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)
| Product Number | 4854-7-29 |
| CAS | 243644-32-8 |
| MDL Number | MFCD00117798 |
| Molecular Formula | C15H9ClF3N3O4 |
| Molecular Weight | 387.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-7-29
CAS: 243644-32-8
Molecule Weight: 387.7
Formula: C15H9ClF3N3O4
PN: 4654-5-54
CAS: 243644-30-6
Molecule Weight: 319.7
Formula: C14H10ClN3O4
PN: 4654-5-58
CAS: 244167-73-5
Molecule Weight: 257.63
Formula: C9H8ClN3O4
![N'1-[4-(tert-Butyl)benzoyl]-2-chloro-5-nitrobenzene-1-carbohydrazide](data:image/png;base64,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)
PN: 4754-5-14
CAS: 243644-26-0
Molecule Weight: 375.81
Formula: C18H18ClN3O4
PN: 4654-5-52
CAS: 243644-10-2
Molecule Weight: 354.14
Formula: C14H9Cl2N3O4
PN: 4654-5-56
CAS: 243644-33-9
Molecule Weight: 388.59
Formula: C14H8Cl3N3O4
PN: 4654-5-53
CAS: 243644-27-1
Molecule Weight: 354.14
Formula: C14H9Cl2N3O4
PN: 4654-5-55
CAS: 243644-31-7
Molecule Weight: 349.73
Formula: C15H12ClN3O5
TSCA: Not listed on TSCA inventory