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)
| Product Number | 4H01-7-0P |
| CAS | 865657-82-5 |
| MDL Number | MFCD04125169 |
| Molecular Formula | C9H5ClF3NO |
| Molecular Weight | 235.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-7-0P
CAS: 865657-82-5
Molecule Weight: 235.59
Formula: C9H5ClF3NO
PN: 4H02-7-02
CAS: 937601-45-1
Molecule Weight: 249.62
Formula: C10H7ClF3NO
PN: 3H37-7-X4
CAS: 1135283-18-9
Molecule Weight: 205.56
Formula: C8H3ClF3N
PN: 3H32-7-Y2
CAS: 175277-30-2
Molecule Weight: 195.57
Formula: C7H5ClF3N
TSCA: Not listed on TSCA inventory