![1-[4-(Trifluoromethyl)pyrimidin-2-yl]homopiperazine](data:image/png;base64,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)
| Product Number | 3H32-3-U3 |
| CAS | 238403-48-0 |
| MDL Number | MFCD00728997 |
| Molecular Formula | C10H13F3N4 |
| Molecular Weight | 246.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-3-U3
CAS: 238403-48-0
Molecule Weight: 246.237
Formula: C10H13F3N4
![3-{4-[4-(Trifluoromethyl)pyrimidin-2-yl]homopiperazin-1-yl}propanoic acid](data:image/png;base64,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)
PN: 4H58-3-6L
CAS: 874802-36-5
Molecule Weight: 318.3
Formula: C13H17F3N4O2
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperazine](data:image/png;base64,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)
PN: 3H31-3-17
CAS: 179756-91-3
Molecule Weight: 232.21
Formula: C9H11F3N4
![3-{4-[4-(Trifluoromethyl)pyrimidin-2-yl]piperazin-1-yl}propanoic acid](data:image/png;base64,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)
PN: 4H21-3-0E
CAS: 874802-34-3
Molecule Weight: 304.273
Formula: C12H15F3N4O2
![2-{4-[4-(Trifluoromethyl)pyrimidin-2-yl]piperazin-1-yl}ethanol](data:image/png;base64,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)
PN: 4H01-3-0B
CAS: 651004-99-8
Molecule Weight: 276.263
Formula: C11H15F3N4O
![[4-(3,4-Dichlorobenzyl)-1,4-diazepan-1-yl][2-methyl-6-(trifluoromethyl)pyridin-3-yl]methanone](data:image/png;base64,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)
PN: 4H17-7-28
CAS: 646455-88-1
Molecule Weight: 308.69
Formula: C11H12ClF3N4O
![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
Melting Point: 48-50 ℃
TSCA: Not listed on TSCA inventory