![(E)-N-{[2-(Prop-2-yn-1-yloxy)phenyl]methylidene}hydroxylamine](data:image/png;base64,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)
| Product Number | 4647-1-E2 |
| Purity | 95 % |
| CAS | 55241-70-8 |
| MDL Number | MFCD03001307 |
| Molecular Formula | C10H9NO2 |
| Molecular Weight | 175.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4647-1-E2
CAS: 55241-70-8
Molecule Weight: 175.187
Formula: C10H9NO2
TSCA: Not listed on TSCA inventory
