| Product Number | 2623-5-1P |
| Purity | 95 % |
| CAS | 30335-94-5 |
| MDL Number | MFCD27949053 |
| Molecular Formula | C12H13ClO4 |
| Molecular Weight | 256.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-5-1P
CAS: 30335-94-5
Molecule Weight: 256.68
Formula: C12H13ClO4
PN: 2629-1-1S
CAS: 77956-92-4
Molecule Weight: 208.213
Formula: C11H12O4
PN: 2623-5-1Q
CAS: 100119-57-1
Molecule Weight: 256.68
Formula: C12H13ClO4
PN: 2729-1-66
CAS: 58335-85-6
Molecule Weight: 236.267
Formula: C13H16O4
PN: 2621-1-3L
CAS: 1878-62-2
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2621-5-1E
CAS: 21758-94-1
Molecule Weight: 228.63
Formula: C10H9ClO4
PN: 2623-1-54
CAS: 41873-61-4
Molecule Weight: 208.213
Formula: C11H12O4
![6-Chlorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-5-19
CAS: 3260-78-4
Molecule Weight: 168.58
Formula: C8H5ClO2
TSCA: Not listed on TSCA inventory