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)
| Product Number | 4H30-1-59 |
| Synonyms | 4-(2-Aminophenoxy)tetrahydro-2H-pyran |
| Purity | 95 % |
| CAS | 898289-35-5 |
| MDL Number | MFCD09025872 |
| Molecular Formula | C11H15NO2 |
| Molecular Weight | 193.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-59
CAS: 898289-35-5
Molecule Weight: 193.246
Formula: C11H15NO2
![4-[(Tetrahydro-2H-pyran-4-yl)oxy]benzenamine hydrochloride](data:image/png;base64,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)
PN: 4H56-5-DV
CAS: 917483-71-7
Molecule Weight: 229.7
Formula: C11H16ClNO2
PN: 4656-1-3A
CAS: 29026-75-3
Molecule Weight: 177.247
Formula: C11H15NO
Melting Point: 58-60.5 ℃
TSCA: Not listed on TSCA inventory
