| Product Number | 3H32-5-55 |
| CAS | 4887-82-5 |
| MDL Number | MFCD00059698 |
| Molecular Formula | C7H5ClN2 |
| Molecular Weight | 152.58 |
| 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: 3H31-5-X8
CAS: 6478-73-5
Molecule Weight: 187.02
Formula: C7H4Cl2N2
PN: 3H32-5-Q0
CAS: 2818-69-1
Molecule Weight: 166.61
Formula: C8H7ClN2
![5,7-Dichloro-1H-benzo[d]imidazole](data:image/png;base64,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)
PN: 3H31-5-BW
CAS: 82326-55-4
Molecule Weight: 187.02
Formula: C7H4Cl2N2
PN: 3H30-5-8W
CAS: 5418-93-9
Molecule Weight: 167.6
Formula: C7H6ClN3
PN: 3H31-5-3P
CAS: 4887-95-0
Molecule Weight: 187.02
Formula: C7H4Cl2N2
PN: 3H32-5-T9
CAS: 6478-79-1
Molecule Weight: 201.05
Formula: C8H6Cl2N2
PN: 4H53-5-0F
CAS: 2034-23-3
Molecule Weight: 168.58
Formula: C7H5ClN2O
Melting Point: 118-122 ℃
TSCA: Not listed on TSCA inventory
EINECS: 225-503-4