: 130369-06-1
Molecule Weight: 137.61
Formula: C5H12ClNO
![(3-Aminobicyclo[1.1.1]pentan-1-yl)methanol hydrochloride](data:image/png;base64,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)
PN: 4256-5-52
CAS: 1638767-26-6
Molecule Weight: 149.62
Formula: C6H12ClNO
PN: 4256-1-28
CAS: 1208989-40-5
Molecule Weight: 131.175
Formula: C6H13NO2
PN: 4256-5-16
CAS: 1392213-15-8
Molecule Weight: 137.61
Formula: C5H12ClNO
PN: 4256-5-Z4
CAS: 1068160-25-7
Molecule Weight: 151.63
Formula: C6H14ClNO
TSCA: Not listed on TSCA inventory
