| Product Number | 3H30-1-6D |
| Synonyms | (1-Methyl-1H-indol-7-yl)methylamine |
| Purity | 97 % |
| CAS | 937795-97-6 |
| MDL Number | MFCD09879961 |
| Molecular Formula | C10H12N2 |
| Molecular Weight | 160.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-6D
CAS: 937795-97-6
Molecule Weight: 160.22
Formula: C10H12N2
![1-Methyl-7-[(methylamino)methyl]-1H-indole](data:image/png;base64,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)
PN: 3H31-1-1J
CAS: 709649-75-2
Molecule Weight: 174.247
Formula: C11H14N2
PN: 3H37-1-T9
CAS: 52951-14-1
Molecule Weight: 156.188
Formula: C10H8N2
PN: 3H30-1-AD
CAS: 864264-03-9
Molecule Weight: 160.22
Formula: C10H12N2
![1-Methyl-5-[(methylamino)methyl]-1H-indole](data:image/png;base64,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)
PN: 3H31-1-99
CAS: 709649-73-0
Molecule Weight: 174.247
Formula: C11H14N2
PN: 3H31-1-1Y
CAS: 1007877-68-0
Molecule Weight: 160.22
Formula: C10H12N2
TSCA: Not listed on TSCA inventory
