| Product Number | 1700-5-Z3 |
| Synonyms | 1-Chloro-4-[chloro(phenyl)methyl]benzene |
| CAS | 134-83-8 |
| MDL Number | MFCD00000856 |
| Molecular Formula | C13H10Cl2 |
| Molecular Weight | 237.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 1700-5-0D
CAS: 20001-65-4
Molecule Weight: 175.05
Formula: C8H8Cl2
![1-[chloro(4-Chlorophenyl)methyl]-2,3,4,5,6-pentamethylbenzene](data:image/png;base64,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)
PN: 1700-5-18
CAS: 263367-08-4
Molecule Weight: 307.26
Formula: C18H20Cl2
Boiling Point: 159-160 ℃
Density: 1.24
DOT/IATA/IMDG: UN 3265 - HC 8 - PG II
Flash Point: 194 ℃
TSCA: Listed on TSCA inventory
EINECS: 205-158-6
