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)
| Product Number | 3H32-3-Q8 |
| CAS | 139022-27-8 |
| MDL Number | MFCD09994632 |
| Molecular Formula | C7H5FN2 |
| Molecular Weight | 136.129 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-3-Q8
CAS: 139022-27-8
Molecule Weight: 136.129
Formula: C7H5FN2
![8-Fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-AC
CAS: 139022-26-7
Molecule Weight: 136.129
Formula: C7H5FN2
![8-Fluoroimidazo[1,2-a]pyridine hydrate](data:image/png;base64,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)
PN: 4H32-3-0B
CAS: 2379918-38-2
Molecule Weight: 154.144
Formula: C7H7FN2O
![8-Bromo-6-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-1J
CAS: 1368664-08-7
Molecule Weight: 215.025
Formula: C7H4BrFN2
![3-Bromo-6-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-Z0
CAS: 1186405-11-7
Molecule Weight: 215.025
Formula: C7H4BrFN2
![2-Bromo-6-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-6C
CAS: 1060815-08-8
Molecule Weight: 215.025
Formula: C7H4BrFN2
![7-Fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-0Q
CAS: 1260903-17-0
Molecule Weight: 136.129
Formula: C7H5FN2
![6-Fluoro-3-iodoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-K-0A
CAS: 1219127-01-1
Molecule Weight: 262.026
Formula: C7H4FIN2
Melting Point: 70-71 ℃
TSCA: Not listed on TSCA inventory