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)
| Product Number | 4658-1-23 |
| Purity | 98 % |
| CAS | 166108-71-0 |
| MDL Number | MFCD01321015 |
| Molecular Formula | C21H23NO6 |
| Molecular Weight | 385.416 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-23
CAS: 166108-71-0
Molecule Weight: 385.416
Formula: C21H23NO6
PN: 4656-1-0F
CAS: 260367-12-2
Molecule Weight: 341.363
Formula: C19H19NO5
![[2-[2-(2-Hydroxyethoxy)ethoxy]ethyl]carbamic acid 9H-fluoren-9-ylmethyl ester](data:image/png;base64,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)
PN: 4656-1-0D
CAS: 560088-66-6
Molecule Weight: 371.433
Formula: C21H25NO5
![[2-(2-Hydroxyethoxy)ethyl]carbamic acid 9H-fluoren-9-ylmethyl ester](data:image/png;base64,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)
PN: 4656-1-0C
CAS: 299430-87-8
Molecule Weight: 327.38
Formula: C19H21NO4
PN: 4656-1-A8
CAS: 189337-28-8
Molecule Weight: 383.488
Formula: C23H29NO4
PN: 4H58-1-JK
CAS: 1380327-56-9
Molecule Weight: 339.347
Formula: C19H17NO5
PN: 4656-1-3U
CAS: 127896-08-6
Molecule Weight: 277.323
Formula: C18H15NO2
TSCA: Not listed on TSCA inventory
