| Product Number | 4H56-1-UX |
| Synonyms | tert-Butyl (2S)-2-(2-methylprop-1-yl)piperazine-1-carboxylate; (2S)-1-(tert-Butoxycarbonyl)-2-isobutylpiperazine |
| CAS | 674792-06-4 |
| MDL Number | MFCD03787916 |
| Molecular Formula | C13H26N2O2 |
| Molecular Weight | 242.363 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-UX
CAS: 674792-06-4
Molecule Weight: 242.363
Formula: C13H26N2O2
![tert-Butyl 5,8-diazaspiro[3.5]nonane-5-carboxylate](data:image/png;base64,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)
PN: 4H56-1-743
CAS: 886766-34-3
Molecule Weight: 226.32
Formula: C12H22N2O2
PN: 4H56-5-RU
CAS: 1217449-00-7
Molecule Weight: 264.79
Formula: C12H25ClN2O2
PN: 4H56-5-SU
CAS: 1217478-55-1
Molecule Weight: 264.79
Formula: C12H25ClN2O2
PN: 4H56-1-R29
CAS: 928025-63-2
Molecule Weight: 228.336
Formula: C12H24N2O2
![tert-Butyl N-methyl-N-[(3S,4S)-4-methylpiperidin-3-yl]carbamate](data:image/png;base64,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)
PN: 4H56-1-646
CAS: 1419075-90-3
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-UT
CAS: 674792-05-3
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-0TA
CAS: 674792-04-2
Molecule Weight: 228.336
Formula: C12H24N2O2
TSCA: Not listed on TSCA inventory