| Product Number | 4H56-5-3J |
| CAS | 14146-00-0 |
| MDL Number | MFCD02030182 |
| Molecular Formula | C12H18ClNO |
| Molecular Weight | 227.73 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-5-3J
CAS: 14146-00-0
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H30-1-09
CAS: 14006-32-7
Molecule Weight: 191.274
Formula: C12H17NO
![4-[(Methylamino)methyl]-4-phenyltetrahydro-2H-pyran](data:image/png;base64,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)
PN: 4H31-1-08
CAS: 958443-30-6
Molecule Weight: 205.301
Formula: C13H19NO
![[4-(2-Fluorophenyl)oxan-4-yl]methanamine](data:image/png;base64,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)
PN: 4H56-3-2D
CAS: 889939-78-0
Molecule Weight: 209.264
Formula: C12H16FNO
![[4-(3-Bromophenyl)oxan-4-yl]methanaminehydrochloride](data:image/png;base64,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)
PN: 4H56-D-16
CAS: 1193388-26-9
Molecule Weight: 306.63
Formula: C12H17BrClNO
PN: 4H56-1-0FE
CAS: 14006-31-6
Molecule Weight: 177.247
Formula: C11H15NO
PN: 2H15-1-18
CAS: 66109-88-4
Molecule Weight: 190.242
Formula: C12H14O2
TSCA: Not listed on TSCA inventory
