| Product Number | 4H56-1-ST |
| Synonyms | tert-Butyl methyl[(3S)-pyrrolidin-3-yl]carbamate |
| CAS | 169750-01-0 |
| MDL Number | MFCD08703388 |
| Molecular Formula | C10H20N2O2 |
| Molecular Weight | 200.282 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-ST
CAS: 169750-01-0
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-RM
CAS: 392338-15-7
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-0DN
CAS: 172478-00-1
Molecule Weight: 200.282
Formula: C10H20N2O2
![tert-Butyl N-[(3R)-pyrrolidin-3-yl]carbamate hydrochloride](data:image/png;base64,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)
PN: 4H51-5-R1
CAS: 1416450-63-9
Molecule Weight: 222.71
Formula: C9H19ClN2O2
![tert-Butyl N-[(3S)-pyrrolidin-3-yl]carbamate hydrochloride](data:image/png;base64,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)
PN: 4H51-5-S2
CAS: 1416450-61-7
Molecule Weight: 222.71
Formula: C9H19ClN2O2
PN: 4H56-5-MS
CAS: 1188263-72-0
Molecule Weight: 222.71
Formula: C9H19ClN2O2
PN: 4H56-1-B3
CAS: 99724-19-3
Molecule Weight: 186.255
Formula: C9H18N2O2
PN: 4H56-1-TA
CAS: 122536-76-9
Molecule Weight: 186.255
Formula: C9H18N2O2
TSCA: Not listed on TSCA inventory