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)
| Product Number | 3H32-3-U8 |
| Purity | 97 % |
| CAS | 401930-07-2 |
| MDL Number | MFCD01311906 |
| Molecular Formula | C10H12F3N3O |
| Molecular Weight | 247.221 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-3-U8
CAS: 401930-07-2
Molecule Weight: 247.221
Formula: C10H12F3N3O
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperidin-4-ylmethanol](data:image/png;base64,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)
PN: 4H01-3-86
CAS: 914636-85-4
Molecule Weight: 261.248
Formula: C11H14F3N3O
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperidin-4-one](data:image/png;base64,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)
PN: 4H17-3-0M
CAS: 937604-44-9
Molecule Weight: 245.205
Formula: C10H10F3N3O
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-09
CAS: 465514-39-0
Molecule Weight: 275.231
Formula: C11H12F3N3O2
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperidine-4-carboxamide](data:image/png;base64,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)
PN: 4H48-3-15
CAS: 465514-29-8
Molecule Weight: 274.247
Formula: C11H13F3N4O
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperidine-4-carbonyl chloride](data:image/png;base64,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)
PN: 4H16-7-01
CAS: 306934-79-2
Molecule Weight: 293.67
Formula: C11H11ClF3N3O
![Ethyl N-[4-(trifluoromethyl)pyrimid-2-yl]piperidine-4-carboxylate](data:image/png;base64,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)
PN: 4H23-3-89
CAS: 215654-84-5
Molecule Weight: 303.285
Formula: C13H16F3N3O2
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]homopiperazine](data:image/png;base64,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)
PN: 3H32-3-U3
CAS: 238403-48-0
Molecule Weight: 246.237
Formula: C10H13F3N4
Melting Point: 98-100 ℃
TSCA: Not listed on TSCA inventory