![3-Nitro-5H,6H,7H-cyclopenta[b]pyridine](data:image/png;base64,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)
| Product Number | 4H55-1-57 |
| Purity | 99 % |
| CAS | 84531-36-2 |
| MDL Number | MFCD09800609 |
| Molecular Formula | C8H8N2O2 |
| Molecular Weight | 164.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-1-57
CAS: 84531-36-2
Molecule Weight: 164.164
Formula: C8H8N2O2
![6,7-Dihydro-5H-cyclopenta[b]pyridin-3-amine](data:image/png;base64,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)
PN: 3H30-1-Q8
CAS: 178209-29-5
Molecule Weight: 134.182
Formula: C8H10N2
TSCA: Not listed on TSCA inventory