![9H-Pyrido[3,4-b]indole-1-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H15-1-1M |
| Synonyms | 9H-Beta-carboline-1-carboxaldehyde |
| CAS | 20127-63-3 |
| MDL Number | MFCD14706724 |
| Molecular Formula | C12H8N2O |
| Molecular Weight | 196.209 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H15-1-1M
CAS: 20127-63-3
Molecule Weight: 196.209
Formula: C12H8N2O
![1H-Pyrrolo[2,3-c]pyridine-7-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-3C
CAS: 1260385-31-6
Molecule Weight: 146.149
Formula: C8H6N2O
PN: 4H15-1-3S
CAS: 1824129-24-9
Molecule Weight: 158.16
Formula: C9H6N2O
![Methyl 9H-pyrido[3,4-b]indole-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-HE
CAS: 3464-66-2
Molecule Weight: 226.235
Formula: C13H10N2O2
PN: 4H58-1-DP
CAS: 945840-82-4
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H21-1-4R
CAS: 1060816-77-4
Molecule Weight: 174.159
Formula: C9H6N2O2
TSCA: Not listed on TSCA inventory