| Product Number | 4H56-1-0S1 |
| CAS | 399580-55-3 |
| MDL Number | MFCD06248041 |
| Molecular Formula | C7H15NO |
| Molecular Weight | 129.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0S1
CAS: 399580-55-3
Molecule Weight: 129.203
Formula: C7H15NO
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)
PN: 4H44-1-24
CAS: 241820-91-7
Molecule Weight: 127.187
Formula: C7H13NO
PN: 4H56-1-762
CAS: 297172-16-8
Molecule Weight: 129.203
Formula: C7H15NO
![[4-(Hydroxymethyl)piperidin-4-yl]methanol hydrochloride](data:image/png;base64,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)
PN: 4H56-7-2M
CAS: 884535-05-1
Molecule Weight: 181.66
Formula: C7H16ClNO2
![2-Oxa-7-azaspiro[3.5]nonane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-01
CAS: 1429056-28-9
Molecule Weight: 344.408
Formula: C16H28N2O6
![2-Oxa-8-azaspiro[4.5]decane hydrochloride](data:image/png;base64,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)
PN: 4H56-5-3H
CAS: 479195-19-2
Molecule Weight: 177.67
Formula: C8H16ClNO
Boiling Point: 80 ℃
TSCA: Not listed on TSCA inventory
![2-Oxa-8-azaspiro[4.5]decane](data:image/png;base64,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)