| Product Number | 4H56-1-011 |
| Synonyms | 4-Methylpiperidin-3-ol |
| CAS | 955082-96-9 |
| MDL Number | MFCD13176113 |
| Molecular Formula | C6H13NO |
| Molecular Weight | 115.176 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-011
CAS: 955082-96-9
Molecule Weight: 115.176
Formula: C6H13NO
PN: 4H01-5-17
CAS: 955028-85-0
Molecule Weight: 151.63
Formula: C6H14ClNO
PN: 4H56-1-830
CAS: 21492-03-5
Molecule Weight: 131.175
Formula: C6H13NO2
![6-Azaspiro[2.5]octan-4-ol hydrochloride](data:image/png;base64,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)
PN: 4H56-5-D7
CAS: 955028-68-9
Molecule Weight: 163.65
Formula: C7H14ClNO
![(4R)-6-Azaspiro[2.5]octan-4-ol hydrochloride](data:image/png;base64,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)
PN: 4H02-5-R0
CAS:
Molecule Weight: 163.65
Formula: C7H14ClNO
TSCA: Not listed on TSCA inventory
