| Product Number | 3H32-7-86 |
| Purity | 97 % |
| CAS | 656-49-5 |
| MDL Number | MFCD00808236 |
| Molecular Formula | C8H4ClF3N2 |
| Molecular Weight | 220.58 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 250 mg | $ 65 | In Stock | ||
| 1 g | $ 195 | In Stock | ||
| 5 g | $ 695 | In Stock | ||
| Bulk | Contact for Price | In Stock | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-7-86
CAS: 656-49-5
Molecule Weight: 220.58
Formula: C8H4ClF3N2
PN: 3H32-7-BR
CAS: 91437-08-0
Molecule Weight: 202.59
Formula: C8H5ClF2N2
PN: 3H32-7-11
CAS: 2338-25-2
Molecule Weight: 255.02
Formula: C8H3Cl2F3N2
![2-[Bromo(difluoro)methyl]-5-chloro-1H-benzimidazole](data:image/png;base64,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)
PN: 3H32-F-1B
CAS: 1353778-40-1
Molecule Weight: 281.48
Formula: C8H4BrClF2N2
PN: 3H32-5-Q0
CAS: 2818-69-1
Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 3H32-7-BT
CAS: 2338-31-0
Molecule Weight: 220.58
Formula: C8H4ClF3N2
PN: 3H32-7-BS
CAS: 1342424-21-8
Molecule Weight: 202.59
Formula: C8H5ClF2N2
PN: 3H32-5-T9
CAS: 6478-79-1
Molecule Weight: 201.05
Formula: C8H6Cl2N2
Melting Point: 197-199 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG II
Flash Point: >110 ℃
Hazard Statement: H300-H311-H315-H319-H331-H335
TSCA: Not listed on TSCA inventory