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)
| Product Number | 4637-1-0Y |
| Purity | 95 % |
| CAS | 2826-26-8 |
| MDL Number | MFCD00019787 |
| Molecular Formula | C11H8N2O |
| Molecular Weight | 184.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-1-0Y
CAS: 2826-26-8
Molecule Weight: 184.198
Formula: C11H8N2O
PN: 4937-1-Y6
CAS: 3785-90-8
Molecule Weight: 170.171
Formula: C10H6N2O
![2-[(2-Hydroxy-4-methoxyphenyl)methylene]malononitrile](data:image/png;base64,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)
PN: 4937-1-Z3
CAS: 329209-05-4
Molecule Weight: 200.197
Formula: C11H8N2O2
PN: 4937-3-X1
CAS: 474759-76-7
Molecule Weight: 238.169
Formula: C11H5F3N2O
PN: 4337-1-00
CAS: 3696-12-6
Molecule Weight: 200.197
Formula: C11H8N2O2
![2-[(3-Hydroxy-4,5-dimethoxyphenyl)methylene]malononitrile](data:image/png;base64,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)
PN: 4937-1-Y8
CAS: 649573-06-8
Molecule Weight: 230.223
Formula: C12H10N2O3
TSCA: Not listed on TSCA inventory
