| Product Number | 4H01-1-3Q |
| CAS | 6638-91-1 |
| MDL Number | MFCD00205698 |
| Molecular Formula | C16H19NO |
| Molecular Weight | 241.334 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-3Q
CAS: 6638-91-1
Molecule Weight: 241.334
Formula: C16H19NO
PN: 4H01-1-5W
CAS: 5342-95-0
Molecule Weight: 241.334
Formula: C16H19NO
PN: 4H01-1-DG
CAS: 10419-44-0
Molecule Weight: 177.247
Formula: C11H15NO
![2-[(Butylamino)methyl]phenol](data:image/png;base64,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)
PN: 4631-1-1C
CAS: 62498-73-1
Molecule Weight: 179.263
Formula: C11H17NO
![2-[(Cyclopentylamino)methyl]phenol](data:image/png;base64,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)
PN: 4631-1-1B
CAS: 827328-86-9
Molecule Weight: 191.274
Formula: C12H17NO
PN: 4H01-1-CZ
CAS: 73152-41-7
Molecule Weight: 191.274
Formula: C12H17NO
TSCA: Not listed on TSCA inventory