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)
| Product Number | 3H37-3-0A |
| CAS | 1227955-29-4 |
| MDL Number | MFCD11846264 |
| Molecular Formula | C11H6F3N3 |
| Molecular Weight | 237.185 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-3-0A
CAS: 1227955-29-4
Molecule Weight: 237.185
Formula: C11H6F3N3
![3-[2-Methyl-6-(trifluoromethyl)pyridin-3-yl]acrylic acid](data:image/png;base64,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)
PN: 4H21-3-0A
CAS: 545394-86-3
Molecule Weight: 231.174
Formula: C10H8F3NO2
PN: 3H32-3-8H
CAS: 1133879-76-1
Molecule Weight: 173.138
Formula: C8H6F3N
TSCA: Not listed on TSCA inventory