| Product Number | 3H32-1-3V |
| Synonyms | 6,7-Dihydro-5H-cyclopanta[b]pyridine |
| CAS | 533-37-9 |
| MDL Number | MFCD00005933 |
| Molecular Formula | C8H9N |
| Molecular Weight | 119.167 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![4-Chloro-6,7-dihydro-5H-cyclopenta[b]pyridine](data:image/png;base64,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)
PN: 3H32-5-BT
CAS: 54664-55-0
Molecule Weight: 153.61
Formula: C8H8ClN
![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
PN: 4H52-1-03
CAS: 90685-58-8
Molecule Weight: 135.166
Formula: C8H9NO
![5,6-Dihydro-7H-cyclopenta[b]pyridin-7-one](data:image/png;base64,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)
PN: 4H17-1-7Y
CAS: 31170-78-2
Molecule Weight: 133.15
Formula: C8H7NO
![6,7-Dihydro-5H-cyclopenta[b]pyridin-5-one](data:image/png;base64,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)
PN: 4H17-1-3K
CAS: 28566-14-5
Molecule Weight: 133.15
Formula: C8H7NO
![6,7-Dihydro-5H-cyclopenta[b]pyridin-7-amine](data:image/png;base64,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)
PN: 3H30-1-VW
CAS: 185122-75-2
Molecule Weight: 134.182
Formula: C8H10N2
TSCA: Not listed on TSCA inventory
