| Product Number | 3H32-B-5K |
| CAS | 1256956-70-3 |
| MDL Number | MFCD20403496 |
| Molecular Formula | C8H5BrF2N2 |
| Molecular Weight | 247.043 |
| 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: 3H32-B-5K
CAS: 1256956-70-3
Molecule Weight: 247.043
Formula: C8H5BrF2N2
PN: 3H32-B-U3
CAS: 3671-60-1
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![5-Bromo-2-[bromo(difluoro)methyl]-1H-benzimidazole](data:image/png;base64,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)
PN: 3H32-B-5R
CAS: 1353778-39-8
Molecule Weight: 325.939
Formula: C8H4Br2F2N2
PN: 3H32-B-5L
CAS: 1388056-90-3
Molecule Weight: 247.043
Formula: C8H5BrF2N2
PN: 3H31-B-09
CAS: 6587-23-1
Molecule Weight: 265.033
Formula: C8H4BrF3N2
PN: 3H31-F-14
CAS: 39215-09-3
Molecule Weight: 299.48
Formula: C8H3BrClF3N2
PN: 3H31-B-38
CAS: 1512496-94-4
Molecule Weight: 283.024
Formula: C8H3BrF4N2
PN: 3H31-U-00
CAS: 2149590-18-9
Molecule Weight: 390.93
Formula: C8H3BrF3IN2
TSCA: Not listed on TSCA inventory