![5-Chloro-8-iodoh-imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-M-41 |
| CAS | 1031289-77-6 |
| MDL Number | MFCD14585310 |
| Molecular Formula | C7H4ClIN2 |
| Molecular Weight | 278.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-M-41
CAS: 1031289-77-6
Molecule Weight: 278.48
Formula: C7H4ClIN2
![5-Chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-18
CAS: 63111-79-5
Molecule Weight: 152.58
Formula: C7H5ClN2
![5-Chloro-7-iodoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-M-25
CAS: 1266656-98-7
Molecule Weight: 278.48
Formula: C7H4ClIN2
TSCA: Not listed on TSCA inventory