| Product Number | 4H01-1-3X |
| Synonyms | [4-(1H-Pyrrol-1-yl)phenyl]methanol |
| CAS | 143426-51-1 |
| MDL Number | MFCD03659708 |
| Molecular Formula | C11H11NO |
| Molecular Weight | 173.215 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-3X
CAS: 143426-51-1
Molecule Weight: 173.215
Formula: C11H11NO
![1-[4-(1H-Pyrrol-1-yl)phenyl]ethan-1-ol](data:image/png;base64,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)
PN: 4H02-1-0B
CAS: 439110-83-5
Molecule Weight: 187.242
Formula: C12H13NO
![[4-(2,5-Dimethyl-1H-pyrrol-1-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-8N
CAS: 773870-17-0
Molecule Weight: 201.269
Formula: C13H15NO
PN: 4H56-1-5X
CAS: 22106-33-8
Molecule Weight: 187.198
Formula: C11H9NO2
![[4-(1H-Pyrrol-1-yl)phenyl]methylamine](data:image/png;base64,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)
PN: 3H30-1-H7
CAS: 465514-27-6
Molecule Weight: 172.231
Formula: C11H12N2
PN: 3H32-5-CW
CAS: 1187212-07-2
Molecule Weight: 191.66
Formula: C11H10ClN
PN: 3H32-1-NX
CAS: 383137-78-8
Molecule Weight: 171.243
Formula: C12H13N
TSCA: Not listed on TSCA inventory
