| Product Number | 4258-1-X2 |
| Synonyms | Methyl 2-[(tert-butoxycarbonyl)amino]cyclopropane-1-carboxylate; tert-Butyl [2-(methoxycarbonyl)cycloprop-1-yl]carbamate |
| CAS | 1426414-00-7 |
| MDL Number | MFCD23160775 |
| Molecular Formula | C10H17NO4 |
| Molecular Weight | 215.249 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4258-1-X2
CAS: 1426414-00-7
Molecule Weight: 215.249
Formula: C10H17NO4
![Methyl (1S,2R)-2-{[(tert-butoxy)carbonyl]amino}cyclopropane-1-carboxylate](data:image/png;base64,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)
PN: 4258-1-40
CAS: 170299-60-2
Molecule Weight: 215.249
Formula: C10H17NO4
![rel-(1S,2R)-2-{[(tert-Butoxy)carbonyl]amino}cyclopropane-1-carboxylic acid](data:image/png;base64,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)
PN: 4258-1-32
CAS: 1415964-02-1
Molecule Weight: 201.222
Formula: C9H15NO4
PN: 4H58-1-5Z
CAS: 122684-33-7
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-A3
CAS: 441717-40-4
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-A4
CAS: 313706-15-9
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-E0
CAS: 457657-68-0
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4258-1-17
CAS: 142733-63-9
Molecule Weight: 229.276
Formula: C11H19NO4
TSCA: Not listed on TSCA inventory