![3-(Difluoromethyl)-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-3-5M |
| CAS | 2149602-28-6 |
| MDL Number | MFCD29767621 |
| Molecular Formula | C8H6F2N2 |
| Molecular Weight | 168.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-5M
CAS: 2149602-28-6
Molecule Weight: 168.147
Formula: C8H6F2N2
![6-Chloro-3-(difluoromethyl)-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H31-7-2B
CAS: 2092583-62-3
Molecule Weight: 202.59
Formula: C8H5ClF2N2
PN: 3H31-3-5X
CAS: 51310-55-5
Molecule Weight: 185.149
Formula: C9H6F3N
PN: 3H31-3-4W
CAS: 2149601-64-7
Molecule Weight: 181.186
Formula: C10H9F2N
PN: 3H31-3-5C
CAS: 2149601-96-5
Molecule Weight: 181.186
Formula: C10H9F2N
PN: 3H31-3-4R
CAS: 2149597-05-5
Molecule Weight: 181.186
Formula: C10H9F2N
PN: 3H31-3-4Z
CAS: 2149601-95-4
Molecule Weight: 181.186
Formula: C10H9F2N
![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
TSCA: Not listed on TSCA inventory