![2-[2,2-Dimethyl(3-oxaindan-4-yloxy)]acetylhydrazide](data:image/png;base64,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)
| Product Number | 4H39-1-13 |
| CAS | 959574-79-9 |
| MDL Number | MFCD00245780 |
| Molecular Formula | C12H16N2O3 |
| Molecular Weight | 236.271 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H39-1-13
CAS: 959574-79-9
Molecule Weight: 236.271
Formula: C12H16N2O3
PN: 2H01-1-0D
CAS: 1563-38-8
Molecule Weight: 164.204
Formula: C10H12O2
TSCA: Not listed on TSCA inventory