![(1,5-Dinitro-3-azabicyclo[3.3.1]non-6-en-3-yl)acetic acid](data:image/png;base64,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)
| Product Number | 4H54-1-6D |
| CAS | 268217-01-2 |
| MDL Number | MFCD01571521 |
| Molecular Formula | C10H13N3O6 |
| Molecular Weight | 271.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory