![(2E)-2-[(Dimethylamino)methylidene]-2,3,4,9-tetrahydro-1H-carbazol-1-one](data:image/png;base64,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)
| Product Number | 4H32-1-E7 |
| CAS | 169136-42-9 |
| MDL Number | MFCD04126388 |
| Molecular Formula | C15H16N2O |
| Molecular Weight | 240.306 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H32-1-E7
CAS: 169136-42-9
Molecule Weight: 240.306
Formula: C15H16N2O
PN: 4H17-1-37
CAS: 3456-99-3
Molecule Weight: 185.226
Formula: C12H11NO
PN: 4H17-1-81
CAS: 15128-52-6
Molecule Weight: 185.226
Formula: C12H11NO
PN: 4H17-1-95
CAS: 27387-31-1
Molecule Weight: 199.253
Formula: C13H13NO
TSCA: Not listed on TSCA inventory