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)
| Product Number | 3637-3-0L |
| CAS | 338965-16-5 |
| MDL Number | MFCD00231635 |
| Molecular Formula | C10H7FN2 |
| Molecular Weight | 174.178 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3637-3-0L
CAS: 338965-16-5
Molecule Weight: 174.178
Formula: C10H7FN2
PN: 3737-3-37
CAS: 1169826-19-0
Molecule Weight: 225.266
Formula: C15H12FN
PN: 3737-7-X5
CAS: 338965-15-4
Molecule Weight: 208.62
Formula: C10H6ClFN2
TSCA: Not listed on TSCA inventory
