![2-Amino-3-methyl-9H-pyrido[2,3-b]indole](data:image/png;base64,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)
| Product Number | 3H30-1-2F |
| Synonyms | 2-Amino-3-methyl-alpha-carboline; 3-Methyl-9H-1,9-diazafluoren-2-amine |
| CAS | 68006-83-7 |
| MDL Number | MFCD00210746 |
| Molecular Formula | C12H11N3 |
| Molecular Weight | 197.241 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-1-2F
CAS: 68006-83-7
Molecule Weight: 197.241
Formula: C12H11N3
![2-Amino-9H-pyrido[2,3-b]indole](data:image/png;base64,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)
PN: 3H30-1-D5
CAS: 26148-68-5
Molecule Weight: 183.214
Formula: C11H9N3
Melting Point: 236-238 ℃
Hazard Statement: H340-H351
TSCA: Not listed on TSCA inventory
HTN: 2933.99.7900