| Product Number | 4H56-3-DA |
| CAS | 2149598-43-4 |
| MDL Number | MFCD30481110 |
| Molecular Formula | C9H4F6N2O |
| Molecular Weight | 270.134 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-DA
CAS: 2149598-43-4
Molecule Weight: 270.134
Formula: C9H4F6N2O
PN: 4H56-3-AR
CAS: 392-38-1
Molecule Weight: 216.163
Formula: C9H7F3N2O
![2-[Bromo(difluoro)methyl]-4-(trifluoromethoxy)-1H-benzimidazole](data:image/png;base64,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)
PN: 4H07-B-0T
CAS: 2366994-28-5
Molecule Weight: 331.04
Formula: C9H4BrF5N2O
PN: 4H56-B-36
CAS: 2149602-74-2
Molecule Weight: 349.03
Formula: C9H3BrF6N2O
PN: 4H56-3-80
CAS: 113638-38-3
Molecule Weight: 270.134
Formula: C9H4F6N2O
PN: 4H07-B-X5
CAS: 1417341-58-2
Molecule Weight: 349.03
Formula: C9H3BrF6N2O
PN: 4H56-3-5R
CAS: 1980035-46-8
Molecule Weight: 288.125
Formula: C9H3F7N2O
PN: 4H56-3-5Y
CAS: 1980040-20-7
Molecule Weight: 288.125
Formula: C9H3F7N2O
TSCA: Not listed on TSCA inventory