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)
| Product Number | 4H48-7-14 |
| CAS | 1204234-62-7 |
| MDL Number | MFCD23381722 |
| Molecular Formula | C9H8ClF3N2O2 |
| Molecular Weight | 268.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-7-14
CAS: 1204234-62-7
Molecule Weight: 268.62
Formula: C9H8ClF3N2O2
![N-[2-(Trifluoromethoxy)ethyl]pyridine-3-carboxamide](data:image/png;base64,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)
PN: 4H48-3-78
CAS: 1204234-78-5
Molecule Weight: 234.178
Formula: C9H9F3N2O2
PN: 4H48-5-7R
CAS: 54189-82-1
Molecule Weight: 170.6
Formula: C7H7ClN2O
PN: 4H48-5-GC
CAS: 54864-83-4
Molecule Weight: 184.62
Formula: C8H9ClN2O
![Methyl 2-{[(2-chloro-3-pyridyl)carbonyl]amino}acetate](data:image/png;base64,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)
PN: 4H58-5-63
CAS: 245083-04-9
Molecule Weight: 228.63
Formula: C9H9ClN2O3
PN: 4H17-5-2K
CAS: 53062-98-9
Molecule Weight: 226.66
Formula: C10H11ClN2O2
TSCA: Not listed on TSCA inventory