| Product Number | 3H32-5-D1 |
| Synonyms | 2-Chloro-5-methyl-7H-pyrrolo[2,3-b]pyridine |
| CAS | 1211531-25-7 |
| MDL Number | MFCD18255014 |
| Molecular Formula | C8H7ClN2 |
| Molecular Weight | 166.61 |
| 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: 3H32-5-D1
CAS: 1211531-25-7
Molecule Weight: 166.61
Formula: C8H7ClN2
![6-Chloro-1H-pyrrolo[2,3-b]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-5-0C
CAS: 383875-59-0
Molecule Weight: 180.59
Formula: C8H5ClN2O
![6-Chloro-3-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-7-2R
CAS: 932406-36-5
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![2-Chloro-7H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-5-2J
CAS: 55052-27-2
Molecule Weight: 152.58
Formula: C7H5ClN2
PN: 4H58-5-B1
CAS: 1234615-81-6
Molecule Weight: 210.62
Formula: C9H7ClN2O2
TSCA: Not listed on TSCA inventory
