| Product Number | 3H32-7-BT |
| CAS | 2338-31-0 |
| MDL Number | MFCD01658394 |
| Molecular Formula | C8H4ClF3N2 |
| Molecular Weight | 220.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-BT
CAS: 2338-31-0
Molecule Weight: 220.58
Formula: C8H4ClF3N2
PN: 3H32-7-BS
CAS: 1342424-21-8
Molecule Weight: 202.59
Formula: C8H5ClF2N2
![2-[Bromo(difluoro)methyl]-4-chloro-1H-benzimidazole](data:image/png;base64,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)
PN: 3H32-F-1C
CAS: 2366994-65-0
Molecule Weight: 281.48
Formula: C8H4BrClF2N2
PN: 3H32-7-86
CAS: 656-49-5
Molecule Weight: 220.58
Formula: C8H4ClF3N2
PN: 3H31-5-A2
CAS: 5599-82-6
Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 3H32-7-BR
CAS: 91437-08-0
Molecule Weight: 202.59
Formula: C8H5ClF2N2
PN: 3H31-7-98
CAS: 1822862-19-0
Molecule Weight: 238.57
Formula: C8H3ClF4N2
PN: 3H32-7-11
CAS: 2338-25-2
Molecule Weight: 255.02
Formula: C8H3Cl2F3N2
TSCA: Not listed on TSCA inventory