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hydrochloride](data:image/png;base64,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)
| Product Number | 3H32-5-8Z |
| Purity | 97 % |
| CAS | 752213-27-7 |
| MDL Number | MFCD22376560 |
| Molecular Formula | C12H11ClN2 |
| Molecular Weight | 218.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-8Z
CAS: 752213-27-7
Molecule Weight: 218.68
Formula: C12H11ClN2
![3-Methyl-3,10-dihydropyrrolo[3,2-a]carbazole](data:image/png;base64,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)
PN: 3H31-1-4B
CAS: 1607470-20-1
Molecule Weight: 220.275
Formula: C15H12N2
![11H-Benzo[g]pyrido[3,2-b]indole](data:image/png;base64,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)
PN: 3H31-1-3S
CAS: 1319734-08-1
Molecule Weight: 218.259
Formula: C15H10N2
TSCA: Not listed on TSCA inventory