| Product Number | 4H51-1-1S |
| Synonyms | tert-Butyl (2S)-2-(hydroxymethyl)piperazine-1-carboxylate; (2S)-1-(tert-Butoxycarbonyl)-2-(hydroxymethyl)piperazine |
| CAS | 1030377-21-9 |
| MDL Number | MFCD07772093 |
| Molecular Formula | C10H20N2O3 |
| Molecular Weight | 216.281 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H51-1-1S
CAS: 1030377-21-9
Molecule Weight: 216.281
Formula: C10H20N2O3
PN: 4H51-1-4H
CAS: 205434-75-9
Molecule Weight: 216.281
Formula: C10H20N2O3
PN: 4H56-1-R47
CAS: 169448-87-7
Molecule Weight: 216.281
Formula: C10H20N2O3
PN: 4H56-1-0SE
CAS: 143540-05-0
Molecule Weight: 316.398
Formula: C15H28N2O5
PN: 4H48-1-U4
CAS: 120737-78-2
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-TL
CAS: 170033-47-3
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-UV
CAS: 169447-70-5
Molecule Weight: 200.282
Formula: C10H20N2O2
![tert-Butyl 2-oxa-5,8-diazaspiro[3.5]nonane-5-carboxylate](data:image/png;base64,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)
PN: 4H58-1-00C
CAS: 1367936-05-7
Molecule Weight: 228.292
Formula: C11H20N2O3
TSCA: Not listed on TSCA inventory