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)
| Product Number | 4H07-B-0T |
| CAS | 2366994-28-5 |
| MDL Number | MFCD31922508 |
| Molecular Formula | C9H4BrF5N2O |
| Molecular Weight | 331.04 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H07-B-0T
CAS: 2366994-28-5
Molecule Weight: 331.04
Formula: C9H4BrF5N2O
![2-[Bromo(difluoro)methyl]-4-methoxy-1H-benzimidazole](data:image/png;base64,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)
PN: 4H07-B-0R
CAS: 2366994-70-7
Molecule Weight: 277.069
Formula: C9H7BrF2N2O
PN: 4H56-3-DA
CAS: 2149598-43-4
Molecule Weight: 270.134
Formula: C9H4F6N2O
![2-[Bromo(difluoro)methyl]-5-(trifluoromethoxy)-1H-benzimidazole](data:image/png;base64,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)
PN: 4H07-B-0S
CAS: 113638-38-3
Molecule Weight: 331.04
Formula: C9H4BrF5N2O
PN: 4H56-3-AR
CAS: 392-38-1
Molecule Weight: 216.163
Formula: C9H7F3N2O
PN: 4H56-B-36
CAS: 2149602-74-2
Molecule Weight: 349.03
Formula: C9H3BrF6N2O
PN: 4H56-B-31
CAS: 2149602-58-2
Molecule Weight: 349.03
Formula: C9H3BrF6N2O
![2-[Bromo(difluoro)methyl]-5-methoxy-1H-benzimidazole](data:image/png;base64,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)
PN: 4H07-B-0Q
CAS: 1353778-37-6
Molecule Weight: 277.069
Formula: C9H7BrF2N2O
TSCA: Not listed on TSCA inventory