| Product Number | 4H56-5-KL |
| CAS | 1263060-13-4 |
| MDL Number | MFCD20763992 |
| Molecular Formula | C8H7ClN2O |
| Molecular Weight | 182.61 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-5-KL
CAS: 1263060-13-4
Molecule Weight: 182.61
Formula: C8H7ClN2O
PN: 3H31-5-A2
CAS: 5599-82-6
Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 4H01-5-2M
CAS: 6953-65-7
Molecule Weight: 182.61
Formula: C8H7ClN2O
PN: 4H56-5-KM
CAS: 6478-80-4
Molecule Weight: 217.05
Formula: C8H6Cl2N2O
![(7-Chloro-1-methyl-1H-benzo[d]imidazol-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-5-2F
CAS: 1340111-89-8
Molecule Weight: 196.63
Formula: C9H9ClN2O
PN: 3H32-7-BS
CAS: 1342424-21-8
Molecule Weight: 202.59
Formula: C8H5ClF2N2
PN: 3H32-7-BT
CAS: 2338-31-0
Molecule Weight: 220.58
Formula: C8H4ClF3N2
PN: 3H32-5-Q0
CAS: 2818-69-1
Molecule Weight: 166.61
Formula: C8H7ClN2
TSCA: Not listed on TSCA inventory