| Product Number | 3H31-3-18 |
| CAS | 2208-24-4 |
| MDL Number | MFCD03425145 |
| Molecular Formula | C7H4F2N2 |
| Molecular Weight | 154.12 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H48-3-W1
CAS: 1221793-66-3
Molecule Weight: 170.119
Formula: C7H4F2N2O
![4,6-Difluoro-2-methyl-1H-benzo[d]imidazole](data:image/png;base64,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)
PN: 3H32-3-BF
CAS: 874814-18-3
Molecule Weight: 168.147
Formula: C8H6F2N2
PN: 3H31-3-16
CAS: 229957-09-9
Molecule Weight: 168.147
Formula: C8H6F2N2
Melting Point: 235-238 ℃
TSCA: Not listed on TSCA inventory
