| Product Number | 4H48-9-60 |
| Synonyms | N-tert-Butyl 5-bromopyridine-3-carboxamide |
| Purity | 98 % |
| CAS | 342013-78-9 |
| MDL Number | MFCD01788373 |
| Molecular Formula | C10H13BrN2O |
| Molecular Weight | 257.131 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-9-60
CAS: 342013-78-9
Molecule Weight: 257.131
Formula: C10H13BrN2O
![5-Bromo-N-{1-[(trifluoromethyl)sulfanyl]propan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8666-B-01
CAS: 1204234-88-7
Molecule Weight: 343.16
Formula: C10H10BrF3N2OS
![5-Bromo-N-[1-(trifluoromethoxy)propan-2-yl]pyridine-3-carboxamide](data:image/png;base64,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)
PN: 4H48-B-05
CAS: 1204235-10-8
Molecule Weight: 327.101
Formula: C10H10BrF3N2O2
![4-[(5-Bromopyridin-3-yl)carbonyl]morpholine](data:image/png;base64,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)
PN: 4H17-9-15
CAS: 342013-81-4
Molecule Weight: 271.114
Formula: C10H11BrN2O2
PN: 4H48-9-0H
CAS: 28733-43-9
Molecule Weight: 201.023
Formula: C6H5BrN2O
PN: 4H56-9-P2
CAS: 112193-41-6
Molecule Weight: 216.038
Formula: C6H6BrN3O
![5-Bromo-N-{1-[(trifluoromethyl)sulfanyl]butan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8H66-B-01
CAS: 1204234-86-5
Molecule Weight: 357.19
Formula: C11H12BrF3N2OS
Melting Point: 121-122 ℃
TSCA: Not listed on TSCA inventory
