![3-Nitro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 4H54-3-W2 |
| CAS | 1186404-88-5 |
| MDL Number | MFCD12827812 |
| Molecular Formula | C8H4F3N3O2 |
| Molecular Weight | 231.134 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-W2
CAS: 1186404-88-5
Molecule Weight: 231.134
Formula: C8H4F3N3O2
![8-Chloro-3-nitro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-7-36
CAS: 1858241-44-7
Molecule Weight: 265.58
Formula: C8H3ClF3N3O2
![6-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-L9
CAS: 67625-28-9
Molecule Weight: 177.163
Formula: C8H7N3O2
![8-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-1-2Z
CAS: 67625-32-5
Molecule Weight: 177.163
Formula: C8H7N3O2
![6-(Trifluoromethyl)imidazo[1,2-a]pyridin-3-amine](data:image/png;base64,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)
PN: 3H30-3-3J
CAS: 1536950-06-7
Molecule Weight: 201.152
Formula: C8H6F3N3
![3-Nitro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H55-3-0J
CAS: 1186405-07-1
Molecule Weight: 275.143
Formula: C9H4F3N3O4
![8-Bromo-6-methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-9-0D
CAS: 1072944-59-2
Molecule Weight: 256.059
Formula: C8H6BrN3O2
![7-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-LA
CAS: 34165-07-6
Molecule Weight: 177.163
Formula: C8H7N3O2
Melting Point: 118-119 ℃
TSCA: Not listed on TSCA inventory