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)
| Product Number | 4H37-1-5B |
| Purity | 95 % |
| CAS | 339106-98-8 |
| MDL Number | MFCD01568483 |
| Molecular Formula | C13H8N2O |
| Molecular Weight | 208.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-1-5B
CAS: 339106-98-8
Molecule Weight: 208.22
Formula: C13H8N2O
![3-Methoxypyrido[1,2-a]indole-10-carbonitrile](data:image/png;base64,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)
PN: 4H37-1-5A
CAS: 338981-81-0
Molecule Weight: 222.247
Formula: C14H10N2O
TSCA: Not listed on TSCA inventory