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)
| Product Number | 4632-1-08 |
| Purity | 97 % |
| CAS | 62345-76-0 |
| MDL Number | MFCD07801177 |
| Molecular Formula | C10H16N2O |
| Molecular Weight | 180.251 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4632-1-08
CAS: 62345-76-0
Molecule Weight: 180.251
Formula: C10H16N2O
![4-[(2-Morpholin-4-yl)ethoxy]aniline](data:image/png;base64,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)
PN: 4H56-1-VK
CAS: 52481-41-1
Molecule Weight: 222.288
Formula: C12H18N2O2
PN: 4H30-1-8V
CAS: 50609-01-3
Molecule Weight: 206.289
Formula: C12H18N2O
![4-[(2-(Pyrrolidin-1-yl)ethoxy]phenylamine dihydrochloride](data:image/png;base64,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)
PN: 4H33-5-0F
CAS: 265654-78-2
Molecule Weight: 279.21
Formula: C12H20Cl2N2O
PN: 4656-1-9L
CAS: 13468-02-5
Molecule Weight: 165.236
Formula: C10H15NO
PN: 4632-1-05
CAS: 23877-67-0
Molecule Weight: 209.289
Formula: C12H19NO2
PN: 4H56-5-JF
CAS: 75328-29-9
Molecule Weight: 346.68
Formula: C12H22Cl3N3O2
Melting Point: 54.5-57.5 ℃
TSCA: Not listed on TSCA inventory
