![3-Chloro-5-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-7-1K |
| CAS | 1289197-40-5 |
| MDL Number | MFCD20526750 |
| Molecular Formula | C8H4ClF3N2 |
| Molecular Weight | 220.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-1K
CAS: 1289197-40-5
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![4-Chloro-3-(difluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-7-1Y
CAS: 2092851-08-4
Molecule Weight: 202.59
Formula: C8H5ClF2N2
![3-Iodo-5-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: D411-A-89
CAS: 1142192-57-1
Molecule Weight: 312.034
Formula: C8H4F3IN2
TSCA: Not listed on TSCA inventory