| Product Number | 4658-1-2F |
| CAS | 18153-53-2 |
| MDL Number | MFCD11174657 |
| Molecular Formula | C11H15NO2 |
| Molecular Weight | 193.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-2F
CAS: 18153-53-2
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4H23-1-27
CAS: 1300725-27-2
Molecule Weight: 205.257
Formula: C12H15NO2
![4-[(Dimethylamino)methyl]benzoic acid hydrochloride](data:image/png;base64,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)
PN: 4632-5-04
CAS: 17847-26-6
Molecule Weight: 215.68
Formula: C10H14ClNO2
PN: 4658-5-X1
CAS: 6232-11-7
Molecule Weight: 201.65
Formula: C9H12ClNO2
PN: 4658-1-4M
CAS: 736080-30-1
Molecule Weight: 207.233
Formula: C10H13N3O2
![Methyl 4-[(4-methylpiperazin-1-yl)methyl]benzoate](data:image/png;base64,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)
PN: 4H23-1-1P
CAS: 314268-40-1
Molecule Weight: 248.326
Formula: C14H20N2O2
![Methyl 4-{[1-(2-{1-[4-(methoxycarbonyl)benzyl]-1,1-dimethylammonio}ethyl)-1,1-dimethylammonio]methyl}benzoate dibromide](data:image/png;base64,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)
PN: 4633-9-01
CAS: 649572-95-2
Molecule Weight: 574.354
Formula: C24H34Br2N2O4
TSCA: Not listed on TSCA inventory
