![2-(4-Fluorophenyl)-2H,4H,5H,6H,7H-pyrazolo[4,3-c]pyridine hydrochloride](data:image/png;base64,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)
| Product Number | 3H32-7-1F |
| Synonyms | 2-(4-Fluorophenyl)-4,5,6,7-tetrahydro-2H-pyrazolo[4,3-c]pyridine hydrochloride |
| Purity | 97 % |
| CAS | 1822862-37-2 |
| MDL Number | MFCD20278326 |
| Molecular Formula | C12H13ClFN3 |
| Molecular Weight | 253.71 |
| 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: 3H32-7-1F
CAS: 1822862-37-2
Molecule Weight: 253.71
Formula: C12H13ClFN3
![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
![1-(4-Fluorophenyl)-4,5,6,7-tetrahydro-1H-pyrazolo[4,3-c]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H33-7-17
CAS: 1188264-17-6
Molecule Weight: 253.71
Formula: C12H13ClFN3
![1-Phenyl-4,5,6,7-tetrahydro-1H-pyrazolo[4,3-c]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H31-5-3T
CAS: 1075729-10-0
Molecule Weight: 235.72
Formula: C12H14ClN3
TSCA: Not listed on TSCA inventory