| Product Number | 4H56-1-0DH |
| CAS | 1342988-09-3 |
| MDL Number | MFCD18849354 |
| Molecular Formula | C11H12N2O |
| Molecular Weight | 188.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0DH
CAS: 1342988-09-3
Molecule Weight: 188.23
Formula: C11H12N2O
PN: 4H37-1-M7
CAS: 857283-91-1
Molecule Weight: 202.257
Formula: C12H14N2O
PN: 4H56-1-0TB
CAS: 1342705-62-7
Molecule Weight: 188.23
Formula: C11H12N2O
![3-[(2,6-Dimethylmorpholin-4-yl)methyl]benzonitrile](data:image/png;base64,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)
PN: 4H37-1-2V
CAS: 1016709-98-0
Molecule Weight: 230.311
Formula: C14H18N2O
![3-[(Diethylamino)methyl]benzonitrile](data:image/png;base64,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)
PN: 3637-1-1L
CAS: 1016701-33-9
Molecule Weight: 188.274
Formula: C12H16N2
TSCA: Not listed on TSCA inventory