| Product Number | 2601-5-0M |
| Purity | 95 % |
| CAS | 38594-42-2 |
| MDL Number | MFCD00238581 |
| Molecular Formula | C7H6Cl2O |
| Molecular Weight | 177.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2601-5-0X
CAS: 19010-52-7
Molecule Weight: 211.47
Formula: C7H5Cl3O
![O-[(2,3-Dichlorophenyl)methyl]hydroxylamine hydrochloride](data:image/png;base64,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)
PN: 4647-5-0F
CAS: 317821-70-8
Molecule Weight: 228.5
Formula: C7H8Cl3NO
TSCA: Not listed on TSCA inventory
