| Product Number | 3H37-3-61 |
| CAS | 338420-10-3 |
| MDL Number | MFCD00664097 |
| Molecular Formula | C11H10F3N3 |
| Molecular Weight | 241.217 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-3-61
CAS: 338420-10-3
Molecule Weight: 241.217
Formula: C11H10F3N3
PN: 3H37-3-62
CAS: 1449117-72-9
Molecule Weight: 255.244
Formula: C12H12F3N3
PN: 3H37-3-59
CAS: 1449117-58-1
Molecule Weight: 243.233
Formula: C11H12F3N3
![3-[Bis(2-hydroxyethyl)amino]-2-cyano-5-(trifluoromethyl)pyridine](data:image/png;base64,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)
PN: 4H56-3-3Z
CAS: 1672655-86-5
Molecule Weight: 275.231
Formula: C11H12F3N3O2
PN: 3H37-3-56
CAS: 257862-49-0
Molecule Weight: 215.179
Formula: C9H8F3N3
PN: 3H37-3-57
CAS: 1449117-67-2
Molecule Weight: 215.179
Formula: C9H8F3N3
PN: 4H37-3-22
CAS: 1449117-57-0
Molecule Weight: 257.216
Formula: C11H10F3N3O
PN: 3H37-3-60
CAS: 1449117-69-4
Molecule Weight: 270.259
Formula: C12H13F3N4
TSCA: Not listed on TSCA inventory