![{[Ethyl-(3-fluorobenzyl)carbamoyl]methyl}carbamic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 4656-3-3H |
| Synonyms | tert-Butyl N-({ethyl[(3-fluorophenyl)methyl]carbamoyl}methyl)carbamate |
| CAS | 1417794-38-7 |
| MDL Number | MFCD22631795 |
| Molecular Formula | C16H23FN2O3 |
| Molecular Weight | 310.369 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-3-3H
CAS: 1417794-38-7
Molecule Weight: 310.369
Formula: C16H23FN2O3
![tert-Butyl N-[2-(4-benzylpiperazin-1-yl)-2-oxoethyl]carbamate](data:image/png;base64,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)
PN: 4H58-1-41
CAS: 671212-34-3
Molecule Weight: 333.432
Formula: C18H27N3O3
![{(S)-1-[Cyclopropyl-(4-fluorobenzyl)carbamoyl]ethyl}carbamic acid tert-butyl ester](data:image/png;base64,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)
PN: 4658-3-S0
CAS: 1421010-21-0
Molecule Weight: 336.407
Formula: C18H25FN2O3
TSCA: Not listed on TSCA inventory