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)
| Product Number | 4637-1-1P |
| Purity | 95 % |
| CAS | 94-21-3 |
| MDL Number | MFCD00021067 |
| Molecular Formula | C11H12N2O |
| Molecular Weight | 188.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-1-1P
CAS: 94-21-3
Molecule Weight: 188.23
Formula: C11H12N2O
![4-[Ethyl(methyl)amino]benzaldehyde](data:image/png;base64,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)
PN: 4632-1-0Q
CAS: 64693-47-6
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4H15-1-M9
CAS: 51980-54-2
Molecule Weight: 175.231
Formula: C11H13NO
![3-[4-(Difluoromethyl)-N-methyl-anilino]propanenitrile](data:image/png;base64,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)
PN: 3737-3-31
CAS: 2149601-86-3
Molecule Weight: 210.228
Formula: C11H12F2N2
PN: 4H15-1-L0
CAS: 10338-57-5
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4632-5-07
CAS: 94-31-5
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 4656-1-9U
CAS: 1201-91-8
Molecule Weight: 179.219
Formula: C10H13NO2
TSCA: Listed on TSCA inventory
