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)
| Product Number | 4H15-1-81 |
| Synonyms | 1-(4-Formylbenzyl)pyrrolidine; 1-[(4-Formylphenyl)methyl]pyrrolidine |
| Purity | 97 % |
| CAS | 650628-72-1 |
| MDL Number | MFCD07782421 |
| Molecular Formula | C12H15NO |
| Molecular Weight | 189.258 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-81
CAS: 650628-72-1
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4H15-1-64
CAS: 471929-86-9
Molecule Weight: 203.285
Formula: C13H17NO
PN: 3H32-1-L4
CAS: 884507-40-8
Molecule Weight: 204.317
Formula: C13H20N2
PN: 3H30-1-1N
CAS: 91271-79-3
Molecule Weight: 190.29
Formula: C12H18N2
PN: 4H21-1-00
CAS: 159691-25-5
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H58-5-7J
CAS: 193968-71-7
Molecule Weight: 241.72
Formula: C12H16ClNO2
![3-[(Pyrrolidin-1-yl)methyl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-K0
CAS: 884507-42-0
Molecule Weight: 189.258
Formula: C12H15NO
TSCA: Not listed on TSCA inventory
