| Product Number | 3H30-1-GS |
| Purity | 95 % |
| CAS | 143525-69-3 |
| MDL Number | MFCD06337021 |
| Molecular Formula | C11H16N2 |
| Molecular Weight | 176.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-GS
CAS: 143525-69-3
Molecule Weight: 176.263
Formula: C11H16N2
PN: 3H32-1-9P
CAS: 957065-89-3
Molecule Weight: 175.275
Formula: C12H17N
PN: 3732-5-02
CAS: 2051-79-8
Molecule Weight: 214.74
Formula: C11H19ClN2
![[3-(Pyrrolidin-1-yl)phenyl]methylamine](data:image/png;base64,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)
PN: 3H30-1-XA
CAS: 175696-70-5
Molecule Weight: 176.263
Formula: C11H16N2
PN: 4H15-1-9H
CAS: 857283-89-7
Molecule Weight: 175.231
Formula: C11H13NO
PN: 3H30-3-4C
CAS: 773899-18-6
Molecule Weight: 230.234
Formula: C11H13F3N2
PN: 3H37-1-88
CAS: 219921-68-3
Molecule Weight: 187.246
Formula: C11H13N3
PN: 3H37-1-0T
CAS: 175696-73-8
Molecule Weight: 172.231
Formula: C11H12N2
TSCA: Not listed on TSCA inventory