| Product Number | 3H31-7-83 |
| CAS | 142356-65-8 |
| MDL Number | MFCD12963758 |
| Molecular Formula | C7H3Cl2FN2 |
| Molecular Weight | 205.01 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-7-83
CAS: 142356-65-8
Molecule Weight: 205.01
Formula: C7H3Cl2FN2
PN: 3H31-7-87
CAS: 1388029-07-9
Molecule Weight: 205.01
Formula: C7H3Cl2FN2
PN: 3H31-7-85
CAS: 1388060-50-1
Molecule Weight: 205.01
Formula: C7H3Cl2FN2
PN: 3H32-7-X9
CAS: 175135-04-3
Molecule Weight: 170.57
Formula: C7H4ClFN2
PN: 3H31-7-86
CAS: 1388064-32-1
Molecule Weight: 205.01
Formula: C7H3Cl2FN2
PN: 3H31-7-84
CAS: 1388066-42-9
Molecule Weight: 205.01
Formula: C7H3Cl2FN2
PN: 3H31-7-97
CAS: 1360902-43-7
Molecule Weight: 170.57
Formula: C7H4ClFN2
![2-Chloro-6-fluoro-1H-benzo[d]imidazole](data:image/png;base64,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)
PN: 3H31-7-2Y
CAS: 108662-49-3
Molecule Weight: 170.57
Formula: C7H4ClFN2
TSCA: Not listed on TSCA inventory