![5-Chloro-4-[({[(4-chloroanilino)carbonyl]oxy}imino)methyl]-1,3-dimethyl-1H-pyrazole](data:image/png;base64,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)
| Product Number | 4H51-5-37 |
| CAS | 648409-45-4 |
| MDL Number | MFCD00121974 |
| Molecular Formula | C13H12Cl2N4O2 |
| Molecular Weight | 327.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H51-5-37
CAS: 648409-45-4
Molecule Weight: 327.17
Formula: C13H12Cl2N4O2
![5-Chloro-4-[({[(isopropylamino)carbonyl]oxy}imino)methyl]-1,3-dimethyl-1H-pyrazole](data:image/png;base64,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)
PN: 4H51-5-38
CAS: 648409-47-6
Molecule Weight: 258.71
Formula: C10H15ClN4O2
TSCA: Not listed on TSCA inventory