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)
| Product Number | 3H30-3-1L |
| CAS | 1020033-86-6 |
| MDL Number | MFCD09994905 |
| Molecular Formula | C8H8FN3 |
| Molecular Weight | 165.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-1L
CAS: 1020033-86-6
Molecule Weight: 165.171
Formula: C8H8FN3
![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-Fluoroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H39-3-X2
CAS: 1135282-88-0
Molecule Weight: 194.169
Formula: C8H7FN4O
![2-(Chloromethyl)-6-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-6J
CAS: 872363-18-3
Molecule Weight: 184.6
Formula: C8H6ClFN2
![2-{6-Fluoroimidazo[1,2-a]pyridin-2-yl}ethanamine](data:image/png;base64,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)
PN: 3H30-3-1K
CAS: 1216295-83-8
Molecule Weight: 179.198
Formula: C9H10FN3
![(6-Fluoroimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-3-1K
CAS: 1038827-63-2
Molecule Weight: 166.155
Formula: C8H7FN2O
![1-Imidazo[1,2-a]pyridin-2-ylmethanamine dihydrochloride](data:image/png;base64,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)
PN: 3H33-5-29
CAS: 452967-56-5
Molecule Weight: 220.1
Formula: C8H11Cl2N3
![2-(Bromomethyl)-6-fluoroimidazo[1,2-a]pyridine hydrobromide](data:image/png;base64,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)
PN: 3H32-B-76
CAS: 1365965-12-3
Molecule Weight: 309.964
Formula: C8H7Br2FN2
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory