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)
| Product Number | 3H30-1-DK |
| Purity | 97.0 % |
| CAS | 1289082-81-0 |
| MDL Number | MFCD20527499 |
| Molecular Formula | C8H9N3 |
| Molecular Weight | 147.181 |
| 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: 3H30-1-DK
CAS: 1289082-81-0
Molecule Weight: 147.181
Formula: C8H9N3
![3-(Difluoromethyl)-1H-pyrrolo[2,3-b]pyridin-5-amine](data:image/png;base64,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)
PN: 3H31-3-5H
CAS: 2091580-68-4
Molecule Weight: 183.162
Formula: C8H7F2N3
PN: 4H55-1-81
CAS: 1288998-66-2
Molecule Weight: 177.163
Formula: C8H7N3O2
![2,3-Dimethyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-1-KD
CAS: 10299-69-1
Molecule Weight: 146.193
Formula: C9H10N2
![1H-Pyrrolo[2,3-b]pyridin-3-ylmethanol](data:image/png;base64,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)
PN: 4H01-1-DN
CAS: 1065100-83-5
Molecule Weight: 148.165
Formula: C8H8N2O
PN: 3H32-5-B4
CAS: 1408075-79-5
Molecule Weight: 183.64
Formula: C8H10ClN3
TSCA: Not listed on TSCA inventory
