![Methyl 2-[imino(methoxy)methyl]benzoate hydrochloride](data:image/png;base64,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)
| Product Number | 4636-5-04 |
| CAS | 1823954-95-5 |
| MDL Number | MFCD28014553 |
| Molecular Formula | C10H12ClNO3 |
| Molecular Weight | 229.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4636-5-04
CAS: 1823954-95-5
Molecule Weight: 229.66
Formula: C10H12ClNO3
TSCA: Not listed on TSCA inventory
