![2-[(3,4-Dichlorophenoxy)methyl]oxirane](data:image/png;base64,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)
| Product Number | 2610-5-X0 |
| Synonyms | 3-(3,4-Dichlorophenoxy)-1,2-propenoxide; 3-(3,4-Dichlorophenoxy)-1,2-epoxypropane |
| CAS | 21320-30-9 |
| MDL Number | MFCD00831502 |
| Molecular Formula | C9H8Cl2O2 |
| Molecular Weight | 219.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2610-5-X0
CAS: 21320-30-9
Molecule Weight: 219.06
Formula: C9H8Cl2O2
PN: 2607-5-22
CAS: 104-29-0
Molecule Weight: 202.63
Formula: C9H11ClO3
PN: 4H56-5-SS
CAS: 1217635-76-1
Molecule Weight: 201.65
Formula: C9H12ClNO2
PN: 6661-5-R1
CAS: 1447537-55-4
Molecule Weight: 218.7
Formula: C9H11ClO2S
PN: 2608-5-0H
CAS: 1344249-67-7
Molecule Weight: 186.64
Formula: C9H11ClO2
PN: 2608-5-11
CAS: 98919-15-4
Molecule Weight: 279.16
Formula: C12H16Cl2O3
![6-Chloro-2,3-dihydrobenzo[b][1,4]dioxine](data:image/png;base64,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)
PN: 2H10-5-0J
CAS: 57744-68-0
Molecule Weight: 170.59
Formula: C8H7ClO2
Boiling Point: 170 ℃
TSCA: Not listed on TSCA inventory
