![5-Fluoro-2-{2H,4H,5H,6H,7H-pyrazolo[4,3-c]pyridin-2-yl}pyridine](data:image/png;base64,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)
| Product Number | 3H32-3-2P |
| Synonyms | 2-(5-Fluoropyridin-2-yl)-4,5,6,7-tetrahydro-2H-pyrazolo[4,3-c]pyridine |
| Purity | 97 % |
| CAS | 1373223-58-5 |
| MDL Number | MFCD22201151 |
| Molecular Formula | C11H11FN4 |
| Molecular Weight | 218.235 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-3-2P
CAS: 1373223-58-5
Molecule Weight: 218.235
Formula: C11H11FN4
![2-(4-Fluorophenyl)-2H,4H,5H,6H,7H-pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
PN: 3H32-3-2M
CAS: 1485111-64-5
Molecule Weight: 217.247
Formula: C12H12FN3
TSCA: Not listed on TSCA inventory