| Product Number | 4H56-5-GF |
| CAS | 336185-27-4 |
| MDL Number | MFCD01863272 |
| Molecular Formula | C14H22ClNO2 |
| Molecular Weight | 271.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-GF
CAS: 336185-27-4
Molecule Weight: 271.79
Formula: C14H22ClNO2
PN: 4H56-5-AW
CAS: 63283-42-1
Molecule Weight: 243.73
Formula: C12H18ClNO2
![6-Phenyl-2,3,6,7,8,9-hexahydro[1,4]dioxino[2,3-g]isoquinoline](data:image/png;base64,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)
PN: 4H56-1-0NM
CAS: 55507-13-6
Molecule Weight: 267.328
Formula: C17H17NO2
PN: 4H56-1-479
CAS: 955314-83-7
Molecule Weight: 265.353
Formula: C15H23NO3
PN: 4H56-1-459
CAS: 4356-47-2
Molecule Weight: 223.272
Formula: C12H17NO3
PN: 4H37-1-0R
CAS: 1210-57-7
Molecule Weight: 218.256
Formula: C12H14N2O2
PN: 4H56-5-N5
CAS: 2328-12-3
Molecule Weight: 229.7
Formula: C11H16ClNO2
PN: 4H56-1-0MR
CAS: 155315-02-9
Molecule Weight: 269.344
Formula: C17H19NO2
TSCA: Not listed on TSCA inventory