Neoxaline
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Category | Enzyme inhibitors |
Catalog number | BBF-05692 |
CAS | 909900-78-3 |
Molecular Weight | 435.47 |
Molecular Formula | C23H25N5O4 |
Purity | >95% by HPLC |
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Capabilities & Facilities
Fermentation Lab
4 R&D and scale-up labs
2 Preparative purification labs
Fermentation Plant
Semi pilot, pilot and industrial plant 4 Manufacturing sites 7 Production lines at pilot scale 100+ Reactors of 30-4000 L; 170+ reactors of 20 KL-30 KL; 24+ reactors of >100 KL 2 Hydrogenation reactors (200 L, 4Mpa and 1000L, 4Mpa)
Product Description
Neoxaline is an alkaloid fungal metabolite originally isolated from Aspergillus japonicus. It inhibits the proliferation of Jurkat cells and induces cell cycle arrest at the G(2)/M phase.
- Specification
- Properties
- Reference Reading
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Related CAS | 71812-10-7 |
Synonyms | (3E,6S,7aR,12aS)-7a-(1,1-dimethyl-2-propen-1-yl)-6,7,7a,12-tetrahydro-6-hydroxy-3-(1H-imidazol-5-ylmethylene)-12-methoxy-1H,5H-imidazo[1',2':1,2]pyrido[2,3-b]indole-2,5(3H)-dione; Epi-neoxaline; (6S,7aR,12aS,E)-3-((1H-imidazol-5-yl)methylene)-6-hydroxy-12-methoxy-7a-(2-methylbut-3-en-2-yl)-6,7,7a,12-tetrahydro-1H,5H-imidazo[1',2':1,2]pyrido[2,3-b]indole-2,5(3H)-dione |
Storage | Store at 2-8°C for short term (days to weeks) or -20°C for long term (months to years) |
IUPAC Name | (1S,9R,11S,14E)-11-hydroxy-14-(1H-imidazol-5-ylmethylidene)-2-methoxy-9-(2-methylbut-3-en-2-yl)-2,13,16-triazatetracyclo[7.7.0.01,13.03,8]hexadeca-3,5,7-triene-12,15-dione |
Canonical SMILES | CC(C)(C=C)C12CC(C(=O)N3C1(NC(=O)C3=CC4=CN=CN4)N(C5=CC=CC=C25)OC)O |
InChI | InChI=1S/C23H25N5O4/c1-5-21(2,3)22-11-18(29)20(31)27-17(10-14-12-24-13-25-14)19(30)26-23(22,27)28(32-4)16-9-7-6-8-15(16)22/h5-10,12-13,18,29H,1,11H2,2-4H3,(H,24,25)(H,26,30)/b17-10+/t18-,22-,23-/m0/s1 |
InChI Key | HHLNXXASUKFCCX-FUNOPTADSA-N |
Appearance | Needles |
Melting Point | 202°C (dec.) |
Density | 1.443 g/cm3 |
Solubility | Soluble in Chloroform, DMSO, Methanol |
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Bio Calculators
* Our calculator is based on the following equation:
Concentration (start) x Volume (start) = Concentration (final) x Volume (final)
It is commonly abbreviated as: C1V1 = C2V2
