| Product Number | 4H07-1-0J |
| Purity | 97 % |
| CAS | 19725-26-9 |
| MDL Number | MFCD09837353 |
| Molecular Formula | C12H17NO |
| Molecular Weight | 191.274 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-1-0J
CAS: 19725-26-9
Molecule Weight: 191.274
Formula: C12H17NO
![[1-(4-Methoxyphenyl)cyclobutyl]methylamine](data:image/png;base64,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)
PN: 4756-1-77
CAS: 927993-41-7
Molecule Weight: 191.274
Formula: C12H17NO
PN: 3H31-5-36
CAS: 19509-09-2
Molecule Weight: 197.71
Formula: C11H16ClN
PN: 4H21-1-8G
CAS: 96877-34-8
Molecule Weight: 267.281
Formula: C13H17NO5
PN: 4630-1-0P
CAS: 23528-54-3
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4H07-1-X3
CAS: 37581-27-4
Molecule Weight: 241.76
Formula: C13H20ClNO
TSCA: Not listed on TSCA inventory
