| Product Number | 3H31-7-1P |
| Synonyms | 7-Chloro-6-fluoro-1H-pyrrolo[3,2-b]pyridine |
| CAS | 1190312-44-7 |
| MDL Number | MFCD12963204 |
| Molecular Formula | C7H4ClFN2 |
| Molecular Weight | 170.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-1P
CAS: 1190312-44-7
Molecule Weight: 170.57
Formula: C7H4ClFN2
PN: 3H32-7-A1
CAS: 1151802-02-6
Molecule Weight: 182.58
Formula: C8H4ClFN2
![6-Fluoro-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H31-3-5W
CAS: 1190320-33-2
Molecule Weight: 136.129
Formula: C7H5FN2
TSCA: Not listed on TSCA inventory