![11-Chloro-7,8,9,10-tetrahydro-6H-cyclohepta[b]quinoline](data:image/png;base64,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)
| Product Number | 3H32-5-2Q |
| CAS | 5778-71-2 |
| MDL Number | MFCD11849287 |
| Molecular Formula | C14H14ClN |
| Molecular Weight | 231.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-2Q
CAS: 5778-71-2
Molecule Weight: 231.72
Formula: C14H14ClN
PN: 3H32-5-A0
CAS: 5396-30-5
Molecule Weight: 217.7
Formula: C13H12ClN
![9-Chloro-2,3-dihydro-1H-cyclopenta[b]quinoline](data:image/png;base64,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)
PN: 3H32-5-6R
CAS: 40528-00-5
Molecule Weight: 203.67
Formula: C12H10ClN
PN: 4H56-5-FD
CAS: 61640-16-2
Molecule Weight: 247.72
Formula: C14H14ClNO
PN: 4H56-5-FC
CAS: 332150-25-1
Molecule Weight: 261.75
Formula: C15H16ClNO
PN: 4H56-5-FA
CAS: 309721-18-4
Molecule Weight: 261.75
Formula: C15H16ClNO
PN: 4H56-5-FB
CAS: 64375-69-5
Molecule Weight: 282.16
Formula: C14H13Cl2NO
PN: 3H30-5-62
CAS: 206658-92-6
Molecule Weight: 252.74
Formula: C13H17ClN2O
TSCA: Not listed on TSCA inventory