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)
| Product Number | 4H30-1-77 |
| Purity | 97 % |
| CAS | 91271-82-8 |
| MDL Number | MFCD06655814 |
| Molecular Formula | C12H18N2O |
| Molecular Weight | 206.289 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-77
CAS: 91271-82-8
Molecule Weight: 206.289
Formula: C12H18N2O
![[2-(Morpholin-4-ylmethyl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-2R
CAS: 91271-63-5
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 4H37-1-3T
CAS: 37812-33-2
Molecule Weight: 202.257
Formula: C12H14N2O
PN: 4H56-1-WV
CAS: 91271-84-0
Molecule Weight: 206.289
Formula: C12H18N2O
![N-Methyl-N-[3-(morpholin-4-ylmethyl)benzyl]amine](data:image/png;base64,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)
PN: 4H31-1-31
CAS: 857283-92-2
Molecule Weight: 220.316
Formula: C13H20N2O
PN: 3H56-9-X1
CAS: 132833-51-3
Molecule Weight: 256.143
Formula: C11H14BrNO
PN: 4H56-1-0KZ
CAS: 80166-01-4
Molecule Weight: 193.246
Formula: C11H15NO2
TSCA: Not listed on TSCA inventory
