| Product Number | 4H21-5-2C |
| Purity | 95 % |
| CAS | 192513-60-3 |
| MDL Number | MFCD03001210 |
| Molecular Formula | C11H12ClNO2 |
| Molecular Weight | 225.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-5-2C
CAS: 192513-60-3
Molecule Weight: 225.67
Formula: C11H12ClNO2
PN: 4H23-5-3T
CAS: 175153-38-5
Molecule Weight: 239.7
Formula: C12H14ClNO2
![[2-Chloro-4-(piperidin-1-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-5-1K
CAS: 1135282-96-0
Molecule Weight: 225.72
Formula: C12H16ClNO
PN: 4H58-5-9M
CAS: 175153-55-6
Molecule Weight: 241.67
Formula: C11H12ClNO3
![2-Chloro-4-[(cyclopropylcarbonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4658-5-36
CAS: 1249352-65-5
Molecule Weight: 239.66
Formula: C11H10ClNO3
PN: 4H21-1-E0
CAS: 22090-27-3
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4H58-5-9N
CAS: 74803-84-2
Molecule Weight: 240.69
Formula: C11H13ClN2O2
PN: 4H58-5-9P
CAS: 1092770-25-6
Molecule Weight: 254.71
Formula: C12H15ClN2O2
TSCA: Not listed on TSCA inventory