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)
| Product Number | 4837-3-Y1 |
| CAS | 453557-46-5 |
| MDL Number | MFCD01871521 |
| Molecular Formula | C14H8F3NO |
| Molecular Weight | 263.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4837-3-Y1
CAS: 453557-46-5
Molecule Weight: 263.219
Formula: C14H8F3NO
PN: 4837-3-X0
CAS: 875664-48-5
Molecule Weight: 201.148
Formula: C9H6F3NO
PN: 2821-3-0R
CAS: 632366-11-1
Molecule Weight: 282.218
Formula: C14H9F3O3
PN: 4856-3-27
CAS: 106877-21-8
Molecule Weight: 253.224
Formula: C13H10F3NO
PN: 4837-3-X1
CAS: 132927-08-3
Molecule Weight: 201.148
Formula: C9H6F3NO
PN: 4856-3-X5
CAS: 57688-35-4
Molecule Weight: 321.222
Formula: C14H9F6NO
Melting Point: 59-61 ℃
TSCA: Not listed on TSCA inventory
