| Product Number | 3H31-3-4H |
| CAS | 392-36-9 |
| MDL Number | MFCD28158347 |
| Molecular Formula | C9H4F6N2 |
| Molecular Weight | 254.135 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-3-4H
CAS: 392-36-9
Molecule Weight: 254.135
Formula: C9H4F6N2
![2-[Bromo(difluoro)methyl]-4-(trifluoromethyl)-1H-benzimidazole](data:image/png;base64,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)
PN: 3H32-B-5N
CAS: 1353778-48-9
Molecule Weight: 315.041
Formula: C9H4BrF5N2
PN: 3H31-3-2G
CAS: 1980086-79-0
Molecule Weight: 272.126
Formula: C9H3F7N2
PN: 3H31-3-2K
CAS: 1262416-21-6
Molecule Weight: 272.126
Formula: C9H3F7N2
PN: 3H32-7-7F
CAS: 2149597-29-3
Molecule Weight: 272.126
Formula: C9H3F7N2
PN: 3H31-3-4C
CAS: 399-69-9
Molecule Weight: 254.135
Formula: C9H4F6N2
PN: 3H31-B-31
CAS: 2149597-18-0
Molecule Weight: 333.031
Formula: C9H3BrF6N2
PN: 3H31-B-39
CAS: 185412-81-1
Molecule Weight: 333.031
Formula: C9H3BrF6N2
TSCA: Not listed on TSCA inventory