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R-15 is about a boy, Taketo Akutagawa, who attends a school for geniuses: Inspiration Academy Private High School. Taketo is a genius novelist and writes erotica. Despite negative perceptions many people have of him, he aims to be at the top of his class and be recognized as the world's greatest writer.
Before the war began the German armed forces Heereswaffenamt compiled a list of known foreign equipment and assigned a unique number to each weapon. These weapons were called Fremdgerät or Beutegerät ("foreign device" or "captured device") and their technical details were recorded in a fourteen-volume set that was periodically updated.
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The R-15 missile was planned to have a range of 1,000 kilometers and the design required improvements from the D-1 and D-2 systems. The missile was planned to launch directly from the launch tube unlike the D-1 and D-2, which had to be raised. [2] The R-15 missile was designed for a nuclear submarine in 1958.
15: 15 R McCoig 2 7 J Paulson 15: 15 P Tyrrell 8 3 P Tyrrell 15: 15 P Modi 4 7 J Paulson 6 15: 15 R Purser 15: 10 9 M Tredgett 12 15: 5 R Purser 15: 12 15 R Purser 15: 15 Moo F L 6 10 J Mbelwa 0 2 Moo F L 15: 15
Malvin Russell "Mal" Goode Sr. (February 13, 1908 – September 12, 1995) was an African-American television journalist and news correspondent. Education and early work [ edit ]
105853 Ensembl ENSG00000147676 ENSMUSG00000024479 UniProt Q969L2 Q8BI08 RefSeq (mRNA) NM_052886 NM_178920 RefSeq (protein) NP_443118 NP_443118.1 NP_849251 Location (UCSC) Chr 8: 119.17 – 119.25 Mb Chr 15: 54.43 – 54.47 Mb PubMed search Wikidata View/Edit Human View/Edit Mouse Protein MAL2 is a protein that in humans is encoded by the MAL2 gene. This gene encodes a multispan transmembrane ...
He generalized the Lie group–Lie algebra correspondence; [1] his generalization is now known as the Mal'cev correspondence. [ 2 ] [ 3 ] Malcev [ 4 ] proved that there is a category isomorphism between the category of torsion-free radicable nilpotent groups of finite rank and the category of nilpotent finite-dimensional rational Lie algebras.