| Product Number | 3H32-5-WH |
| Purity | 98 % |
| CAS | 159503-76-1 |
| MDL Number | MFCD11048391 |
| Molecular Formula | C11H13ClN2 |
| Molecular Weight | 208.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-WH
CAS: 159503-76-1
Molecule Weight: 208.69
Formula: C11H13ClN2
PN: 3H30-5-6C
CAS: 887581-96-6
Molecule Weight: 180.64
Formula: C9H9ClN2
![N-Methyl-N-[1H-indol-3-yl)methyl]amine](data:image/png;base64,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)
PN: 3H31-1-84
CAS: 36284-95-4
Molecule Weight: 160.22
Formula: C10H12N2
PN: 3H31-1-9R
CAS: 57506-64-6
Molecule Weight: 236.318
Formula: C16H16N2
TSCA: Not listed on TSCA inventory
