| Product Number | 2701-1-0N |
| Purity | 95 % |
| CAS | 30451-49-1 |
| MDL Number | MFCD18313070 |
| Molecular Formula | C13H12O |
| Molecular Weight | 184.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![3'-(Aminomethyl)[1,1'-biphenyl]-4-ol hydrochloride](data:image/png;base64,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)
PN: 4656-5-98
CAS: 865589-97-5
Molecule Weight: 235.71
Formula: C13H14ClNO
TSCA: Not listed on TSCA inventory
