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)
| Product Number | 4654-1-B7 |
| Purity | 95 % |
| CAS | 404029-36-3 |
| MDL Number | MFCD11154473 |
| Molecular Formula | C10H14N2O2 |
| Molecular Weight | 194.234 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4654-1-B7
CAS: 404029-36-3
Molecule Weight: 194.234
Formula: C10H14N2O2
![Ethyl[(2-nitrophenyl)methyl]amine](data:image/png;base64,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)
PN: 4655-1-1P
CAS: 186797-08-0
Molecule Weight: 180.207
Formula: C9H12N2O2
![N-[(2-Nitrophenyl)methyl]cyclopropanamine](data:image/png;base64,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)
PN: 4655-1-1G
CAS: 884501-98-8
Molecule Weight: 192.218
Formula: C10H12N2O2
PN: 4654-1-9Q
CAS: 56222-08-3
Molecule Weight: 166.18
Formula: C8H10N2O2
PN: 4H55-5-01
CAS: 827614-54-0
Molecule Weight: 294.18
Formula: C11H17Cl2N3O2
PN: 4655-5-0D
CAS: 24835-08-3
Molecule Weight: 188.61
Formula: C7H9ClN2O2
TSCA: Not listed on TSCA inventory