| Product Number | 3H30-5-35 |
| Synonyms | 1-(2-Amino-1-phenylethyl)pyrrolidine dihydrochloride; beta-(Pyrrolidin-1-yl)phenethylamine dihydrochloride |
| Purity | 95 % |
| CAS | 31788-96-2 |
| MDL Number | MFCD08445576 |
| Molecular Formula | C12H20Cl2N2 |
| Molecular Weight | 263.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-35
CAS: 31788-96-2
Molecule Weight: 263.21
Formula: C12H20Cl2N2
PN: 3H30-3-1P
CAS: 876710-64-4
Molecule Weight: 208.28
Formula: C12H17FN2
PN: 3H37-5-41
CAS: 31788-76-8
Molecule Weight: 222.72
Formula: C12H15ClN2
PN: 3H37-1-3C
CAS: 31466-31-6
Molecule Weight: 186.258
Formula: C12H14N2
![2-Pyrrolidinyl-2-[4-(trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3H30-3-2A
CAS: 885950-66-3
Molecule Weight: 258.288
Formula: C13H17F3N2
PN: 4H30-1-91
CAS: 31466-55-4
Molecule Weight: 220.316
Formula: C13H20N2O
PN: 3H31-1-0L
CAS: 136329-39-0
Molecule Weight: 204.317
Formula: C13H20N2
TSCA: Not listed on TSCA inventory
