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)
| Product Number | 2H21-5-X0 |
| Synonyms | 5-Chloro-1-benzofuran-2-carboxylic acid; 2-Carboxy-5-chlorobenzo[b]furan |
| CAS | 10242-10-1 |
| MDL Number | MFCD00060512 |
| Molecular Formula | C9H5ClO3 |
| Molecular Weight | 196.59 |
| Units | Price (USD) | Availability |
|---|
PN: 2H21-5-X0
CAS: 10242-10-1
Molecule Weight: 196.59
Formula: C9H5ClO3
PN: 2H21-5-08
CAS: 63558-84-9
Molecule Weight: 196.59
Formula: C9H5ClO3
PN: 2H23-5-09
CAS: 59962-89-9
Molecule Weight: 224.64
Formula: C11H9ClO3
PN: 2H21-5-07
CAS: 442125-04-4
Molecule Weight: 196.59
Formula: C9H5ClO3
PN: 2H15-5-06
CAS: 23145-14-4
Molecule Weight: 180.59
Formula: C9H5ClO2
PN: 2H01-5-00
CAS: 235082-69-6
Molecule Weight: 182.6
Formula: C9H7ClO2
PN: 2H21-D-00
CAS: 190775-65-6
Molecule Weight: 275.48
Formula: C9H4BrClO3
TSCA: Not listed on TSCA inventory
