| Product Number | 4H56-7-5W |
| Synonyms | 2-Chloro-6-fluorobenzo[d]oxazole |
| CAS | 153403-53-3 |
| MDL Number | MFCD16250625 |
| Molecular Formula | C7H3ClFNO |
| Molecular Weight | 171.56 |
| 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: 4H56-7-5W
CAS: 153403-53-3
Molecule Weight: 171.56
Formula: C7H3ClFNO
![2-Chloro-5-fluorobenzo[d]oxazole](data:image/png;base64,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)
PN: 4H56-7-5E
CAS: 135533-78-7
Molecule Weight: 171.56
Formula: C7H3ClFNO
PN: 4H56-F-07
CAS: 1936266-29-3
Molecule Weight: 250.45
Formula: C7H2BrClFNO
PN: 4H56-5-K5
CAS: 3621-82-7
Molecule Weight: 188.01
Formula: C7H3Cl2NO
PN: 4H56-3-AP
CAS: 1267419-46-4
Molecule Weight: 155.104
Formula: C7H3F2NO
PN: 4H56-D-68
CAS: 1260643-15-9
Molecule Weight: 232.46
Formula: C7H3BrClNO
TSCA: Not listed on TSCA inventory
