![tert-Butyl-N-[(1S,2S)-2-(hydroxymethyl)cyclohexyl]carbamate](data:image/png;base64,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)
| Product Number | 4256-1-13 |
| Synonyms | tert-Butyl N-[(1S,2S)-2-(hydroxymethyl)cyclohexyl]carbamate |
| Purity | 95 % |
| CAS | 956325-23-8 |
| MDL Number | MFCD26096691 |
| Molecular Formula | C12H23NO3 |
| Molecular Weight | 229.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4256-1-13
CAS: 956325-23-8
Molecule Weight: 229.32
Formula: C12H23NO3
PN: 4256-1-45
CAS: 179686-77-2
Molecule Weight: 229.32
Formula: C12H23NO3
PN: 4256-1-R2
CAS: 188348-00-7
Molecule Weight: 243.347
Formula: C13H25NO3
PN: 4256-1-S2
CAS: 107202-39-1
Molecule Weight: 243.347
Formula: C13H25NO3
![tert-Butyl (4-(hydroxymethyl)bicyclo[2.2.2]octan-1-yl)carbamate](data:image/png;base64,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)
PN: 4256-1-X9
CAS: 1333384-43-2
Molecule Weight: 255.358
Formula: C14H25NO3
PN: 4258-1-44
CAS: 63216-49-9
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4256-1-53
CAS: 509143-00-4
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-09U
CAS: 1932640-02-2
Molecule Weight: 229.32
Formula: C12H23NO3
TSCA: Not listed on TSCA inventory