![3-Chloroimidazo[1,2-a]pyridine-7-carbohydrazide](data:image/png;base64,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)
| Product Number | 4H56-5-PT |
| CAS | 2391987-06-5 |
| MDL Number | MFCD32111678 |
| Molecular Formula | C8H7ClN4O |
| Molecular Weight | 210.62 |
| 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: 4H56-5-PT
CAS: 2391987-06-5
Molecule Weight: 210.62
Formula: C8H7ClN4O
![Imidazo[1,2-a]pyridine-7-carbohydrazide](data:image/png;base64,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)
PN: 4H56-1-V7
CAS: 421595-78-0
Molecule Weight: 176.179
Formula: C8H8N4O
![3-Chloroimidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-3T
CAS: 1503889-91-5
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![Methyl 3-chloroimidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H23-5-Y6
CAS: 1396554-42-9
Molecule Weight: 210.62
Formula: C9H7ClN2O2
TSCA: Not listed on TSCA inventory