| Product Number | 4H46-5-X0 |
| Purity | 98 % |
| CAS | 71617-20-4 |
| MDL Number | MFCD00012836 |
| Molecular Formula | C13H17ClN2O |
| Molecular Weight | 252.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H46-5-X0
CAS: 71617-20-4
Molecule Weight: 252.74
Formula: C13H17ClN2O
PN: 4H01-5-1P
CAS: 80676-63-7
Molecule Weight: 241.76
Formula: C13H20ClNO
PN: 4H56-1-206
CAS: 324769-02-0
Molecule Weight: 219.328
Formula: C14H21NO
![6-Benzyl-1-oxa-6-azaspiro[2.5]octane](data:image/png;base64,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)
PN: 4H56-1-0R5
CAS: 19867-34-6
Molecule Weight: 203.285
Formula: C13H17NO
![4-[Benzyl(methyl)amino]-2,3,3-trimethylbutan-2-ol](data:image/png;base64,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)
PN: 4756-1-93
CAS: 258345-36-7
Molecule Weight: 235.371
Formula: C15H25NO
PN: 4H01-1-83
CAS: 67686-01-5
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4H01-1-1T
CAS: 76876-70-5
Molecule Weight: 219.328
Formula: C14H21NO
Melting Point: 176(dec.) ℃
DOT/IATA/IMDG: UN 3439 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
EINECS: 275-713-5
