| Product Number | 3H32-5-PH |
| Purity | 95 % |
| CAS | 101495-18-5 |
| MDL Number | MFCD03094990 |
| Molecular Formula | C8H5Cl2N |
| Molecular Weight | 186.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![9-Chloro-11H-benzo[a]carbazole](data:image/png;base64,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)
PN: 3H31-5-2A
CAS: 958779-33-4
Molecule Weight: 251.71
Formula: C16H10ClN
TSCA: Not listed on TSCA inventory
