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)
| Product Number | 3H31-1-N1 |
| Synonyms | Iminodibenzyl |
| CAS | 494-19-9 |
| MDL Number | MFCD00005070 |
| Molecular Formula | C14H13N |
| Molecular Weight | 195.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 105-108 ℃
TSCA: Listed on TSCA inventory
EINECS: 207-787-1