| Product Number | 4633-5-07 |
| Purity | 98 % |
| CAS | 90642-63-0 |
| MDL Number | MFCD12198855 |
| Molecular Formula | C9H14ClNO |
| Molecular Weight | 187.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4633-5-07
CAS: 90642-63-0
Molecule Weight: 187.67
Formula: C9H14ClNO
PN: G311-A-03
CAS: 41851-59-6
Molecule Weight: 151.209
Formula: C9H13NO
PN: G311-A-04
CAS: 22038-86-4
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4656-5-57
CAS: 1185579-44-5
Molecule Weight: 201.69
Formula: C10H16ClNO
PN: 4656-1-SQ
CAS: 191109-48-5
Molecule Weight: 167.208
Formula: C9H13NO2
PN: 4656-1-8H
CAS: 138713-55-0
Molecule Weight: 167.208
Formula: C9H13NO2
PN: 4656-1-RQ
CAS: 100929-33-7
Molecule Weight: 167.208
Formula: C9H13NO2
![(S)-N-[1-(4-Methoxyphenyl)ethyl]-N-methylamine](data:image/png;base64,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)
PN: 4656-1-S4
CAS: 20218-54-6
Molecule Weight: 165.236
Formula: C10H15NO
TSCA: Not listed on TSCA inventory