| Product Number | 3H32-5-1H |
| Synonyms | 2,4-Dichloro-7H-pyrrolo[2,3-b]pyridine |
| Purity | 95 % |
| CAS | 5912-18-5 |
| MDL Number | MFCD09880157 |
| Molecular Formula | C7H4Cl2N2 |
| Molecular Weight | 187.02 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 250 mg | $ 68 | In Stock | ||
| 1 g | $ 200 | In Stock | ||
| 5 g | $ 750 | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
![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: 3H30-5-P5
CAS: 1000340-80-6
Molecule Weight: 167.6
Formula: C7H6ClN3
Hazard Statement: H302-H332-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2933.99.7900
