| Product Number | 4H54-1-76 |
| CAS | 328546-65-2 |
| MDL Number | MFCD04973407 |
| Molecular Formula | C9H9N3O3 |
| Molecular Weight | 207.189 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-76
CAS: 328546-65-2
Molecule Weight: 207.189
Formula: C9H9N3O3
PN: 4H54-1-99
CAS: 328546-66-3
Molecule Weight: 177.207
Formula: C9H11N3O
PN: 4H54-1-6Y
CAS: 301193-53-3
Molecule Weight: 325.368
Formula: C18H19N3O3
![4-(Chloromethyl)-N-{2-[2-nitro-4-(trifluoromethyl)anilino]ethyl}benzamide](data:image/png;base64,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)
PN: 4855-7-07
CAS: 303188-07-0
Molecule Weight: 401.77
Formula: C17H15ClF3N3O3
TSCA: Not listed on TSCA inventory