| Product Number | 4H15-1-7D |
| Purity | 95 % |
| CAS | 493-50-5 |
| MDL Number | MFCD03180300 |
| Molecular Formula | C11H13NO |
| Molecular Weight | 175.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-7D
CAS: 493-50-5
Molecule Weight: 175.231
Formula: C11H13NO
PN: 3H32-1-JW
CAS: 491-34-9
Molecule Weight: 147.221
Formula: C10H13N
PN: 3H31-1-DG
CAS: 91-61-2
Molecule Weight: 147.221
Formula: C10H13N
PN: 4H21-1-XZ
CAS: 5382-49-0
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H56-1-986
CAS: 36054-00-9
Molecule Weight: 161.204
Formula: C10H11NO
PN: 3H33-5-0M
CAS: 927684-97-7
Molecule Weight: 198.69
Formula: C10H15ClN2
PN: 3H37-1-9B
CAS: 50741-36-1
Molecule Weight: 158.204
Formula: C10H10N2
![2,3,6,7-Tetrahydro-8-hydroxy-1H,5H-benzo[ij]quinolizine-9-carbaldehyde](data:image/png;base64,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)
PN: 4H56-1-0KX
CAS: 105847-59-4
Molecule Weight: 217.268
Formula: C13H15NO2
TSCA: Not listed on TSCA inventory