| Product Number | 3H31-3-4M |
| CAS | 78581-99-4 |
| MDL Number | MFCD02031530 |
| Molecular Formula | C7H4F2N2 |
| Molecular Weight | 154.12 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-3-4G
CAS: 118469-15-1
Molecule Weight: 150.156
Formula: C8H7FN2
PN: 4H53-3-0R
CAS: 1544-75-8
Molecule Weight: 152.128
Formula: C7H5FN2O
![5-Fluoro-1H-benzo[d]imidazole-2(3H)-thione](data:image/png;base64,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)
PN: 7H67-3-0A
CAS: 583-42-6
Molecule Weight: 168.19
Formula: C7H5FN2S
TSCA: Not listed on TSCA inventory
