![tert-Butyl 2-[(2-bromobenzoyl)amino]ethylcarbamate](data:image/png;base64,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)
| Product Number | 4656-9-0D |
| Purity | 95 % |
| CAS | 561030-83-9 |
| MDL Number | MFCD18804162 |
| Molecular Formula | C14H19BrN2O3 |
| Molecular Weight | 343.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-9-0D
CAS: 561030-83-9
Molecule Weight: 343.221
Formula: C14H19BrN2O3
![tert-Butyl 2-[(4-bromobenzoyl)amino]ethylcarbamate](data:image/png;base64,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)
PN: 4656-9-0C
CAS: 1008505-59-6
Molecule Weight: 343.221
Formula: C14H19BrN2O3
![tert-Butyl 2-[(3-bromobenzoyl)amino]ethylcarbamate](data:image/png;base64,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)
PN: 4656-9-0E
CAS: 1427460-40-9
Molecule Weight: 343.221
Formula: C14H19BrN2O3
![tert-Butyl {2-[(4-bromobenzyl)amino]ethyl}carbamate](data:image/png;base64,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)
PN: 4751-9-00
CAS: 1171245-32-1
Molecule Weight: 329.238
Formula: C14H21BrN2O2
PN: 4H56-1-0G
CAS: 350684-49-0
Molecule Weight: 305.378
Formula: C16H23N3O3
TSCA: Not listed on TSCA inventory