| Product Number | 4H48-1-BV |
| Purity | 97 % |
| CAS | 903557-01-7 |
| MDL Number | MFCD13179386 |
| Molecular Formula | C10H8N2O |
| Molecular Weight | 172.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-BV
CAS: 903557-01-7
Molecule Weight: 172.187
Formula: C10H8N2O
PN: 4H48-1-08X
CAS: 133999-05-0
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4H48-1-CY
CAS: 857272-53-8
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H48-1-LX
CAS: 22246-13-5
Molecule Weight: 162.192
Formula: C9H10N2O
PN: 4H48-1-SA
CAS: 20151-47-7
Molecule Weight: 161.204
Formula: C10H11NO
PN: 4H48-1-08V
CAS: 76693-04-4
Molecule Weight: 175.231
Formula: C11H13NO
![2-Oxo-2,3,4,5-tetrahydro-1H-benzo[b]azepine-8-carbonitrile](data:image/png;base64,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)
PN: 4H48-1-00N
CAS: 903557-04-0
Molecule Weight: 186.214
Formula: C11H10N2O
TSCA: Not listed on TSCA inventory
