| Product Number | 4H56-7-5G |
| CAS | 1393644-24-0 |
| MDL Number | MFCD28681752 |
| Molecular Formula | C9H5ClF3NO2 |
| Molecular Weight | 251.59 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-7-5G
CAS: 1393644-24-0
Molecule Weight: 251.59
Formula: C9H5ClF3NO2
PN: 4H07-5-Z3
CAS: 63842-21-7
Molecule Weight: 197.62
Formula: C9H8ClNO2
PN: 4H07-1-0C
CAS: 5676-57-3
Molecule Weight: 163.176
Formula: C9H9NO2
PN: 4H56-3-CW
CAS: 1520948-24-6
Molecule Weight: 203.12
Formula: C8H4F3NO2
PN: 4H56-5-MD
CAS: 944897-67-0
Molecule Weight: 197.62
Formula: C9H8ClNO2
PN: 4H56-5-L5
CAS: 41014-43-1
Molecule Weight: 167.59
Formula: C8H6ClNO
TSCA: Not listed on TSCA inventory
![2-Methylbenzo[d]oxazol-5-ol](data:image/png;base64,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)