| Product Number | 4H56-1-60 |
| Purity | 98 % |
| CAS | 866587-85-1 |
| MDL Number | MFCD13183402 |
| Molecular Formula | C18H23NO4 |
| Molecular Weight | 317.385 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-60
CAS: 866587-85-1
Molecule Weight: 317.385
Formula: C18H23NO4
PN: 4H56-1-29
CAS: 272438-11-6
Molecule Weight: 275.304
Formula: C15H17NO4
![5-[(tert-Butoxy)carbonyl]-1H-indole-1-carboxylic acid](data:image/png;base64,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)
PN: 4H56-1-66
CAS: 188751-54-4
Molecule Weight: 261.277
Formula: C14H15NO4
PN: 4H56-1-57
CAS: 279255-90-2
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4H56-1-58
CAS: 279256-09-6
Molecule Weight: 245.278
Formula: C14H15NO3
PN: 4H16-5-04
CAS: 1823487-78-0
Molecule Weight: 279.72
Formula: C14H14ClNO3
PN: 4H23-1-P7
CAS: 917562-23-3
Molecule Weight: 275.304
Formula: C15H17NO4
PN: 4H56-1-23
CAS: 354587-63-6
Molecule Weight: 275.304
Formula: C15H17NO4
TSCA: Not listed on TSCA inventory