![7-Benzyl-1,7-diazaspiro[4.5]decane](data:image/png;base64,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)
| Product Number | 3H31-1-AR |
| Purity | 98.0 % |
| CAS | 1086395-20-1 |
| MDL Number | MFCD11223519 |
| Molecular Formula | C15H22N2 |
| Molecular Weight | 230.355 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-1-AR
CAS: 1086395-20-1
Molecule Weight: 230.355
Formula: C15H22N2
![8-Benzyl-1,8-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 3H31-1-9U
CAS: 1086395-04-1
Molecule Weight: 244.382
Formula: C16H24N2
PN: 3H31-1-16
CAS: 477600-70-7
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-1-5F
CAS: 1354621-59-2
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-1-5G
CAS: 384338-23-2
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-5-91
CAS: 477600-68-3
Molecule Weight: 291.26
Formula: C14H24Cl2N2
PN: 3H31-5-2Q
CAS: 1062580-52-2
Molecule Weight: 291.26
Formula: C14H24Cl2N2
PN: 3H31-5-9C
CAS: 1228879-37-5
Molecule Weight: 291.26
Formula: C14H24Cl2N2
TSCA: Not listed on TSCA inventory