&A : A = k j 1: 4-way., A set x, way y, way y LRU y, way., A (x,y).,,, L1( 1) L2, L3 3. L1., L2,L3., TLB(Translation Lookaside Buffer). OS,. TLB, ( ),
|
|
|
- れいな あいきょう
- 7 years ago
- Views:
Transcription
1 1?,. 1,.,,. n-way (n ). 1, 4-way, n-way n (way).,., 1., ( set x ) (x), n., 2, 2 s, 2 l (, s, l )., s + l s., s,., n s. n. s + l way, (set,way)., way,. way, LRU(Least Recently Used, ). way. way, (,...). 1,. スーパーコンピューティングニュース
2 &A : A = k j 1: 4-way., A set x, way y, way y LRU y, way., A (x,y).,,, L1( 1) L2, L3 3. L1., L2,L3., TLB(Translation Lookaside Buffer). OS,. TLB, ( ),., TLB. 2. fortran fortran. C スーパーコンピューティングニュース
3 , fortran.,.,,? (compulsory miss). 2. (capacity miss). 3. (conflict miss). 2.1 (compulsory miss) 1.. (malloc ),.,. 1, (prefetch),.,. 2.2 (capacity miss) 2.,., ( ).,,., ( ).,., スーパーコンピューティングニュース
4 ,. 2.3 (conflict miss) 2. ( ),., 3.,.,. (,, ). 1 A, B, C, D.,,., A(1) (0,*) 2. 4way 1 2, 2. (0,*) (1,*) (2,*) (*,0) A(1) A(2) A(3) A(4) A(5) A(6) (*,1) B(1) B(2) B(3) B(4) B(5) B(6) (*,2) C(1) C(2) C(3) C(4) C(5) C(6) (*,3) D(1) D(2) D(3) D(4) D(5) D(6) 2:, A,B,C,D., A,B,C,D, A,B,C,D.,,., E( ),?., (0,*). (0,*) 2 L1, 1way.,. スーパーコンピューティングニュース
5 {A(1),A(2)},{B(1),B(2)},{C(1),C(2)},{D(1),D(2)},{E(1),E(2)}.,. A(1) B(1) C(1) D(1) E(1) A(2), (0,*) 4way D(1), E(1) A(1) (0,0), E(1)( {E(1),E(2)} )., A(2) {A(1),A(2)},., B(1) (0,1), A(2) (0,1).,,. (Cache thrashing). (way ),.,., E E(1) (1,*)., A(1) B(1) C(1) D(1) E(1) A(2),. A(1), B(1), C(1), D(1), E(1) ( 3). (0,*) (1,*) (2,*) (*,0) A(1) A(2) E(1) E(2) (*,1) B(1) B(2) (*,2) C(1) C(2) (*,3) D(1) D(2) 3:, E(1) A(1),.,, E., A,B,C,D., A E B,C,D. 1., A,E, スーパーコンピューティングニュース
6 .,, E(1) (1,*), A E,., E(1)., 1 (1way )., ,.,.,,.,., fortran -. integer :: LDA, N real :: A(LDA,N), X(N), Y(N) Y(1:N)=0.0 do J=1,N do I=1,N Y(I)=Y(I)+A(I,J)*X(J),. N 2,. integer :: LDA, N real :: A(LDA,N), X(N), Y(N) Y(1:N)=0.0 do J=1,N,2 do I=1,N Y(I)=Y(I)+A(I,J)*X(J)+A(I,J+1)*X(J+1) スーパーコンピューティングニュース
7 , A(I,J)*X(J) Y(I),. ( ), Y. [1], A.. integer :: LDA, N real :: A(LDA,N), X(N), Y(N) do J=1,N do I=1,N Y(J)=Y(J)+A(I,J)*X(J) Y(I)=Y(I)+A(I,J)*X(J) Y(J)=Y(J)+A(J,J)*X(J). (, 0 ) integer :: LDA, N real :: A(LDA,N), X(N), Y(N), D(N) do J=1,N D(J)=A(J,J); A(J,J)=0.0 do J=1,N,2 do I=1,J Y(J+0)=Y(J+0)+A(I,J+0)*X(J+0) Y(J+1)=Y(J+1)+A(I,J+1)*X(J+1) Y(I)=Y(I)+A(I,J+0)*X(J+0)+A(I,J+1)*X(J+1) do J=1,N Y(J)=Y(J)+D(J)*X(J); A(J,J)=D(J). 2,. スーパーコンピューティングニュース
8 ,, NG. [1], (4096 ±64 ). SR8000F1 1PE, Power3., L1 128KB 4way. 15, 4 ( M-, ). [MFLOPS] Effect of the dimension in Matrix-Vector multiplications δ=32 M-3 M-4 M-5 M-6 M-7 M-8 M-9 M-10 M-12 M-13 M-14 M dimension of the array 4: SR8000F1 4 ( ), (MFLOPS, FLOPS 1, M 10 9 )., ( ),.,?, ?,. LDA, N.. fortran, スーパーコンピューティングニュース
9 ( leading dimension ), 1., A(1,1) A(2,1) ( ), A(1,1) A(1,2). A(I,J),A(I,J+1), A(I,J+1) A(I,J) ( ) % ( /way / ( 8 )) ( ). SR8000F1, ( /way / ) 4096 (=128K/4/8)., N=LDA=4096 A(I,J) A(I,J+1)., way 4, 4 A, 5. 2 (X Y), 3., N 4096? N=4097 A. SR8000F1 128 ( 16 ),. 5. (0,*) (*,0) (1,1) (2,1) (15,1) (16,1) (*,1) (1,2) (14,2) (15,2) (*,2) (13,3) (14,3) (*,3) (12,4) (13,4) 5: 4 J=1., A (0,*),., LDA=4096+6=4102, 4 A(1,4) A(1,1) 6*3=18(> 16), (0,3) (1,3) ( 6)., , SR8000., 2., ad hoc *C (C 1 ) スーパーコンピューティングニュース
10 (0,*) (1,*) (*,0) (1,1) (2,1) (15,1) (16,1) (17,1) (18,1) (*,1) (9,2) (10,2) (11,2) (12,2) (*,2) (3,3) (4,3) (5,3) (6,3) (*,3) (1,4) 6:., *C,., (, 4096 ). 2.5?, k, A N A?.,,.,, ( ),. [2],. : n-way 1way 2 L (, n 2 L )., N A., k, i,., δ. 0 < i < k/n, mod(i N A + 2 L, 2 L 1 ) 2 L 1 < δ (1), N A,. スーパーコンピューティングニュース
![5?, k, A N A?.,,.,, ( ),. [2],. : n-way 1way 2 L (, n 2 L )., N A., k, i,., δ.](/docs-images/44/20590908/images/page_10.jpg "0 < i < k/n, mod(i N A + 2 L, 2 L 1 ) 2 L 1 < δ (1), N A,.")
11 2.6, A.,.,.. 2 A, B, way., B(1,1) A(1,1) (2 L 1,*).,.,.. 3,.,.,.,,.. [1], :, SACSIS2003, pp , [2], :,, No. SIG 6 (ACS 6), Vol. 45, pp , スーパーコンピューティングニュース
![. [1], :, SACSIS2003, pp.145-152, 2003.](/docs-images/44/20590908/images/page_11.jpg "[2], :,, No. SIG 6 (ACS 6), Vol. 45, pp.")
cpu2007lectureno2.ppt
Cache Cache Cache cache cache 17.10.2007 1 17.10.2007 2 Cache Register:FF circuits Cache:Bipolar,CMOS SRAM Main Storage:SRAM,DRAM Disk Cache:DRAM 17.10.2007 3 SRAM Cell Structure (1 bit) 17.10.2007 4 temporal
x : = : x x
x : = : x x x :1 = 1: x 1 x : = : x x : = : x x : = : x x ( x ) = x = x x = + x x = + + x x = + + + + x = + + + + +L x x :1 = 1: x 1 x ( x 1) = 1 x 2 x =1 x 2 x 1= 0 1± 1+ 4 x = 2 = 1 ± 5 2 x > 1
28 27 8 4 10 17 2 27 8 7 14 00 1 27 8 14 15 00 2 27 8 21 15 00 1 4 5 2 6 1 27 ABCD 6 2 2 5 5 8% 108 100 49 2 13 140 22 12 7 153-8501 19 23 03-5478-1225 27 8 4 (1) (2) (3) (1) (2) (3) (4) (5) (6) (7) (8)
1
005 11 http://www.hyuki.com/girl/ http://www.hyuki.com/story/tetora.html http://www.hyuki.com/ Hiroshi Yuki c 005, All rights reserved. 1 1 3 (a + b)(a b) = a b (x + y)(x y) = x y a b x y a b x y 4 5 6
... 3... 3... 3... 3... 4... 7... 10... 10... 11... 12... 12... 13... 14... 15... 18... 19... 20... 22... 22... 23 2
1 ... 3... 3... 3... 3... 4... 7... 10... 10... 11... 12... 12... 13... 14... 15... 18... 19... 20... 22... 22... 23 2 3 4 5 6 7 8 9 Excel2007 10 Excel2007 11 12 13 - 14 15 16 17 18 19 20 21 22 Excel2007
11042 計算機言語7回目 サポートページ:
11042 7 :https://goo.gl/678wgm November 27, 2017 10/2 1(print, ) 10/16 2(2, ) 10/23 (3 ) 10/31( ),11/6 (4 ) 11/13,, 1 (5 6 ) 11/20,, 2 (5 6 ) 11/27 (7 12/4 (9 ) 12/11 1 (10 ) 12/18 2 (10 ) 12/25 3 (11
~こ 分 ~ネ( / ) グループ (II) 1は 表 1 の 20, 21 の 疑 問 文 すなわち 文 末 形 式 が r~ ショウカ( 意 志 ) 場 合 が 付 く 場 合 の 表 現 機 能 の 違 いが 顕 著 である まずは Y/N~ショウカ 1 {~ね> 付 加 の 文 とも 付 加 の 文 とも 異 なる (ll 語 文 ~ r 情 報 論 における W~
MultiWriter 5600C 活用マニュアル
1 *1 2 3 4 5 6 7 8 1 2 3 4 5 6 7 8 9 9 1 2 3 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 1 2 3 a b c 26 27 28 C *1 *2 *2 29 2 2 2 2 2 2 2 2 2 30 *1 *2 ± *1 C C 31 32 33 34 35 36 M C Y K 1 2 3 4 5 6
程蘊(ていうん).indd
1963 1964 3 1963 1 2 3 1 2 3 1963 1964 1962 LT 1963 4 5 9 30 6 7 10 8 9 10 26 10 10 27 11 12 13 14 15 1 2 34 16 1963 10 7 17 18 19 10 8 20 8 9 10 16 21 22 17 22 10 24 23 10 27 24 28 25 30 26 27 11 20 UNHCR
2004
2008 3 20 400 1 1,222 7 1 2 3 55.8 54.8 3 35.8 6 64.0 50.5 93.5 1 1,222 1 1,428 1 1,077 6 64.0 52.5 80.5 56.6 81.5 30.2 1 2 3 7 70.5 1 65.6 2 61.3 3 51.1 1 54.0 2 49.8 3 32.0 68.8 37.0 34.3 2008 3 2 93.5
GT-3 P GT-3-6F GT GT GT GT GT GT GT
150-1.5GT-3 P 30-1.5GT-3-6F 40.5-1.5GT 40.50 27 45-1.5GT 45.00 30 48-1.5GT 48.00 32 51-1.5GT 51.00 34 61.5-1.5GT 61.50 41 69-1.5GT 69.00 46 70.5-1.5GT 70.50 47 72-1.5GT 72.00 48 73.5-1.5GT 73.50 49 76.5-1.5GT
http://banso.cocolog-nifty.com/ 100 100 250 5 1 1 http://www.banso.com/ 2009 5 2 10 http://www.banso.com/ 2009 5 2 http://www.banso.com/ 2009 5 2 http://www.banso.com/ < /> < /> / http://www.banso.com/
DRAM SRAM SDRAM (Synchronous DRAM) DDR SDRAM (Double Data Rate SDRAM) DRAM 4 C Wikipedia 1.8 SRAM DRAM DRAM SRAM DRAM SRAM (256M 1G bit) (32 64M bit)
2016.4.1 II ( ) 1 1.1 DRAM RAM DRAM DRAM SRAM RAM SRAM SRAM SRAM SRAM DRAM SRAM SRAM DRAM SRAM 1.2 (DRAM, Dynamic RAM) (SRAM, Static RAM) (RAM Random Access Memory ) DRAM 1 1 1 1 SRAM 4 1 2 DRAM 4 DRAM
untitled
20 7 1 22 7 1 1 2 3 7 8 9 10 11 13 14 15 17 18 19 21 22 - 1 - - 2 - - 3 - - 4 - 50 200 50 200-5 - 50 200 50 200 50 200 - 6 - - 7 - () - 8 - (XY) - 9 - 112-10 - - 11 - - 12 - - 13 - - 14 - - 15 - - 16 -
untitled
19 1 19 19 3 8 1 19 1 61 2 479 1965 64 1237 148 1272 58 183 X 1 X 2 12 2 15 A B 5 18 B 29 X 1 12 10 31 A 1 58 Y B 14 1 25 3 31 1 5 5 15 Y B 1 232 Y B 1 4235 14 11 8 5350 2409 X 1 15 10 10 B Y Y 2 X 1 X
システムLSIとアーキテクチャ技術 （part II：オンチップ並列 アーキテクチャ）
コンピュータ基礎記憶階層とキャッシュその2 テキスト第 10 章 天野英晴 hunga@am.ics.keio.ac.jp 記憶システム 膨大な容量を持ち アクセス時間 ( 読み出し 書き込み ) が短いメモリが欲しい! しかし 容量の大きい ( ビット単価が安い ) メモリは遅い 高速なメモリは容量が小さいお金にモノを言わせて高速なメモリをたくさん揃えても大容量化の段階で遅くなってしまう そこでアクセスの局所性
行列代数2010A
(,) A (,) B C = AB a 11 a 1 a 1 b 11 b 1 b 1 c 11 c 1 c a A = 1 a a, B = b 1 b b, C = AB = c 1 c c a 1 a a b 1 b b c 1 c c i j ij a i1 a i a i b 1j b j b j c ij = a ik b kj b 1j b j AB = a i1 a i a ik
n=360 28.6% 34.4% 36.9% n=360 2.5% 17.8% 19.2% n=64 0.8% 0.3% n=69 1.7% 3.6% 0.6% 1.4% 1.9% < > n=218 1.4% 5.6% 3.1% 60.6% 0.6% 6.9% 10.8% 6.4% 10.3% 33.1% 1.4% 3.6% 1.1% 0.0% 3.1% n=360 0% 50%
26 FPGA 11 05340 1 FPGA (Field Programmable Gate Array) ASIC (Application Specific Integrated Circuit) FPGA FPGA FPGA FPGA Linux FreeDOS skewed way L1
FPGA 272 11 05340 26 FPGA 11 05340 1 FPGA (Field Programmable Gate Array) ASIC (Application Specific Integrated Circuit) FPGA FPGA FPGA FPGA Linux FreeDOS skewed way L1 FPGA skewed L2 FPGA skewed Linux
untitled
() () WHO ICD ICD 19 1 http://www.mhlw.go.jp/toukei/sippei/icd.html ICD-1 1995 7 24 16 ICD-9 1979 54 1994 6 ICD-1 ICD-9 1 1995 24 ICD-1 5+2+2 W1 W3 W1 W13 W17 W23 W24 W51 W52 ICD-1 1 () (1) (2) (3) (4)
2.
2. 10 2. 2. 1995/12006/111995/42006/12 2. 10 1995120061119954200612 02505 025 05 025 02505 0303 02505 250100 250 200 100200 5010050 100200 100 100 50100 100200 50100 10 75100100 0250512 02505 1 025051205
1 1 3 ABCD ABD AC BD E E BD 1 : 2 (1) AB = AD =, AB AD = (2) AE = AB + (3) A F AD AE 2 = AF = AB + AD AF AE = t AC = t AE AC FC = t = (4) ABD ABCD 1 1
ABCD ABD AC BD E E BD : () AB = AD =, AB AD = () AE = AB + () A F AD AE = AF = AB + AD AF AE = t AC = t AE AC FC = t = (4) ABD ABCD AB + AD AB + 7 9 AD AB + AD AB + 9 7 4 9 AD () AB sin π = AB = ABD AD
( )
5 60 2 1 54 ( ) 0.8 2 37 3 180 4 1 9 123654789 1 2 3 4 5 6 7 8 9 5 32 4 9 3 8 2 5 6 0 7 30 36 24 8 8 6 450 3 9 26 5 2 2016 2013-2015 14 10 ABC 24DEF BCADAB BEF A F E B D C 11 4 4 1 5 5 2 6 6 3 12 54 24
CPU Levels in the memory hierarchy Level 1 Level 2... Increasing distance from the CPU in access time Level n Size of the memory at each level 1: 2.2
FFT 1 Fourier fast Fourier transform FFT FFT FFT 1 FFT FFT 2 Fourier 2.1 Fourier FFT Fourier discrete Fourier transform DFT DFT n 1 y k = j=0 x j ω jk n, 0 k n 1 (1) x j y k ω n = e 2πi/n i = 1 (1) n DFT
7 27 7.1........................................ 27 7.2.......................................... 28 1 ( a 3 = 3 = 3 a a > 0(a a a a < 0(a a a -1 1 6
26 11 5 1 ( 2 2 2 3 5 3.1...................................... 5 3.2....................................... 5 3.3....................................... 6 3.4....................................... 7
ユニセフ表紙_CS6_三.indd
16 179 97 101 94 121 70 36 30,552 1,042 100 700 61 32 110 41 15 16 13 35 13 7 3,173 41 1 4,700 77 97 81 47 25 26 24 40 22 14 39,208 952 25 5,290 71 73 x 99 185 9 3 3 3 8 2 1 79 0 d 1 226 167 175 159 133
項 目
1 1 2 3 11 4 6 5 7,000 2 120 1.3 4,000 04 450 < > 5 3 6 7 8 9 4 10 11 5 12 45 6 13 E. 7 B. C. 14 15 16 17 18 19 20 21 22 23 8 24 25 9 27 2 26 6 27 3 1 3 3 28 29 30 9 31 32 33 500 1 4000 0 2~3 10 10 34
ad bc A A A = ad bc ( d ) b c a n A n A n A A det A A ( ) a b A = c d det A = ad bc σ {,,,, n} {,,, } {,,, } {,,, } ( ) σ = σ() = σ() = n sign σ sign(
I n n A AX = I, YA = I () n XY A () X = IX = (YA)X = Y(AX) = YI = Y X Y () XY A A AB AB BA (AB)(B A ) = A(BB )A = AA = I (BA)(A B ) = B(AA )B = BB = I (AB) = B A (BA) = A B A B A = B = 5 5 A B AB BA A
日経テレコン料金表（2016年4月）
1 2 3 4 8,000 15,000 22,000 29,000 5 6 7 8 36,000 42,000 48,000 54,000 9 10 20 30 60,000 66,000 126,000 166,000 50 100 246,000 396,000 1 25 8,000 7,000 620 2150 6,000 4,000 51100 101200 3,000 1,000 201
29 2011 3 4 1 19 5 2 21 6 21 2 21 7 2 23 21 8 21 1 20 21 1 22 20 p.61 21 1 21 21 1 23
29 2011 3 pp.55 86 19 1886 2 13 1 1 21 1888 1 13 2 3,500 3 5 5 50 4 1959 6 p.241 21 1 13 2 p.14 1988 p.2 21 1 15 29 2011 3 4 1 19 5 2 21 6 21 2 21 7 2 23 21 8 21 1 20 21 1 22 20 p.61 21 1 21 21 1 23 1
() L () 20 1
() 25 1 10 1 0 0 0 1 2 3 4 5 6 2 3 4 9308510 4432193 L () 20 1 PP 200,000 P13P14 3 0123456 12345 1234561 2 4 5 6 25 1 10 7 1 8 10 / L 10 9 10 11 () ( ) TEL 23 12 7 38 13 14 15 16 17 18 L 19 20 1000123456
戦後の補欠選挙
1 2 11 3 4, 1968, p.429., pp.140-141. 76 2005.12 20 14 5 2110 25 6 22 7 25 8 4919 9 22 10 11 12 13 58154 14 15 1447 79 2042 21 79 2243 25100 113 2211 71 113 113 29 p.85 2005.12 77 16 29 12 10 10 17 18
73 p.1 22 16 2004p.152
1987 p.80 72 73 p.1 22 16 2004p.152 281895 1930 1931 12 28 1930 10 27 12 134 74 75 10 27 47.6 1910 1925 10 10 76 10 11 12 139 p.287 p.10 11 pp.3-4 1917 p.284 77 78 10 13 10 p.6 1936 79 15 15 30 80 pp.499-501
122011pp.139174 18501933
122011pp.139174 18501933 122011 1850 3 187912 3 1850 8 1933 84 4 1871 12 1879 5 2 1 9 15 1 1 5 3 3 3 6 19 9 9 6 28 7 7 4 1140 9 4 3 5750 58 4 3 1 57 2 122011 3 4 134,500,000 4,020,000 11,600,000 5 2 678.00m
2 2 3 4 5 5 2 7 3 4 6 1 3 4 7 4 2 2 2 4 2 3 3 4 5 1932 A p. 40. 1893 A p. 224, p. 226. 1893 B pp. 1 2. p. 3.
1 73 72 1 1844 11 9 1844 12 18 5 1916 1 11 72 1 73 2 1862 3 1870 2 1862 6 1873 1 3 4 3 4 7 2 3 4 5 3 5 4 2007 p. 117. 2 2 3 4 5 5 2 7 3 4 6 1 3 4 7 4 2 2 2 4 2 3 3 4 5 1932 A p. 40. 1893 A p. 224, p. 226.
Microsoft Word - 映画『東京裁判』を観て.doc
1 2 3 4 5 6 7 1 2008. 2 2010, 3 2010. p.1 4 2008 p.202 5 2008. p.228 6 2011. 7 / 2008. pp.3-4 1 8 1 9 10 11 8 2008, p.7 9 2011. p.41 10.51 11 2009. p. 2 12 13 14 12 2008. p.4 13 2008, p.7-8 14 2008. p.126
308 ( ) p.121
307 1944 1 1920 1995 2 3 4 5 308 ( ) p.121 309 10 12 310 6 7 ( ) ( ) ( ) 50 311 p.120 p.142 ( ) ( ) p.117 p.124 p.118 312 8 p.125 313 p.121 p.122 p.126 p.128 p.156 p.119 p.122 314 p.153 9 315 p.142 p.153
4.1 % 7.5 %
2018 (412837) 4.1 % 7.5 % Abstract Recently, various methods for improving computial performance have been proposed. One of these various methods is Multi-core. Multi-core can execute processes in parallel
3 3 i
00D8102021I 2004 3 3 3 i 1 ------------------------------------------------------------------------------------------------1 2 ---------------------------------------------------------------------------------------2
●70974_100_AC009160_KAPヘ<3099>ーシス自動車約款（11.10）.indb
" # $ % & ' ( ) * +, -. / 0 1 2 3 4 5 6 7 8 9 : ; < = >? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y " # $ % & ' ( ) * + , -. / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B
1 -- 9 -- 3 3--1 LMS NLMS 2009 2 LMS Least Mean Square LMS Normalized LMS NLMS 3--1--1 3 1 AD 3 1 h(n) y(n) d(n) FIR w(n) n = 0, 1,, N 1 N N = 2 3--1-
1 -- 9 3 2009 2 LMS NLMS RLS FIR IIR 3-1 3-2 3-3 3-4 c 2011 1/(13) 1 -- 9 -- 3 3--1 LMS NLMS 2009 2 LMS Least Mean Square LMS Normalized LMS NLMS 3--1--1 3 1 AD 3 1 h(n) y(n) d(n) FIR w(n) n = 0, 1,, N
*2 *3 *4 strengths power *5-2-
2000 *1-1- *2 *3 *4 strengths power *5-2- *6 1993 2000 2010 2025 90 120 170 203 10 20 30 60 100 130 190 290 200 270 390 520-3- 20 92,736 30 5082 31,994 564 21,564 28.9% -4- *7 *8 *9-5- *10 *11-6- -7- key
untitled
280 200 5 7,800 6 8,600 28 1 1 18 7 8 2 ( 31 ) 7 42 2 / / / / / / / / / / 1 3 (1) 4 5 3 1 1 1 A B C D 6 (1) -----) (2) -- ()) (3) ----(). ()() () ( )( )( )( ) ( ) ( )( )( )( ) () (). () ()() 7 () ( ) 1
2009-9-2.indd
Q No.1441 Q No.1442 Vol.33 NO.9 (2009) 30 (614) Q No.1443 Vol.33 NO.9 (2009) 31 (615) Q No.1444 Vol.33 NO.9 (2009) 32 (616) Vol.33 NO.9 (2009) 33 (617) Vol.33 NO.9 (2009) 34 (618) Q No.1445 Vol.33 NO.9
VOL a s d f g h
VOL.20013 -- 1937 101939 1940410 1940 1 VOL.20013 2030 193810 19391034 1937 a s d f g h 1995139140161 1998348 1988236 1994577578 1998 1987151 1922 2 VOL.20013 101110 3000500 70 1929 1920 1927 70 4050 30
untitled
12 3 10 27 1 100 1/10 1/3 2012 24 27 22 23 153 8407 26 28 563 275 26 260 275 120 67 21 15 98 70 8407 7791 616 70.2 19 50 100 300 vol.195 12 10 12 22 11 23 30 0.022 22 11 23 1 9230+0.022 22 11 23 vol.194
