![6-Fluoroimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H15-3-18 |
| Purity | 97 % |
| CAS | 1019020-06-4 |
| MDL Number | MFCD09994347 |
| Molecular Formula | C8H5FN2O |
| Molecular Weight | 164.139 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H15-3-18
CAS: 1019020-06-4
Molecule Weight: 164.139
Formula: C8H5FN2O
![6-Fluoro-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H44-3-19
CAS: 1260679-51-3
Molecule Weight: 150.156
Formula: C8H7FN2
![6-Fluoro-2-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-2A
CAS: 1159828-93-9
Molecule Weight: 194.165
Formula: C9H7FN2O2
![6-Fluoroimidazo[1,2-a]pyridine-3-carbonitrile](data:image/png;base64,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)
PN: 3H37-3-36
CAS: 1134327-96-0
Molecule Weight: 161.139
Formula: C8H4FN3
![Imidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-8H
CAS: 6188-43-8
Molecule Weight: 146.149
Formula: C8H6N2O
![6-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-U9
CAS: 367500-94-5
Molecule Weight: 180.138
Formula: C8H5FN2O2
![2-Methylimidazo[1,2-a]pyridine-3-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-Q7
CAS: 30384-93-1
Molecule Weight: 160.176
Formula: C9H8N2O
![{6-Fluoroimidazo[1,2-a]pyridin-2-yl}methanamine](data:image/png;base64,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)
PN: 3H30-3-1L
CAS: 1020033-86-6
Molecule Weight: 165.171
Formula: C8H8FN3
TSCA: Not listed on TSCA inventory