| Product Number | 3H31-1-1T |
| Purity | 97 % |
| CAS | 101832-73-9 |
| MDL Number | MFCD01719234 |
| Molecular Formula | C10H12N2 |
| Molecular Weight | 160.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-1T
CAS: 101832-73-9
Molecule Weight: 160.22
Formula: C10H12N2
PN: 4H55-1-Y6
CAS: 41018-86-4
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H55-1-Y8
CAS: 21296-94-6
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H15-1-T2
CAS: 5416-80-8
Molecule Weight: 159.188
Formula: C10H9NO
![N-Methyl-N-[(2-methyl-1H-indol-3-yl)methyl]amine](data:image/png;base64,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)
PN: 3H31-1-85
CAS: 335032-50-3
Molecule Weight: 174.247
Formula: C11H14N2
TSCA: Not listed on TSCA inventory
