| Product Number | 3H32-1-PD |
| Purity | 95 % |
| CAS | 37560-44-4 |
| MDL Number | MFCD02665222 |
| Molecular Formula | C12H13N |
| Molecular Weight | 171.243 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-PD
CAS: 37560-44-4
Molecule Weight: 171.243
Formula: C12H13N
PN: 3H32-1-PF
CAS: 37560-42-2
Molecule Weight: 171.243
Formula: C12H13N
PN: 3H32-1-NY
CAS: 37560-45-5
Molecule Weight: 171.243
Formula: C12H13N
PN: 3H32-1-NZ
CAS: 2437-42-5
Molecule Weight: 157.216
Formula: C11H11N
PN: 3H32-1-PC
CAS: 15898-23-4
Molecule Weight: 171.243
Formula: C12H13N
PN: 3H32-1-PE
CAS: 37560-43-3
Molecule Weight: 171.243
Formula: C12H13N
PN: 3H30-1-MC
CAS: 137352-75-1
Molecule Weight: 172.231
Formula: C11H12N2
![[3-(1H-Pyrrol-1-yl)phenyl]methylamine](data:image/png;base64,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)
PN: 3H30-1-1D
CAS: 368869-95-8
Molecule Weight: 172.231
Formula: C11H12N2
TSCA: Not listed on TSCA inventory