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)
| Product Number | 4H17-1-7F |
| Purity | 95.0 % |
| CAS | 1215576-39-8 |
| MDL Number | MFCD12404915 |
| Molecular Formula | C14H13NO2 |
| Molecular Weight | 227.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-1-7F
CAS: 1215576-39-8
Molecule Weight: 227.263
Formula: C14H13NO2
![1-[6-(4-Methoxyphenyl)pyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 4H17-1-7H
CAS: 1215576-19-4
Molecule Weight: 227.263
Formula: C14H13NO2
PN: 4H56-1-0C6
CAS: 898796-17-3
Molecule Weight: 243.262
Formula: C14H13NO3
![1-[6-(2-Methoxyphenyl)pyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 4H17-1-7C
CAS: 1194091-72-9
Molecule Weight: 227.263
Formula: C14H13NO2
PN: 4H15-1-6G
CAS: 958219-62-0
Molecule Weight: 213.236
Formula: C13H11NO2
PN: 4H17-1-7J
CAS: 35022-79-8
Molecule Weight: 197.237
Formula: C13H11NO
PN: 4H17-1-7E
CAS: 1216790-93-0
Molecule Weight: 211.264
Formula: C14H13NO
PN: 4H58-1-436
CAS: 887976-58-1
Molecule Weight: 259.261
Formula: C14H13NO4
TSCA: Not listed on TSCA inventory