| Product Number | 3H32-1-NJ |
| Purity | 96 % |
| CAS | 1187386-43-1 |
| MDL Number | MFCD12546501 |
| Molecular Formula | C11H17N3 |
| Molecular Weight | 191.278 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-88
CAS: 111960-11-3
Molecule Weight: 177.251
Formula: C10H15N3
PN: 3H32-1-NJ
CAS: 1187386-43-1
Molecule Weight: 191.278
Formula: C11H17N3
PN: 3H37-1-0M
CAS: 84951-44-0
Molecule Weight: 188.234
Formula: C10H12N4
PN: 3H32-1-LU
CAS: 104395-86-0
Molecule Weight: 177.251
Formula: C10H15N3
![1-[3-(Trifluoromethyl)pyrid-2-yl]piperazine](data:image/png;base64,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)
PN: 3H32-3-32
CAS: 87394-63-6
Molecule Weight: 231.222
Formula: C10H12F3N3
![1-Methyl-4-[3-(trifluoromethyl)pyridin-2-yl]piperazine](data:image/png;base64,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)
PN: 3H32-3-7J
CAS: 220459-53-0
Molecule Weight: 245.249
Formula: C11H14F3N3
PN: 3H31-7-4F
CAS: 87394-50-1
Molecule Weight: 267.68
Formula: C10H13ClF3N3
TSCA: Not listed on TSCA inventory
