| Product Number | 4H48-1-04G |
| Purity | 95 % |
| CAS | 59564-59-9 |
| MDL Number | MFCD00204133 |
| Molecular Formula | C8H8N2O |
| Molecular Weight | 148.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-04G
CAS: 59564-59-9
Molecule Weight: 148.165
Formula: C8H8N2O
PN: 4H48-5-J5
CAS: 860503-30-6
Molecule Weight: 236.1
Formula: C8H11Cl2N3O
PN: 4H48-1-AF
CAS: 34070-68-3
Molecule Weight: 162.192
Formula: C9H10N2O
PN: 4H48-5-HB
CAS: 66367-05-3
Molecule Weight: 182.61
Formula: C8H7ClN2O
PN: 4H48-1-04B
CAS: 80636-30-2
Molecule Weight: 176.219
Formula: C10H12N2O
![N1-[2-(Acetylamino)phenyl]acetamide](data:image/png;base64,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)
PN: 4648-1-71
CAS: 2050-85-3
Molecule Weight: 192.218
Formula: C10H12N2O2
TSCA: Not listed on TSCA inventory