| Product Number | 4H56-1-R0 |
| Synonyms | (3R)-Pyrrolidin-3-ylmethanol |
| CAS | 110013-18-8 |
| MDL Number | MFCD09607969 |
| Molecular Formula | C5H11NO |
| Molecular Weight | 101.149 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-76
CAS: 1354893-12-1
Molecule Weight: 115.176
Formula: C6H13NO
PN: 4H56-1-R0
CAS: 110013-18-8
Molecule Weight: 101.149
Formula: C5H11NO
PN: 4H56-5-0C
CAS: 644971-22-2
Molecule Weight: 137.61
Formula: C5H12ClNO
![[(3R)-1-Methylpyrrolidin-3-yl]methanol](data:image/png;base64,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)
PN: 4H56-1-RZ
CAS: 1210935-33-3
Molecule Weight: 115.176
Formula: C6H13NO
PN: 4H07-5-1C
CAS: 1185303-79-0
Molecule Weight: 151.63
Formula: C6H14ClNO
Melting Point: 173-177 ℃
Density: 0.979
TSCA: Not listed on TSCA inventory
![[S]-3-Pyrrolidinemethanol](data:image/png;base64,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)
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)