| Product Number | 4H56-1-B0 |
| Synonyms | tert-Butyl 3-oxopiperazine-1-carboxylate; 1-(tert-Butoxycarbonyl)-3-oxopiperazine |
| CAS | 76003-29-7 |
| MDL Number | MFCD02181069 |
| Molecular Formula | C9H16N2O3 |
| Molecular Weight | 200.238 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-B0
CAS: 76003-29-7
Molecule Weight: 200.238
Formula: C9H16N2O3
![tert-Butyl N-[2-oxo-2-(piperazin-1-yl)ethyl]carbamate](data:image/png;base64,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)
PN: 4H58-1-37
CAS: 525587-00-2
Molecule Weight: 243.307
Formula: C11H21N3O3
PN: 4H56-1-DN
CAS: 77278-70-7
Molecule Weight: 243.307
Formula: C11H21N3O3
![tert-Butyl N-[(diethylcarbamoyl)methyl]carbamate](data:image/png;base64,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)
PN: 4158-1-06
CAS: 500871-60-3
Molecule Weight: 230.308
Formula: C11H22N2O3
PN: 4H56-9-AE
CAS: 112257-12-2
Molecule Weight: 307.188
Formula: C11H19BrN2O3
PN: 4H56-1-948
CAS: 889958-14-9
Molecule Weight: 200.238
Formula: C9H16N2O3
![tert-Butyl N-[2-(4-carbamoylpiperazin-1-yl)-2-oxoethyl]carbamate](data:image/png;base64,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)
PN: 4H58-1-27
CAS: 917202-00-7
Molecule Weight: 286.332
Formula: C12H22N4O4
PN: 4H56-1-560
CAS: 1338673-52-1
Molecule Weight: 258.322
Formula: C11H22N4O3
Melting Point: 156-160 ℃
TSCA: Not listed on TSCA inventory