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)
| Product Number | 2608-1-01 |
| CAS | 172900-74-2 |
| MDL Number | MFCD12768300 |
| Molecular Formula | C12H18O4 |
| Molecular Weight | 226.272 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2608-1-01
CAS: 172900-74-2
Molecule Weight: 226.272
Formula: C12H18O4
PN: 2H01-1-19
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Molecule Weight: 180.203
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PN: 2H01-1-11
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Molecule Weight: 180.203
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PN: 2H21-1-X0
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PN: 2608-1-0G
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PN: 2H17-1-1C
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Molecule Weight: 178.187
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PN: 2621-1-11
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Molecule Weight: 224.256
Formula: C12H16O4
TSCA: Not listed on TSCA inventory
HTN: 2909.49.1000