| Product Number | 3H32-3-6F |
| CAS | 1360947-51-8 |
| MDL Number | MFCD22557991 |
| Molecular Formula | C8H7FN2 |
| Molecular Weight | 150.156 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-3-6F
CAS: 1360947-51-8
Molecule Weight: 150.156
Formula: C8H7FN2
PN: 3H32-3-6D
CAS: 1360938-47-1
Molecule Weight: 150.156
Formula: C8H7FN2
PN: 3H31-3-2L
CAS: 1360936-21-5
Molecule Weight: 204.128
Formula: C8H4F4N2
PN: 3H37-3-46
CAS: 1360898-58-3
Molecule Weight: 161.139
Formula: C8H4FN3
PN: 3H31-3-2J
CAS: 1360898-51-6
Molecule Weight: 204.128
Formula: C8H4F4N2
PN: 4H56-3-ED
CAS: 1936068-82-4
Molecule Weight: 180.182
Formula: C9H9FN2O
![6-Fluoro-1H-benzo[d]imidazole-4-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-4G
CAS: 1193387-31-3
Molecule Weight: 180.138
Formula: C8H5FN2O2
TSCA: Not listed on TSCA inventory
