| Product Number | 4H56-5-K8 |
| CAS | 58481-04-2 |
| MDL Number | MFCD00221428 |
| Molecular Formula | C6H6ClN3O |
| Molecular Weight | 171.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-K8
CAS: 58481-04-2
Molecule Weight: 171.58
Formula: C6H6ClN3O
PN: 4H39-5-64
CAS: 57803-51-7
Molecule Weight: 206.03
Formula: C6H5Cl2N3O
PN: 4H48-5-V7
CAS: 89281-13-0
Molecule Weight: 191.01
Formula: C6H4Cl2N2O
![N'4-[(2,6-dichloro-4-pyridyl)carbonyl]-2,6-dichloropyridine-4-carbohydrazide](data:image/png;base64,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)
PN: 4H48-5-7M
CAS: 256658-02-3
Molecule Weight: 380.01
Formula: C12H6Cl4N4O2
PN: 4H48-5-H5
CAS: 131418-11-6
Molecule Weight: 170.6
Formula: C7H7ClN2O
PN: 4H48-5-5W
CAS: 287174-85-0
Molecule Weight: 205.04
Formula: C7H6Cl2N2O
PN: 4H48-D-11
CAS: 648409-27-2
Molecule Weight: 340.99
Formula: C9H8BrCl2N3O2
TSCA: Not listed on TSCA inventory
