| Product Number | 3H32-3-42 |
| Purity | 98 % |
| CAS | 1011-15-0 |
| MDL Number | MFCD00040726 |
| Molecular Formula | C10H13FN2 |
| Molecular Weight | 180.226 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 50 | In Stock | |
| 100 g | 150 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 3H32-3-42
CAS: 1011-15-0
Molecule Weight: 180.226
Formula: C10H13FN2
PN: 3H30-3-2U
CAS: 887268-29-3
Molecule Weight: 271.339
Formula: C16H18FN3
PN: 3H30-3-18
CAS: 221198-99-8
Molecule Weight: 209.268
Formula: C11H16FN3
PN: 3H32-3-10
CAS: 115761-79-0
Molecule Weight: 198.217
Formula: C10H12F2N2
PN: 3H30-3-1X
CAS: 873537-27-0
Molecule Weight: 223.295
Formula: C12H18FN3
PN: 3H32-3-W2
CAS: 2252-63-3
Molecule Weight: 180.226
Formula: C10H13FN2
PN: 3H31-7-X0
CAS: 64090-19-3
Molecule Weight: 253.14
Formula: C10H15Cl2FN2
![2-Amino-1-[4-(2-fluorophenyl)piperazin-1-yl]ethan-1-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-B7
CAS: 1605772-63-1
Molecule Weight: 273.74
Formula: C12H17ClFN3O
Boiling Point: 96-98 ℃
TSCA: Not listed on TSCA inventory
EINECS: 213-780-4