[AKAD-135]发行于2006-02-26时长97分钟出品商是レッド,AKAD-135作品种子搜索下载,朝丘南(緒川夕貴)[AN-110]发行于2006-02-23时长95分钟出品商是アイデアポケット,AN-110作品种子搜索下载
[AKAD-135]发行于2006-02-26时长97分钟出品商是レッド,AKAD-135作品种子搜索下载,朝丘南(緒川夕貴)[AN-110]发行于2006-02-23时长95分钟出品商是アイデアポケット,AN-110作品种子搜索下载
1 135 山;;;l::l;:::l:;;:l:::l;;;l;ょl;T14l :l 1;l l :I998噌A o h a Q a a り w d u u o o ︒ v UD a u 74 11 9.90 11 2.80 oz u ‑υ n u n ‑a n u uu ︑︐& 附H 4a 5 M D A U A...
细弱点地梅,科学名称为Androsace gracilis Hand. -Mazz., 是一种在植物学领域内被记录的物种。首次在1924年的《维也纳科学院数学-自然科学学报》(Anz. Akad. Wiss. Wien. Math. -Nat. 61: 135)上被Hand. -Mazz. 描述和发表。随后,在1927年的《爱丁堡皇家植物园通报》(Not. Roy. Bot. Gard...
Vescī Akad. Navuk BSSR Ser. Fīz.-Mat. NavukSementovskiĭ, V. GSementovskH V G. Pronormal subgroups of finite groups [J]. Vesci Akad.Navuk BSSR Ser. Fiz.-Mat.Navuk, 1973, 135: 12-16.Sementovskii V G.Pronormal subgroups of finite groups. VesciAkad.Navuk BSSR Ser. Fiz.-...
Na podstawie zgłoszenia nr P.439502 Urząd Patentowy Rzeczpospolitej Polskiej udzielił na rzecz Polskiego Górnictwa Naftowego i Gazownictwa S.A., Instytutu Fizyki Molekularnej Polskiej Akademii Nauk oraz Politechniki Wrocławskiej patentu na wynalazek pt.: „Sposób separacji cieczy...
Bibliographic Code: 1987huba.conf..135H Citations: 0 Periodic analysis of gamma-ray data First Author: Protheroe, R. J. Astronomical Society of Australia, Proceedings (ISSN 0066-9997), vol. 7, no. 2, 1987, p. 167-172. Research supported by the Australian Research Grants Scheme. ...
Part 2 (philosophy, religion, and Tunhuang):Early Medieval China2 (1995-96):135-44. Klein, Ken. "Bibliography of Western works on early medieval China (1994-96)."Early Medieval China3 (1997):110-6. Kubozoe Yoshifumi. "Japanese research in recent years on the history of Wei, Chin and...
(1992) Barrer, R.M., et al., Zeitschrift fuer Kristallographie, Kristallgeometrie, Kristallphysik, Kristallchemie, v135, 374-390 (1972) Page 36 ICSD 9549 9548 31370 31369 31372 31371 22054 22055 63502 24457 6314 96813 96814 96815 20473 172233 172237 172234 172235 172236 172238 172239 16535 ...
(133)–(135) for several values of He. The nonlinear boundary value problem was solved with the boundary conditions W = φ = 0 and P = 1 at the boundaries at ξ = ±10. One can see that the solitary envelope pulse is composed of a single maximum of the localized vector potential W...