![3-[(Dimethylamino)methyl]benzoic acid hydrochloride](data:image/png;base64,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)
| Product Number | 4632-5-05 |
| CAS | 155412-73-0 |
| MDL Number | MFCD09997603 |
| Molecular Formula | C10H14ClNO2 |
| Molecular Weight | 215.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4632-5-05
CAS: 155412-73-0
Molecule Weight: 215.68
Formula: C10H14ClNO2
PN: 4658-1-7X
CAS: 922163-35-7
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4757-5-X2
CAS: 876-03-9
Molecule Weight: 187.62
Formula: C8H10ClNO2
PN: 4H21-1-9M
CAS: 884507-41-9
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H21-1-FJ
CAS: 158861-24-6
Molecule Weight: 219.284
Formula: C13H17NO2
PN: 4H21-5-W1
CAS: 863991-96-2
Molecule Weight: 529.5
Formula: C26H38Cl2N2O5
PN: 4H21-5-67
CAS: 857283-67-1
Molecule Weight: 275.73
Formula: C12H18ClNO4
TSCA: Not listed on TSCA inventory
