| Product Number | 3H32-7-72 |
| Purity | 97 % |
| CAS | 1209789-75-2 |
| MDL Number | MFCD18072170 |
| Molecular Formula | C9H3ClF6N2 |
| Molecular Weight | 288.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 165 | In Stock | |
| 5 g | 495 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-72
CAS: 1209789-75-2
Molecule Weight: 288.58
Formula: C9H3ClF6N2
PN: 3H32-7-06
CAS: 1211010-30-8
Molecule Weight: 234.61
Formula: C9H6ClF3N2
PN: 3H32-7-70
CAS: 175135-13-4
Molecule Weight: 220.58
Formula: C8H4ClF3N2
PN: 3H31-3-4C
CAS: 399-69-9
Molecule Weight: 254.135
Formula: C9H4F6N2
![2-[Bromo(difluoro)methyl]-5-(trifluoromethyl)-1H-benzimidazole](data:image/png;base64,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)
PN: 3H32-B-5M
CAS: 1353778-41-2
Molecule Weight: 315.041
Formula: C9H4BrF5N2
![4-Chloro-6-(trifluoromethyl)-1H-benzo[d]imidazol-2-thiol](data:image/png;base64,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)
PN: 7H61-7-02
CAS: 175135-18-9
Molecule Weight: 252.64
Formula: C8H4ClF3N2S
PN: 3H31-3-2C
CAS: 2149601-92-1
Molecule Weight: 272.126
Formula: C9H3F7N2
PN: 3H31-3-2H
CAS: 2149601-60-3
Molecule Weight: 272.126
Formula: C9H3F7N2
Melting Point: 154-156 ℃
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory