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)
| Product Number | 2707-9-13 |
| Synonyms | Benzyl (3-bromoprop-1-yl) ether |
| Purity | 98 % |
| CAS | 54314-84-0 |
| MDL Number | MFCD00134570 |
| Molecular Formula | C10H13BrO |
| Molecular Weight | 229.117 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-9-13
CAS: 54314-84-0
Molecule Weight: 229.117
Formula: C10H13BrO
PN: 2707-1-09
CAS: 64839-09-4
Molecule Weight: 180.247
Formula: C11H16O2
![2-[(Benzyloxy)methyl]propane-1,3-diol](data:image/png;base64,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)
PN: 2607-1-22
CAS: 117087-18-0
Molecule Weight: 196.246
Formula: C11H16O3
PN: 4H56-1-06S
CAS: 16728-64-6
Molecule Weight: 165.236
Formula: C10H15NO
Boiling Point: 130-132 ℃
Density: 1.3
Flash Point: 113 ℃
TSCA: Not listed on TSCA inventory
