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)
| Product Number | 2617-5-0K |
| Purity | 95 % |
| CAS | 172739-45-6 |
| MDL Number | MFCD04126369 |
| Molecular Formula | C11H13ClO3 |
| Molecular Weight | 228.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-5-0K
CAS: 172739-45-6
Molecule Weight: 228.67
Formula: C11H13ClO3
PN: 2620-1-08
CAS: 248595-17-7
Molecule Weight: 208.213
Formula: C11H12O4
PN: 2620-1-40
CAS: 37470-42-1
Molecule Weight: 180.203
Formula: C10H12O3
![1-{4-[(5-Bromopentyl)oxy]-2-hydroxyphenyl}ethan-1-one](data:image/png;base64,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)
PN: 2620-9-07
CAS: 40785-72-6
Molecule Weight: 301.18
Formula: C13H17BrO3
PN: 2H17-5-06
CAS: 113500-08-6
Molecule Weight: 226.66
Formula: C11H11ClO3
PN: 2620-1-Z1
CAS: 552-41-0
Molecule Weight: 166.176
Formula: C9H10O3
PN: 2629-1-61
CAS: 42059-48-3
Molecule Weight: 194.186
Formula: C10H10O4
TSCA: Not listed on TSCA inventory
