![1,5-Diazabicyclo[4.3.0]non-5-ene](data:image/png;base64,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)
| Product Number | 3H32-1-Z2 |
| Synonyms | 2,3,4,6,7,8-Hexahydropyrrolo[1,2-a]pyrimidine |
| Purity | 97 % |
| CAS | 3001-72-7 |
| MDL Number | MFCD00005554 |
| Molecular Formula | C7H12N2 |
| Molecular Weight | 124.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-Z2
CAS: 3001-72-7
Molecule Weight: 124.187
Formula: C7H12N2
![1,5-Diazabicyclo[4.3.0]nonene-5-tetraphenylborate](data:image/png;base64,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)
PN: 7H60-1-00
CAS: 627543-58-2
Molecule Weight: 444.43
Formula: C31H33BN2
![1,8-Diazabicyclo[5.4.0]undec-7-ene](data:image/png;base64,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)
PN: 3H32-1-18
CAS: 6674-22-2
Molecule Weight: 152.241
Formula: C9H16N2
![2,3,4,6,7,8,9,10-Octahydropyrimido[1,2-a]azepine hydrofluoride](data:image/png;base64,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)
PN: 3H32-3-31
CAS: 117523-26-9
Molecule Weight: 172.247
Formula: C9H17FN2
Boiling Point: 95-98 ℃
Refractive Index: 1.52
Density: 1
DOT/IATA/IMDG: UN 3267 - HC 8 - PG II
Flash Point: 94 ℃
TSCA: Not listed on TSCA inventory
HTN: 2933.99.9700
EINECS: 221-087-3