| Product Number | 3H31-1-G8 |
| Purity | 95 % |
| CAS | 524674-30-4 |
| MDL Number | MFCD05189290 |
| Molecular Formula | C10H20N2 |
| Molecular Weight | 168.284 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-1-G8
CAS: 524674-30-4
Molecule Weight: 168.284
Formula: C10H20N2
![2-Methyl-2,8-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 3H31-1-8Q
CAS: 845290-58-6
Molecule Weight: 168.284
Formula: C10H20N2
![1-Azatricyclo[3.3.1.13,7]dec-4-ylamine](data:image/png;base64,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)
PN: 3H30-1-FP
CAS: 25920-11-0
Molecule Weight: 152.241
Formula: C9H16N2
PN: 3H32-1-3T
CAS: 883515-98-8
Molecule Weight: 225.38
Formula: C13H27N3
PN: 3H32-1-SC
CAS: 84466-85-3
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H32-1-77
CAS: 551923-14-9
Molecule Weight: 182.311
Formula: C11H22N2
TSCA: Not listed on TSCA inventory
