| Product Number | 4H48-5-HB |
| Purity | 95 % |
| CAS | 66367-05-3 |
| MDL Number | MFCD03426380 |
| Molecular Formula | C8H7ClN2O |
| Molecular Weight | 182.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-HB
CAS: 66367-05-3
Molecule Weight: 182.61
Formula: C8H7ClN2O
![N1-[2-(Acetylamino)-4,5-dichlorophenyl]acetamide](data:image/png;base64,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)
PN: 4648-5-72
CAS: 23562-52-9
Molecule Weight: 261.1
Formula: C10H10Cl2N2O2
PN: 4H48-1-04G
CAS: 59564-59-9
Molecule Weight: 148.165
Formula: C8H8N2O
TSCA: Not listed on TSCA inventory