| Product Number | 4H54-3-62 |
| CAS | 97273-25-1 |
| MDL Number | MFCD18074392 |
| Molecular Formula | C8H5F2N3O2 |
| Molecular Weight | 213.144 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-62
CAS: 97273-25-1
Molecule Weight: 213.144
Formula: C8H5F2N3O2
PN: 4H54-3-02
CAS: 327-19-5
Molecule Weight: 231.134
Formula: C8H4F3N3O2
![2-[Bromo(difluoro)methyl]-5-nitro-1H-benzimidazole](data:image/png;base64,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)
PN: 4H54-B-0G
CAS: 1353778-45-6
Molecule Weight: 292.04
Formula: C8H4BrF2N3O2
PN: 4H54-7-62
CAS: 14600-28-3
Molecule Weight: 247.59
Formula: C8H4ClF2N3O2
PN: 4H54-1-L0
CAS: 1792-40-1
Molecule Weight: 177.163
Formula: C8H7N3O2
PN: 4H54-3-06
CAS: 1309602-52-5
Molecule Weight: 263.152
Formula: C9H5F4N3O2
PN: 4H54-3-25
CAS: 4229-01-0
Molecule Weight: 281.142
Formula: C9H4F5N3O2
PN: 4H54-7-26
CAS: 1309602-41-2
Molecule Weight: 229.6
Formula: C8H5ClFN3O2
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory