| Product Number | 3630-1-18 |
| Synonyms | 4-[3-(4-Aminophenyl)adamantan-1-yl]aniline |
| Purity | 98.0 % |
| CAS | 58788-79-7 |
| MDL Number | MFCD01826934 |
| Molecular Formula | C22H26N2 |
| Molecular Weight | 318.464 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-1-18
CAS: 58788-79-7
Molecule Weight: 318.464
Formula: C22H26N2
PN: 8764-1-04
CAS: 1980039-16-4
Molecule Weight: 315.43
Formula: C15H25NO4S
![4-(Bicyclo[1.1.1]pentan-1-yl)aniline](data:image/png;base64,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)
PN: 3730-1-79
CAS: 1823343-61-8
Molecule Weight: 159.232
Formula: C11H13N
PN: 3730-5-36
CAS: 175136-55-7
Molecule Weight: 269.86
Formula: C16H28ClN
TSCA: Not listed on TSCA inventory
