![1-Azoniatricyclo[6.2.2.0~2,7~]dodeca-2(7),3,5-triene chloride](data:image/png;base64,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)
| Product Number | 3H33-5-09 |
| CAS | 849060-88-4 |
| MDL Number | MFCD06796369 |
| Molecular Formula | C11H14ClN |
| Molecular Weight | 195.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H33-5-09
CAS: 849060-88-4
Molecule Weight: 195.69
Formula: C11H14ClN
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Molecule Weight: 147.221
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Molecule Weight: 147.221
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Molecule Weight: 198.69
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PN: 3H31-1-CZ
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Molecule Weight: 175.275
Formula: C12H17N
TSCA: Not listed on TSCA inventory