![tert-Butyl N-[4-(hydroxymethyl)oxan-4-yl]carbamate](data:image/png;base64,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)
| Product Number | 4H56-1-745 |
| Purity | 97.0 % |
| CAS | 1029716-09-3 |
| MDL Number | MFCD18374720 |
| Molecular Formula | C11H21NO4 |
| Molecular Weight | 231.292 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-745
CAS: 1029716-09-3
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4H56-1-09M
CAS: 172843-97-9
Molecule Weight: 245.275
Formula: C11H19NO5
PN: 4H56-1-246
CAS: 1416323-05-1
Molecule Weight: 217.265
Formula: C10H19NO4
![{4-[(tert-Butoxycarbonyl)amino]tetrahydro-2H-pyran-4-yl}acetic acid](data:image/png;base64,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)
PN: 4H58-1-W2
CAS: 946682-30-0
Molecule Weight: 259.302
Formula: C12H21NO5
TSCA: Not listed on TSCA inventory