| Product Number | 4H32-7-07 |
| Purity | 97 % |
| CAS | 1210386-82-5 |
| MDL Number | MFCD12547942 |
| Molecular Formula | C9H4ClF5N2O |
| Molecular Weight | 286.59 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 1 g | $ 125 | In Stock | ||
| 5 g | $ 495 | 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: 4H32-7-07
CAS: 1210386-82-5
Molecule Weight: 286.59
Formula: C9H4ClF5N2O
PN: 4H56-3-80
CAS: 113638-38-3
Molecule Weight: 270.134
Formula: C9H4F6N2O
![2-[Bromo(difluoro)methyl]-5-(trifluoromethoxy)-1H-benzimidazole](data:image/png;base64,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)
PN: 4H07-B-0S
CAS: 113638-38-3
Molecule Weight: 331.04
Formula: C9H4BrF5N2O
PN: 4H15-3-32
CAS: 1260675-84-0
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 4H56-7-3E
CAS: 156493-87-7
Molecule Weight: 304.58
Formula: C9H3ClF6N2O
PN: 4H56-3-EF
CAS: 919054-04-9
Molecule Weight: 232.162
Formula: C9H7F3N2O2
PN: 4H56-3-5S
CAS: 1980040-38-7
Molecule Weight: 288.125
Formula: C9H3F7N2O
PN: 4H56-B-38
CAS: 185412-47-9
Molecule Weight: 349.03
Formula: C9H3BrF6N2O
TSCA: Not listed on TSCA inventory