| Product Number | 4H56-5-MD |
| CAS | 944897-67-0 |
| MDL Number | MFCD10696616 |
| Molecular Formula | C9H8ClNO2 |
| Molecular Weight | 197.62 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-5-MD
CAS: 944897-67-0
Molecule Weight: 197.62
Formula: C9H8ClNO2
PN: 4H07-5-Z3
CAS: 63842-21-7
Molecule Weight: 197.62
Formula: C9H8ClNO2
PN: 4H56-5-L5
CAS: 41014-43-1
Molecule Weight: 167.59
Formula: C8H6ClNO
PN: 4H56-7-5G
CAS: 1393644-24-0
Molecule Weight: 251.59
Formula: C9H5ClF3NO2
PN: 4H56-5-LT
CAS: 41014-44-2
Molecule Weight: 181.62
Formula: C9H8ClNO
PN: 4H56-1-0QM
CAS: 532-91-2
Molecule Weight: 165.148
Formula: C8H7NO3
TSCA: Not listed on TSCA inventory
![2-Methylbenzo[d]oxazol-6-ol](data:image/png;base64,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)