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)
| Product Number | 4H56-1-V7 |
| Synonyms | Imidazo[1,2-a]pyridine-7-carboxylic acid hydrazide; 7-(Hydrazinocarbonyl)imidazo[1,2-a]pyridine |
| CAS | 421595-78-0 |
| MDL Number | MFCD13183226 |
| Molecular Formula | C8H8N4O |
| Molecular Weight | 176.179 |
| 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: 4H56-1-V7
CAS: 421595-78-0
Molecule Weight: 176.179
Formula: C8H8N4O
![Imidazo[1,2-a]pyridine-7-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-F2
CAS: 136117-73-2
Molecule Weight: 146.149
Formula: C8H6N2O
![3-Bromoimidazo[1,2-a]pyridine-7-carbohydrazide](data:image/png;base64,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)
PN: 4H48-9-1K
CAS: 1427460-82-9
Molecule Weight: 255.075
Formula: C8H7BrN4O
![3-Chloroimidazo[1,2-a]pyridine-7-carbohydrazide](data:image/png;base64,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)
PN: 4H56-5-PT
CAS: 2391987-06-5
Molecule Weight: 210.62
Formula: C8H7ClN4O
![3-Iodo-imidazo[1,2-a]pyridine-7-carboxamide](data:image/png;base64,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)
PN: 4H48-H-08
CAS: 1036990-62-1
Molecule Weight: 287.06
Formula: C8H6IN3O
![Imidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-A1
CAS: 648423-85-2
Molecule Weight: 162.148
Formula: C8H6N2O2
![Imidazo[1,2-a]pyridine-7-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H21-5-0U
CAS: 1423031-35-9
Molecule Weight: 198.61
Formula: C8H7ClN2O2
![N'-[(4-Chlorophenyl)methylene]imidazo[1,2-a]pyridine-7-carbohydrazide](data:image/png;base64,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)
PN: 4H56-5-LY
CAS:
Molecule Weight: 298.73
Formula: C15H11ClN4O
Melting Point: 258-261 ℃
TSCA: Not listed on TSCA inventory