| Product Number | 4H21-5-0W |
| Purity | 97 % |
| CAS | 726185-55-3 |
| MDL Number | MFCD08460727 |
| Molecular Formula | C12H16ClNO2 |
| Molecular Weight | 241.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-5-0W
CAS: 726185-55-3
Molecule Weight: 241.72
Formula: C12H16ClNO2
PN: 4H01-5-0Q
CAS: 2256060-02-1
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H21-5-0V
CAS: 149353-84-4
Molecule Weight: 241.72
Formula: C12H16ClNO2
![3-(Bicyclo[1.1.1]pentan-1-yl)benzoic acid](data:image/png;base64,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)
PN: 2721-1-1T
CAS: 1823902-30-2
Molecule Weight: 188.226
Formula: C12H12O2
PN: 4H02-5-0G
CAS: 2256054-71-2
Molecule Weight: 241.76
Formula: C13H20ClNO
PN: 4H48-5-HY
CAS: 2409597-13-1
Molecule Weight: 240.73
Formula: C12H17ClN2O
PN: 4H21-5-0X
CAS: 2007921-14-2
Molecule Weight: 241.72
Formula: C12H16ClNO2
TSCA: Not listed on TSCA inventory
