![6-Bromo-3-trifluoromethyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-B-0B |
| CAS | 1934574-07-8 |
| MDL Number | MFCD27922953 |
| Molecular Formula | C8H4BrF3N2 |
| Molecular Weight | 265.033 |
| Units | Price (USD) | Availability |
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![6-Bromo-3-(difluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-B-65
CAS: 2090237-47-9
Molecule Weight: 247.043
Formula: C8H5BrF2N2
PN: 3H31-B-0B
CAS: 1934574-07-8
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![3-(Trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-3-2X
CAS: 892414-47-0
Molecule Weight: 186.137
Formula: C8H5F3N2
![4-Bromo-3-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-B-0K
CAS: 1256824-06-2
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![5-Bromo-3-(difluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-B-66
CAS: 2092285-81-7
Molecule Weight: 247.043
Formula: C8H5BrF2N2
![5-Bromo-3-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-B-0F
CAS: 1150618-36-2
Molecule Weight: 265.033
Formula: C8H4BrF3N2
TSCA: Not listed on TSCA inventory