| Product Number | 3H32-5-5B |
| CAS | 3237-62-5 |
| MDL Number | MFCD00022843 |
| Molecular Formula | C10H10Cl2N2 |
| Molecular Weight | 229.1 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-5-5B
CAS: 3237-62-5
Molecule Weight: 229.1
Formula: C10H10Cl2N2
PN: 3H32-5-5L
CAS: 6478-76-8
Molecule Weight: 215.08
Formula: C9H8Cl2N2
![(6-Chloro-1-methyl-1H-benzo[d]imidazol-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-5-2E
CAS: 331949-55-4
Molecule Weight: 196.63
Formula: C9H9ClN2O
PN: 4H32-5-15
CAS:
Molecule Weight: 332.05
Formula: C11H14Cl4N2O
PN: 3H32-1-5W
CAS: 5805-76-5
Molecule Weight: 160.22
Formula: C10H12N2
PN: 3H32-5-JW
CAS: 66947-93-1
Molecule Weight: 194.66
Formula: C10H11ClN2
PN: 7H61-5-05
CAS: 175276-96-7
Molecule Weight: 226.72
Formula: C10H11ClN2S
Melting Point: 110 ℃
Boiling Point: 195 ℃
TSCA: Listed on TSCA inventory