![(Z)-Methyl[(4-methylphenyl)methylidene]oxidoazanium](data:image/png;base64,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)
| Product Number | 4650-1-Z2 |
| Purity | 95 % |
| CAS | 16089-63-7 |
| MDL Number | MFCD00231569 |
| Molecular Formula | C9H11NO |
| Molecular Weight | 149.193 |
| Units | Price (USD) | Availability |
|---|
PN: 4650-1-Z2
CAS: 16089-63-7
Molecule Weight: 149.193
Formula: C9H11NO
TSCA: Not listed on TSCA inventory
