| Product Number | 4H56-5-B9 |
| Purity | 97.0 % |
| CAS | 17639-46-2 |
| MDL Number | MFCD09971521 |
| Molecular Formula | C11H16ClNO |
| Molecular Weight | 213.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-B9
CAS: 17639-46-2
Molecule Weight: 213.71
Formula: C11H16ClNO
PN: 4H56-9-4R
CAS: 34583-95-4
Molecule Weight: 260.131
Formula: C10H14BrNO2
![3-[(3,4-Dimethoxyphenethyl)amino]propanenitrile](data:image/png;base64,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)
PN: 4637-1-Q6
CAS: 55982-97-3
Molecule Weight: 234.299
Formula: C13H18N2O2
![7,8-Dimethoxy-1,3,4,5-tetrahydrobenzo[d]azepin-2-one](data:image/png;base64,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)
PN: 4H48-1-WA
CAS: 20925-64-8
Molecule Weight: 221.256
Formula: C12H15NO3
PN: 4734-1-01
CAS: 36266-37-2
Molecule Weight: 237.299
Formula: C13H19NO3
![N-[2-(3,4-Dimethoxyphenyl)ethyl]formamide](data:image/png;base64,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)
PN: 4648-1-0X
CAS: 14301-36-1
Molecule Weight: 209.245
Formula: C11H15NO3
PN: 4756-5-11
CAS: 1477-68-5
Molecule Weight: 203.67
Formula: C9H14ClNO2
PN: 4H56-5-7N
CAS: 57196-62-0
Molecule Weight: 199.68
Formula: C10H14ClNO
TSCA: Not listed on TSCA inventory