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)
| Product Number | 4H56-1-0PT |
| Purity | 97 % |
| CAS | 129421-32-5 |
| MDL Number | MFCD09743547 |
| Molecular Formula | C7H7NO2 |
| Molecular Weight | 137.138 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | 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 | ||||
PN: 4H56-1-0PT
CAS: 129421-32-5
Molecule Weight: 137.138
Formula: C7H7NO2
![6-Methoxy-2,3-dihydro-[1,4]dioxino[2,3-b]pyridine](data:image/png;base64,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)
PN: 4H07-1-0B
CAS:
Molecule Weight: 167.164
Formula: C8H9NO3
PN: 4H07-1-3V
CAS: 1330750-22-5
Molecule Weight: 181.235
Formula: C10H15NO2
![2,3-Dihydro-[1,4]dioxino[2,3-b]pyridin-7-amine](data:image/png;base64,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)
PN: 4H30-1-7Z
CAS: 1261365-47-2
Molecule Weight: 152.153
Formula: C7H8N2O2
PN: 4H07-1-3W
CAS: 1330750-35-0
Molecule Weight: 181.235
Formula: C10H15NO2
![7-Bromo-2,3-dihydro-[1,4]dioxino[2,3-b]pyridine](data:image/png;base64,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)
PN: 4H56-9-A2
CAS: 95897-49-7
Molecule Weight: 216.034
Formula: C7H6BrNO2
PN: 4656-1-0P
CAS: 1255574-40-3
Molecule Weight: 195.262
Formula: C11H17NO2
TSCA: Not listed on TSCA inventory
