![4-[(Tetrahydro-2H-pyran-4-yl)oxy]benzaldehyde](data:image/png;base64,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)
| Product Number | 2615-1-X0 |
| Synonyms | 4-(4-Formylphenoxy)tetrahydro-2H-pyran |
| Purity | 97 % |
| CAS | 215460-40-5 |
| MDL Number | MFCD09064964 |
| Molecular Formula | C12H14O3 |
| Molecular Weight | 206.241 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-1-X0
CAS: 215460-40-5
Molecule Weight: 206.241
Formula: C12H14O3
PN: 2615-1-70
CAS: 164520-98-3
Molecule Weight: 190.242
Formula: C12H14O2
![[4-(Tetrahydropyran-4-yloxy)phenyl]methylamine](data:image/png;base64,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)
PN: 4H56-1-WW
CAS: 864266-61-5
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 4H37-1-2N
CAS: 884507-34-0
Molecule Weight: 203.241
Formula: C12H13NO2
![4-[(Tetrahydro-2H-pyran-4-yl)oxy]benzyl bromide](data:image/png;base64,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)
PN: 2H07-9-01
CAS: 906352-72-5
Molecule Weight: 271.154
Formula: C12H15BrO2
PN: 2H15-1-Y2
CAS: 898289-31-1
Molecule Weight: 206.241
Formula: C12H14O3
![N-Methyl-4-[tetrahydro-2H-(pyran-4-yl)oxy]benzylamine](data:image/png;base64,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)
PN: 4H56-1-YB
CAS: 898289-40-2
Molecule Weight: 221.3
Formula: C13H19NO2
Melting Point: 95-96 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
