| Product Number | 3H32-7-7H |
| CAS | 271241-25-9 |
| MDL Number | MFCD05864529 |
| Molecular Formula | C10H7ClFN |
| Molecular Weight | 195.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-7H
CAS: 271241-25-9
Molecule Weight: 195.62
Formula: C10H7ClFN
PN: 3H32-7-6R
CAS: 132118-48-0
Molecule Weight: 195.62
Formula: C10H7ClFN
PN: 3H32-7-6P
CAS: 18529-12-9
Molecule Weight: 195.62
Formula: C10H7ClFN
![3-Chloro-1-methylbenzo[f]quinoline](data:image/png;base64,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)
PN: 3H32-5-7Q
CAS: 61773-05-5
Molecule Weight: 227.69
Formula: C14H10ClN
PN: 3H32-7-6L
CAS: 948291-38-1
Molecule Weight: 230.06
Formula: C10H6Cl2FN
PN: 4H15-7-10
CAS: 745830-16-4
Molecule Weight: 209.6
Formula: C10H5ClFNO
TSCA: Not listed on TSCA inventory
