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)
| Product Number | 4H56-1-UD |
| Synonyms | N-Benzyltropinone |
| Purity | 98.0 % |
| CAS | 28957-72-4 |
| MDL Number | MFCD00151640 |
| Molecular Formula | C14H17NO |
| Molecular Weight | 215.296 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 1 g | $ 98 | In Stock | ||
| 5 g | $ 128 | In Stock | ||
| 25 g | $ 320 | In Stock | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-UD
CAS: 28957-72-4
Molecule Weight: 215.296
Formula: C14H17NO
![8-Benzyl-8-azabicyclo[3.2.1]octan-3-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-AW
CAS: 83393-23-1
Molecule Weight: 251.75
Formula: C14H18ClNO
![9-Benzyl-3-oxo-9-azabicyclo[3.3.1]nonane](data:image/png;base64,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)
PN: 4H56-1-LF
CAS: 2291-58-9
Molecule Weight: 229.323
Formula: C15H19NO
PN: 4H56-1-NZ
CAS: 203661-73-8
Molecule Weight: 203.285
Formula: C13H17NO
PN: 4H56-1-203
CAS: 89467-37-8
Molecule Weight: 217.312
Formula: C14H19NO
PN: 4H56-1-204
CAS: 89467-36-7
Molecule Weight: 217.312
Formula: C14H19NO
PN: 4H58-1-391
CAS: 1184689-45-9
Molecule Weight: 233.311
Formula: C14H19NO2
PN: G311-A-49
CAS: 3612-20-2
Molecule Weight: 189.258
Formula: C12H15NO
Melting Point: 28-29 ℃
Boiling Point: 124 ℃
Refractive Index: 1.5526
Density: 1.11
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 249-329-3