![3-Chloro-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-7-11 |
| CAS | 1237838-81-1 |
| MDL Number | MFCD17168283 |
| Molecular Formula | C9H4ClF3N2O2 |
| Molecular Weight | 264.59 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H58-7-11
CAS: 1237838-81-1
Molecule Weight: 264.59
Formula: C9H4ClF3N2O2
![3-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-1T
CAS: 1355171-48-0
Molecule Weight: 264.59
Formula: C9H4ClF3N2O2
![Ethyl 3-chloro-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-7-0A
CAS: 1355171-67-3
Molecule Weight: 292.64
Formula: C11H8ClF3N2O2
![Ethyl 3-chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-7-69
CAS: 1135283-40-7
Molecule Weight: 292.64
Formula: C11H8ClF3N2O2
![8-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-0U
CAS: 1018828-72-2
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Ethyl 3,8-dichloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-7-91
CAS: 1355171-49-1
Molecule Weight: 327.08
Formula: C11H7Cl2F3N2O2
![Ethyl 8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-3-Y9
CAS: 1363404-84-5
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,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)
PN: 4H58-3-90
CAS: 1858251-06-5
Molecule Weight: 248.161
Formula: C9H7F3N2O3
TSCA: Not listed on TSCA inventory