![6,6-Difluorospiro[3.3]heptane-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 2221-3-23 |
| Purity | 97.0 % |
| CAS | 1419101-45-3 |
| MDL Number | MFCD23106456 |
| Molecular Formula | C8H10F2O2 |
| Molecular Weight | 176.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2221-3-23
CAS: 1419101-45-3
Molecule Weight: 176.163
Formula: C8H10F2O2
![6,6-Difluorospiro[2.5]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 2221-3-0L
CAS: 1447943-53-4
Molecule Weight: 190.19
Formula: C9H12F2O2
PN: 2221-3-29
CAS: 849669-20-1
Molecule Weight: 164.152
Formula: C7H10F2O2
PN: 2121-3-46
CAS: 244022-64-8
Molecule Weight: 314.156
Formula: C9H9F7O4
PN: 2221-3-07
CAS: 915030-40-9
Molecule Weight: 178.179
Formula: C8H12F2O2
PN: 2221-3-44
CAS: 122665-97-8
Molecule Weight: 164.152
Formula: C7H10F2O2
PN: 2221-3-13
CAS: 86301-98-6
Molecule Weight: 330.27
Formula: C14H16F6O2
PN: 2221-3-34
CAS: 20116-32-9
Molecule Weight: 404.229
Formula: C13H13F9O4
TSCA: Not listed on TSCA inventory