| Product Number | 4H58-1-435 |
| CAS | 887976-22-9 |
| MDL Number | MFCD06410398 |
| Molecular Formula | C13H11NO2 |
| Molecular Weight | 213.236 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-435
CAS: 887976-22-9
Molecule Weight: 213.236
Formula: C13H11NO2
PN: 4H58-3-7M
CAS: 223127-24-0
Molecule Weight: 217.199
Formula: C12H8FNO2
PN: 4H58-5-9U
CAS: 887976-19-4
Molecule Weight: 233.65
Formula: C12H8ClNO2
PN: 4H58-3-4N
CAS: 582325-22-2
Molecule Weight: 217.199
Formula: C12H8FNO2
![3-[5-(Hydroxymethyl)-2-pyridyl]benzonitrile](data:image/png;base64,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)
PN: 4H56-1-0D6
CAS: 887974-34-7
Molecule Weight: 210.236
Formula: C13H10N2O
TSCA: Not listed on TSCA inventory
