| Product Number | 4H56-1-782 |
| Purity | 97.0 % |
| CAS | 36763-96-9 |
| MDL Number | MFCD17015913 |
| Molecular Formula | C7H15NO |
| Molecular Weight | 129.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-782
CAS: 36763-96-9
Molecule Weight: 129.203
Formula: C7H15NO
PN: 4H56-1-327
CAS: 664364-46-9
Molecule Weight: 115.176
Formula: C6H13NO
PN: 4H56-5-0P
CAS: 931-44-2
Molecule Weight: 151.63
Formula: C6H14ClNO
PN: 4H56-1-KU
CAS: 20691-89-8
Molecule Weight: 129.203
Formula: C7H15NO
PN: 4H56-1-LZ
CAS: 21156-84-3
Molecule Weight: 143.23
Formula: C8H17NO
PN: 4H01-1-C0
CAS: 90226-87-2
Molecule Weight: 143.23
Formula: C8H17NO
![(1R,5S,6R)-3-Aza-6-(hydroxymethyl)bicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 4H01-1-5F
CAS: 134575-13-6
Molecule Weight: 113.16
Formula: C6H11NO
![[(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
TSCA: Not listed on TSCA inventory