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)
| Product Number | D411-B-61 |
| CAS | 866319-00-8 |
| MDL Number | MFCD06659678 |
| Molecular Formula | C7H5FN2 |
| Molecular Weight | 136.129 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: D411-B-61
CAS: 866319-00-8
Molecule Weight: 136.129
Formula: C7H5FN2
![5-Fluoro-4-iodo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: D411-A-87
CAS: 1015610-23-7
Molecule Weight: 262.026
Formula: C7H4FIN2
Melting Point: 110-113 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
