2/tituus,ns?aaou

Size: px
Start display at page:

Download "2/tituus,ns?aaou"

Transcription

1 2/tituus,ns?aaou

2 -2- riruunn:roaounruarr-tfiror[irauo:rnruavttioqlol"lu tauo:rnrrtolfrfifrvrbtoiylnr: ryoraon"tuiuti,o ;rrl, u zssn#lurirrnr,o.oo u. r{jurlutrj cu fiolil:vc,ury, g (riota:vtiry) rt u d: r t n r : t-rvio a : v ttrir -'7', fraulo6orrioordruuruilaur lu:rnrtn soo.-u'tvt (#r$gtlurvrfiaul teidlrurfi'aq v rrayvrivrrjf,u flo{na-{ dr#nsrurytnrratfioqa:silfir :vra'jr.riufi 28 t.rrarpu zsst d$ufr e,, ryusruu ZS57 uioaolauyrlly:d'uviurrutat O S rio ttt"[uiurravtrnr:rtnr:uto /'dud4v urayriu'[toir"unuratfrota:vutflr ',r,:;,i,'li i li;.-"

3

4

5

6 eirneirrrirr6'u ru #orrj:rr1ury, 3 (rfrora:stfry) qud:rtnr:6'luioa:vrurir"luiufi to riuuruu 2557

7 ufr u : iulirfl 1i"uo.lur.i:l"ilnr: 6/6.5 rniuorim:

8 . yv v, v v v v ( zu 5r o x ) vl u t r n rl o ry n v! u m a [U ru'l o'l{ tla'] 'U! #ruru', z. o'm:rnit rliu eirt1ilsrr:rrull#ryryr6'rs rio 17 qvriruuflluo'm:riouav 0.25 rloiutol:rnri'rrnrr B" nr:yurj:vffurrrt lqir?ounl^liot u' r.r"rjuufl1:aor.1:rnrfistfrdrrjannarr{lur.rri':f;0 u6ovir#rgcyr{rtnr:-lttulryl:vrlturiot.:! v ' d v - J:yriunrudr:olnuiosrLolfrrrLorfiYu6'rwirnrulu:vtLvrrartririoEJn'ir-Z- fl Lta? Lttr] n5 fua u no {:u:, u1r:n-oorniud ",rrru',0" 16'Yurou.rru Tnerrj:-u6'xololBlo-prnr:'dailttcJ:.ltrfftt'lr.ffLrinr:toi6ril16:rnrulu z - - Aq v- Y o r u u! nfl q r nx u1t Ln:L tto.i flx 1l.1fl r :nl fl?\:a'l n:fidri:-ui'rrt:^irirrfrunr:noairr"l#u{lu't:.lsru:ruasu6uerfirirrauoulvira-ry6ur t1o:1un15 u ""-"-- u ",""."..-,"" r ^ii,.' v il 4 i q vt e da.i,ltl- vu e v d ^e ' 1,ru{:1uflr:Lo r..jlro'r{}.ja?10a1{:'ruoutprtptuzu5ual{avno{l!uzuoontirl{druri'lraln {Nor r,r5o"[rizurrollvtntlu ",,",,".i! u! rir{'x r,riovr#nr]:vriua-ryryrtilnufiiui'rlllfifivr6ganior ruavtfrurflrlrl 1,n'ud, tv 9. n141.1 [ta Un15O'lU t.1u nr:siruriufir{rrmrrr.j:unrad "Lflflula" ova'turtui#ufi0ry'rauo:rnr ({fl6'rl)16'durollru In:cnr:arrvio:yuru#rr t#n-rruqrraufiora:vuri':rbar:foaonplolortrl#41ryr tlnvnruun::llnr:a:'lq u qu irrru6'rrt6'r,irnr:m:rqiul{nnrlotnr:utiruru#:tnurrr.tloonutlu t lrer rild ilfi1 ({'laqrtviru) iiu 1000/o 110.1i'tnrnr:rd'cprpr6'rl r{juqiru?utiu 386,000.-urvt (arurauur.jorafiuranfi'uurvrfiru) ovciru"lrf,q]yu'trtrdoq]yu,tr.:rjfrrifi.:t utaeoguuioud.rd UU o o{ - o'ruf,unr:riaaixauu naa. n;'l{ 1.00 tiln: u' tx.lrt:14u't 0.15 t}.lrr: v5oilfrufr :':nriutririoun'ir 150 Ft't:'r{$Jrti l,riorrrryiorru',or-1, Ao.4o L}.lFt::vuvvtrl 156 tum: l',riolr-iofrn o r-io (nrtt urr.;r tu.jau uvt orra tfi o r a : v rrrir riruu0) - r,irnr:6ero'sflraronfiotn:.rfl'r: Frll.rrrlrurrlautvfl!1atfio{a:vttri?ri't1rufl d 4 t Y cl o i u q Y4 Y ' - unu:tuayldaotnrq 1 v'rsoltfllnrrolirnttilfivorfr!5t?ilafl1ultnoatl{ L14LiuLJ:0u i Lta'tta:a

9 rilfl!rarfiola:yurir arrusvrbdovtri:-u:rnioirqorirurnrytauo:rnrtfrrjrraual:"i r{luhlmrl.:-mnl:sarrinr:6'rrnyrfl LrayFreuufl::rnr:uiloqo.iaoL:'tFt'rfiqr:rurttfr':triaonnfro'itiu inqr.j:varrinbo n: r nu{oiiruunror u,,rorra rfiora:v uri': fioshiyl nr:frar:rur:rerrl#riluryuaua:rnrtri 10.3 rfio " Lyflura " 16'n-nrfionliuauo:rnr:rulerl#r{lu(Yl{'rl,',.,.-'-_ ttastpimnal{rlnrrl!!, Y Y Y Yv Y--- Y^^P o "i t'-- ^t^l:y nrnaaurlnral{ rrn?fl1r.r:la 1{oy n ar',{rusodrfrrro.ro'r narr tduror n rirlr..l:v ulto rra vtolriufrot u'ilr rrtnuvrrlu6o"lur#uyrrfifiuiotvru16uod unvarl.r'r:611#r.13nr:yr.ltutriorrlfi:-gruniirnr:n5riu:1{ nuurnrl:s nro riryuprsirauo:rnrfir r{ju (:-r6'rt r r6'olrl frrifr rr 1}.t n flv}l1ur',frr,ln',rr,il ua3r nr:nrfrrlti o -3 u't'l F'}'11.J (1) u6'lnr:d'qr,16onr:rirfrlrorfidorru6'rna'r':t{rlrqrnrir.iil:vtvroriorirrinlru FrrrJUn:rx.rnr:risrairnr:lnrTnl"uriur':'nrulu 7 iu uhfioorniufitiyu6'rta'lrabodotolarnrirril:vtvto tiu rurjr{juro.rfi:-q:rumi'irn;r.;;r;r-;ur',.uurrnrrtunu{uh.fur:4nlrr,6o6u16' (Z)d'ornr:lridrrorfifiotrueirnrir':u::unTouuiolvru raioriofififrubt"riurfiu':n-lrbotlru qrnrjrrr.j:ynrflrra-ll:yrvrritilu riurrriovteiyrorlryrmornr{r#nlrunruvn::lnr:rilta3lnr:r'rrrritduri i)v ; Y s o.*'!^q,a 11 i Y eil ' tuu::ynalro.tuulaulso6ufrfr'lrjreolr,ra frrqv6ot'[frfuo!q]lattuuunoul::t1fl"i]o{a{t:oou an d t o r fr :"9 r u ne'j r n r : n : v lt r x.i o t t u I r't! tj : v n rnanriu'l#r:::vrnlorsubodu Y aj c4 1'15otuu ^

10

11 LLUU rh.5 uil? rj.:1uaon ltuu uilau [[as51 un1: liurj:vrl'uzuamufi'n o o/o ( urail:vnou urur ) inrn:laor 6r

12

13

14

15

m/(te) rirrnao!...

m/(te) rirrnao!... tql(er) trlriu... m/(te) rirrnao!... aold'lnruai -db. [nrudnl:6'srbu (rl {fifio.jrr"flu{fisvrbrdrirnr:r.j:vrfrunrufnl1ual}r'rrn!,; v d, YA,v - -61- a v -^-^r n:{yr lo oumo{luusjvraouldnvrruulunl:il:vnjurr?'t}j:n?'t}ja'l}.j'ti0

More information

ae9 t Y Y v I o t y V U t y qv d, nfufil.lu9lfi1utia{'}un0a51.i nanls:?iln10{ila1?41il't5tru'tzua{1!fl0fit1nta{r,iltj't:?tlftl}.j1lljttfift{t!uzua.i't

ae9 t Y Y v I o t y V U t y qv d, nfufil.lu9lfi1utia{'}un0a51.i nanls:?iln10{ila1?41il't5tru'tzua{1!fl0fit1nta{r,iltj't:?tlftl}.j1lljttfift{t!uzua.i't ae9 t Y Y v I o t y V U t y qv d, nfufil.lu9lfi1utia{'}un0a51.i nanls:?iln10{ila1?41il't5tru'tzua{1!fl0fit1nta{r,iltj't:?tlftl}.j1lljttfift{t!uzua.i'tu 1$ ra n a 1 : uuu frr u ro n a r :d : v n a or

More information

{ 1 u?t'ru u1 ua y 6'o rfi u :r utfi erdaroo n o { n a { 0 {t Ft fl 1 :u T141 :61?U rl1u a A1ilt ry1 oo)a, dr unoul{lau oru{ourt:rjflal d9

{ 1 u?t'ru u1 ua y 6'o rfi u :r utfi erdaroo n o { n a { 0 {t Ft fl 1 :u T141 :61?U rl1u a A1ilt ry1 oo)a, dr unoul{lau oru{ourt:rjflal d9 { 1 u?t'ru u1 ua y 6'o rfi u :r utfi erdaroo n o { n a { 0 {t Ft fl 1 :u T141 :61?U rl1u a A1ilt ry1 oo)a, dr unoul{lau oru{ourt:rjflal d9 imarj:varri q tu1143j',lu :1U1J airunourruau oruioun:tjou

More information

38

38 3 37 38 3.1. 3.1.1. 3.1-1 2005 12 5 7 2006 5 31 6 2 2006 8 10 11 14 2006 10 18 20 3.1-1 9 00 17 3 3.1.2. 3.1-2 3.1-1 9 9 3.1-2 M- M-2 M-3 N- N-2 N-3 S- S-2 S-3 3.1.2.1. 25 26 3.1.2.2. 3.1-3 25 26 39 3.1-1

More information

/i 1,,._ /\YF*r$-/t, /.:/ lrfi-/l ty)t- /:V-fi-)v '+l'y)t * /;v--t:--l.'>l la- ' i>rtv /iv-i.-,v /r/tv /, / 'v1 -;l- /v F;:*#(2) A^*f *#(3) t45.5i *7v>/tvz

More information

< o'",fi.,".",,ft",1" lo." *-",-#^o"o,o'^ v. /1 h4 H\ 85U HbUrr id 4uQ' V) I / Af 4. : r u {'r 1.J t J n fl r : ri-r ufl u r r uln :;r l r : d a fi r or : ;u v n d,.e "v,; r":'lo, itf:: r, u./:lryy -

More information

I S /I SO 1.04 C T S D 0.38 I SO =0.70

I S /I SO 1.04 C T S D 0.38 I SO =0.70 I S /I SO 1.01 C T S D 0.63 I SO =0.75 U=1.25 I S /I SO 1.00 C T S D 0.63 I SO =0.75 U=1.25 I S /I SO 1.01 C T S D 0.77 I SO =0.75 U=1.25 I S /I SO 1.03 C TU S D 0.32 I S /I SO 1.08 C TU S D 0.66 I S /I

More information

il E ------------= 5E 1B H 171819 l /\yl-.';t'.-/t rl -,1i* [ F,li*/L .7 F rli- r" )'> F,f.*)v 'u,, tv ,/tvz '/u, )v 7./:/, )v7 /7tvz t'//lv7 oebrft tt ''No,2R.4

More information

13 0 1 1 4 11 4 12 5 13 6 2 10 21 10 22 14 3 20 31 20 32 25 33 28 4 31 41 32 42 34 43 38 5 41 51 41 52 43 53 54 6 57 61 57 62 60 70 0 Gauss a, b, c x, y f(x, y) = ax 2 + bxy + cy 2 = x y a b/2 b/2 c x

More information

?'1 EJ {'I U n "}?il 1y?Je.l q ff fi 'rs.ci rfn r tu? m r rait uds ufffiua?h1 EJ n --v a - a) a/, j. o.<- 9/ r ailettornru rjrynf.rel bd,dd

?'1 EJ {'I U n }?il 1y?Je.l q ff fi 'rs.ci rfn r tu? m r rait uds ufffiua?h1 EJ n --v a - a) a/, j. o.<- 9/ r ailettornru rjrynf.rel bd,dd ?'1 EJ {'I U n "}?il 1y?Je.l q ff fi 'rs.ci rfn r tu? m r rait uds ufffiua?h1 EJ n --v a - a) a/, j. o.

More information

Q E Q T a k Q Q Q T Q =

Q E Q T a k Q Q Q T Q = i 415 q q q q Q E Q T a k Q Q Q T Q = 10 30 j 19 25 22 E 23 R 9 i i V 25 60 1 20 1 18 59R1416R30 3018 1211931 30025R 10T1T 425R 11 50 101233 162 633315 22E1011 10T q 26T10T 12 3030 12 12 24 100 1E20 62

More information

r4 - )L - ddr< n?1ilyt{?,10 Loa0 [n:{ n1: t. ril nlo n ra"h.ivi rufl :i':uirrlu1n :r a r : 6. pir rfl ur ru l{ju'lrjnrtl :v svfr rirr,ruo 6. rir rfl urrrli]ulilnr!:"uvfr rir:,iua 6. rir ufl,;rrur{lutiln

More information

il :rn'r fl ryr ou ra E{ru ailr tter el

il :rn'r fl ryr ou ra E{ru ailr tter el il :rn'r fl ryr ou ra E{ru ailr tter el : v ifi a uj r 6'r rr n r : Yl ur n t i I d I qt a q lf I i : i % rir : Tl. fl. YA u qv a 6-0?' X.r I t 1- r i,l i fr! n I : f % n e-i :-l 1'"1? toi A : va u d (

More information

L

L -G -VG -G -VG.MPa..MPa.1MPa..MPa 1.5MPa 1.5MPa 1.5MPa 1.5MPa 1 s 5 5 - -V 1.51MPa 1.5MPa s s..mpa.mpa 1.5MPa 1.5MPa - -V 1 s s 5 5 1 JISg/H 1. 1.5. 11 SLLBFFB SLLBFTC CCCCBTC..MPa 1.5MPa SLLBFFB CCCCBTC

More information

t Z

t Z t Z 1 11 1 1 1 1 1 1 1 1 1 1 1 1 UU 1 as a s 1 1 1 1 1 1 G q w e r q q w e r a s 1 1 1 1 1 1 1 a s a gg g q w e r 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1

More information

;iriurrjn:rj:vsirfr'ril:vmru rorfr'aoutirurou,avf iuuoutiruro uiolil:olrirturqlnfrol --!- - ---- u u I. errtr,,:li)

;iriurrjn:rj:vsirfr'ril:vmru rorfr'aoutirurou,avf iuuoutiruro uiolil:olrirturqlnfrol --!- - ---- u u I. errtr,,:li) ;iriurrjn:rj:vsirfr'ril:vmru rorfr'aoutirurou,avf iuuoutiruro uiolil:olrirturqlnfrol --!- - ---- u u I. errtr,,:li) uur#ryrgr{rl (1) {'rpfironar:d':ufi t (2) flrpfironar:drufi z 2/z.z filsuatd... :rrrrlrit'otqu

More information

Jikōji 慈光寺 Shūso Sangō Sahō- 宗祖讃仰作法 Commemoration of Shinran Shōnin 750 years Part II Service chantings with romaji 09/11/2011 Jikōji Tempel van het L

Jikōji 慈光寺 Shūso Sangō Sahō- 宗祖讃仰作法 Commemoration of Shinran Shōnin 750 years Part II Service chantings with romaji 09/11/2011 Jikōji Tempel van het L Jikōji 慈光寺 Shūso Sangō Sahō- 宗祖讃仰作法 Commemoration of Shinran Shōnin 750 years Part Service chantings with romaji 09/11/2011 Jikōji Tempel van het Licht van Mededogen Pretoriastraat 68 - B-2600 Antwerpen

More information

44 4 I (1) ( ) (10 15 ) ( 17 ) ( 3 1 ) (2)

44 4 I (1) ( ) (10 15 ) ( 17 ) ( 3 1 ) (2) (1) I 44 II 45 III 47 IV 52 44 4 I (1) ( ) 1945 8 9 (10 15 ) ( 17 ) ( 3 1 ) (2) 45 II 1 (3) 511 ( 451 1 ) ( ) 365 1 2 512 1 2 365 1 2 363 2 ( ) 3 ( ) ( 451 2 ( 314 1 ) ( 339 1 4 ) 337 2 3 ) 363 (4) 46

More information

i ii i iii iv 1 3 3 10 14 17 17 18 22 23 28 29 31 36 37 39 40 43 48 59 70 75 75 77 90 95 102 107 109 110 118 125 128 130 132 134 48 43 43 51 52 61 61 64 62 124 70 58 3 10 17 29 78 82 85 102 95 109 iii

More information

 

  21 2418:00 19:30 19 1 18 20 2 3 4 15 5 21 6 35 2006 2007 25 2008 110 1,000 30 40 19 75 100 600 7 10 37 12 55 17 55 20 70 13 1.5 9 10 14 FJ 15 18 19 20 8 24 29 9 12 23 22 23 10 24 25 14 26 2055 1.32 11

More information

- 1-128 - 2 -

- 1-128 - 2 - 127 - 1-128 - 2 - - 3-129 - 4 - 2-5 - 130-6 - - 7-131 - 8 - - 9-132 - 10 - 6041 3 () 1 ( ) () 6041 (1010) 1041 (192) 1941 () 2 (1) (2) (3) () 3 1 1 () 4 2 () 5 1 2 3 4 () 6 () 7-11 - 133-12 - 134 135 136

More information

tar, o.: n r : :i'l5r,r r :ei :udr u a n y rfl u o o; si r u ei r 6'rq In u uil r o o n ui] u * r:r, e-r d - d qv u id,s ti?fi fr o ifl u iluri'tfr u oro o/o?o{:'}nrfi?irfr'rgrgr{'r* ri#:lnieni l'lu:y

More information

ito.dvi

ito.dvi 1 2 1006 214 542 160 120 160 1 1916 49 1710 55 1716 1 2 1995 1 2 3 4 2 3 1950 1973 1969 1989 1 4 3 3.1 3.1.1 1989 2 3.1.2 214 542 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27

More information

24 I ( ) 1. R 3 (i) C : x 2 + y 2 1 = 0 (ii) C : y = ± 1 x 2 ( 1 x 1) (iii) C : x = cos t, y = sin t (0 t 2π) 1.1. γ : [a, b] R n ; t γ(t) = (x

24 I ( ) 1. R 3 (i) C : x 2 + y 2 1 = 0 (ii) C : y = ± 1 x 2 ( 1 x 1) (iii) C : x = cos t, y = sin t (0 t 2π) 1.1. γ : [a, b] R n ; t γ(t) = (x 24 I 1.1.. ( ) 1. R 3 (i) C : x 2 + y 2 1 = 0 (ii) C : y = ± 1 x 2 ( 1 x 1) (iii) C : x = cos t, y = sin t (0 t 2π) 1.1. γ : [a, b] R n ; t γ(t) = (x 1 (t), x 2 (t),, x n (t)) ( ) ( ), γ : (i) x 1 (t),

More information

86 7 I ( 13 ) II ( )

86 7 I ( 13 ) II ( ) 10 I 86 II 86 III 89 IV 92 V 2001 93 VI 95 86 7 I 2001 6 12 10 2001 ( 13 ) 10 66 2000 2001 4 100 1 3000 II 1988 1990 1991 ( ) 500 1994 2 87 1 1994 2 1000 1000 1000 2 1994 12 21 1000 700 5 800 ( 97 ) 1000

More information

1 2

1 2 1 2 4 3 5 6 8 7 9 10 12 11 0120-889-376 r 14 13 16 15 0120-0889-24 17 18 19 0120-8740-16 20 22 21 24 23 26 25 28 27 30 29 32 31 34 33 36 35 38 37 40 39 42 41 44 43 46 45 48 47 50 49 52 51 54 53 56 55 58

More information

3 5 6 7 7 8 9 5 7 9 4 5 6 6 7 8 8 8 9 9 3 3 3 3 8 46 4 49 57 43 65 6 7 7 948 97 974 98 99 993 996 998 999 999 4 749 7 77 44 77 55 3 36 5 5 4 48 7 a s d f g h a s d f g h a s d f g h a s d f g h j 83 83

More information

ロシア語便覧 1

ロシア語便覧 1 - -È - - -ÚÂÎ Û Ë±ÚÂÎ, ÔËÒ ±ÚÂÎ - apple ÒÂÍappleÂÚ ±apple, Ë ÎËÓÚÂ±Í apple flì ±apple, Ù apple ±Î ÒÚÓ±Î, ÒÚÓÎ ± αÒ, ÎÂ±Ò ; ÎÂÒ ±, ÎÂÒÓ± ÁÛ±, ÁÛ± ; ÁÛ±, ÁÛ Ó± -, -Ë ÒÚÓÎ ±, ÊÛappleÌ ±Î, ÏÛÁ±Ë, ÒÎÓ appleë±

More information

FR 34 316 13 303 54

FR 34 316 13 303 54 FR 34 316 13 303 54 23 ( 1 14 ) ( 3 10 ) 8/4 8/ 100% 8 22 7 12 1 9 8 45 25 28 17 19 14 3/1 6/27 5000 8/4 12/2930 1 66 45 43 35 49 25 22 20 23 21 17 13 20 6 1 8 52 1 50 4 11 49 3/4/5 75 6/7/8 46 9/10/11

More information

FAX780CL_chap-first.fm

FAX780CL_chap-first.fm FAX-780CL ABCDEFGHIα 01041115:10 :01 FAX-780CL α 1 1 2 3 1 2 f k b a FAX-780CL α n p q 09,. v m t w FAX-780CL A BC B C D E F G H I c i c s s i 0 9 V X Q ( < N > O P Z R Q: W Y M S T U V i c i k

More information

102

102 5 102 5 103 q w 104 e r t y 5 u 105 q w e r t y u i 106 o!0 io!1 io q w e r t y 5 u 107 i o 108 q w e q w e r 5 109 q w 110 e r t 5 y 111 q w e r t y u 112 i q w e r 5 113 q w e 114 r t 5 115 q w e 116

More information

物理化学I-第12回(13).ppt

物理化学I-第12回(13).ppt I- 12-1 11 11.1 2Mg(s) + O 2 (g) 2MgO(s) [Mg 2+ O 2 ] Zn(s) + Cu 2+ (aq) Zn 2+ (aq) + Cu(s) - 2Mg(s) 2Mg 2+ (s) + 4e +) O 2 (g) + 4e 2O 2 (s) 2Mg(s) + O 2 (g) 2MgO(s) Zn(s) Zn 2+ (aq) + 2e +) Cu 2+ (aq)

More information

F0 P( T, K) C ( TK, ) exp ( rt) < dk + 3 dk F K K # # 0 r K T P C S 0 0 F0= exp ( rt) S0T 0 F0

F0 P( T, K) C ( TK, ) exp ( rt) < dk + 3 dk F K K # # 0 r K T P C S 0 0 F0= exp ( rt) S0T 0 F0 日 経 5 株 価 指 数 のモデル フリー インプライド ボラ Titleティリティの 計 算 方 法 に 関 して : ボラティリティ 予 測 力 の 観 点 から Author(s) 山 口, 圭 子 Citation 一 橋 経 済 学, 3(1): 9-43 Issue 008-07-0 Date Type Departmental Bulletin Paper Text Version

More information

2 1 2 3 27 2 6 2 5 19 50 1 2

2 1 2 3 27 2 6 2 5 19 50 1 2 1 2 1 2 3 27 2 6 2 5 19 50 1 2 2 17 1 5 6 5 6 3 5 5 20 5 5 5 4 1 5 18 18 6 6 7 8 TA 1 2 9 36 36 19 36 1 2 3 4 9 5 10 10 11 2 27 12 17 13 6 30 16 15 14 15 16 17 18 19 28 34 20 50 50 5 6 3 21 40 1 22 23

More information

0 1

0 1 9 - -R -V -K - -V - -V 3 0 3 3 3 001 0 001 00 0 00 1 0 11 1 0 11 10 00 0 10 00 0 0 1 3 F X1CE G XCE CV Cm H X111CE C1V Cm C1.W J X1CE CV CV Cm E X1CE C1V Cm K X11CE C1V m V L X11BCE CV m 1.W C90V M XCE

More information

cm H.11.3 P.13 2 3-106-

cm H.11.3 P.13 2 3-106- H11.3 H.11.3 P.4-105- cm H.11.3 P.13 2 3-106- 2 H.11.3 P.47 H.11.3 P.27 i vl1 vl2-107- 3 h vl l1 l2 1 2 0 ii H.11.3 P.49 2 iii i 2 vl1 vl2-108- H.11.3 P.50 ii 2 H.11.3 P.52 cm -109- H.11.3 P.44 S S H.11.3

More information

ISTC 3

ISTC 3 B- I n t e r n a t i o n a l S t a n d a r s f o r Tu b e r c u l o s i s C a r (ÏS r c ) E d is i k e - 3 ) a =1 / < ' 3 I n t e r n a t i o n a l s t a n d a r d s f o r T B C a r e e «l i s i k e 3

More information

FAX780TA_chap-first.fm

FAX780TA_chap-first.fm FAX-780TA ABCDEFGHIα 01041115:10 :01 FAX-780CL α 1 1 2 3 1 2 f k b a FAX-780TA α n p q 09,. v m t w FAX-780TA A BC B C D E F G H I c i c s s i 0 9 i c i k o o o t c 0 9 - = C t C B t - = 1 2 3

More information

0 S S 1 P MSM0 MSM0 MSM0 3 MSM03 0 MSM00 0 MSM0 MSM BP MSB0 MSB0 MSB0 MSB03 MSB00 MSB0 MSB FFPFB MSF0 MSF0 MSF0 MSF03 MSF00 MSF0 MSF C MSC0 MSC0 MSC0

0 S S 1 P MSM0 MSM0 MSM0 3 MSM03 0 MSM00 0 MSM0 MSM BP MSB0 MSB0 MSB0 MSB03 MSB00 MSB0 MSB FFPFB MSF0 MSF0 MSF0 MSF03 MSF00 MSF0 MSF C MSC0 MSC0 MSC0 S S 3 0 0 0 3 0.01MPa 1.MPa 0s 0 JIS /g 1.0 0 SMBFFBCCBTTB SPMPPFPTP TTPTBCB 1 T1S YF F 0 0 0 0 0 M SSP MP 0 3..3. 3. 0.3 0.. 1 B P 0 10 3 0 0 F FP 3 0 3 FB 3 0 3 C 0 CB 1 T TP 1 3 TB 0 0 0 1 3 1 0 0 0

More information

.. p.2/5

.. p.2/5 IV. p./5 .. p.2/5 .. 8 >< >: d dt y = a, y + a,2 y 2 + + a,n y n + f (t) d dt y 2 = a 2, y + a 2,2 y 2 + + a 2,n y n + f 2 (t). d dt y n = a n, y + a n,2 y 2 + + a n,n y n + f n (t) (a i,j ) p.2/5 .. 8

More information

II 1 II 2012 II Gauss-Bonnet II

II 1 II 2012 II Gauss-Bonnet II II 1 II 212 II Gauss-Bonnet II 1 1 1.1......................................... 1 1.2............................................ 2 1.3.................................. 3 1.4.............................................

More information

エクセルカバー入稿用.indd

エクセルカバー入稿用.indd i 1 1 2 3 5 5 6 7 7 8 9 9 10 11 11 11 12 2 13 13 14 15 15 16 17 17 ii CONTENTS 18 18 21 22 22 24 25 26 27 27 28 29 30 31 32 36 37 40 40 42 43 44 44 46 47 48 iii 48 50 51 52 54 55 59 61 62 64 65 66 67 68

More information

K E N Z OU

K E N Z OU K E N Z OU 11 1 1 1.1..................................... 1.1.1............................ 1.1..................................................................................... 4 1.........................................

More information

01_.g.r..

01_.g.r.. I II III IV V VI VII VIII IX X XI I II III IV V I I I II II II I I YS-1 I YS-2 I YS-3 I YS-4 I YS-5 I YS-6 I YS-7 II II YS-1 II YS-2 II YS-3 II YS-4 II YS-5 II YS-6 II YS-7 III III YS-1 III YS-2

More information

i

i 14 i ii iii iv v vi 14 13 86 13 12 28 14 16 14 15 31 (1) 13 12 28 20 (2) (3) 2 (4) (5) 14 14 50 48 3 11 11 22 14 15 10 14 20 21 20 (1) 14 (2) 14 4 (3) (4) (5) 12 12 (6) 14 15 5 6 7 8 9 10 7

More information

1 n =3, 2 n 3 x n + y n = z n x, y, z 3 a, b b = aq q a b a b b a b a a b a, b a 0 b 0 a, b 2

1 n =3, 2 n 3 x n + y n = z n x, y, z 3 a, b b = aq q a b a b b a b a a b a, b a 0 b 0 a, b 2 n =3, 200 2 10 1 1 n =3, 2 n 3 x n + y n = z n x, y, z 3 a, b b = aq q a b a b b a b a a b a, b a 0 b 0 a, b 2 a, b (a, b) =1a b 1 x 2 + y 2 = z 2, (x, y) =1, x 0 (mod 2) (1.1) x =2ab, y = a 2 b 2, z =

More information

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 ( ) 24 25 26 27 28 29 30 ( ) ( ) ( ) 31 32 ( ) ( ) 33 34 35 36 37 38 39 40 41 42 43 44 ) i ii i ii 45 46 47 2 48 49 50 51 52 53 54 55 56 57 58

More information

untitled

untitled i ii (1) (1) (2) (1) (3) (1) (1) (2) (1) (3) (1) (1) (2) (1) (3) (2) (3) (1) (2) (3) (1) (1) (1) (1) (2) (1) (3) (1) (2) (1) (3) (1) (1) (1) (2) (1) (3) (1) (1) (2) (1) (3)

More information

23 15961615 1659 1657 14 1701 1711 1715 11 15 22 15 35 18 22 35 23 17 17 106 1.25 21 27 12 17 420,845 23 32 58.7 32 17 11.4 71.3 17.3 32 13.3 66.4 20.3 17 10,657 k 23 20 12 17 23 17 490,708 420,845 23

More information

平成18年度「商品先物取引に関する実態調査」報告書

平成18年度「商品先物取引に関する実態調査」報告書 ... 1.... 5-1.... 6-2.... 9-3.... 10-4.... 12-5.... 13-6.... 15-7.... 16-8.... 17-9.... 20-10.... 22-11.... 24-12.... 27-13... 29-14.... 32-15... 37-16.... 39-17.... 41-18... 43-19... 45.... 49-1... 50-2...

More information

(4) 1zt + t)2 (3) ("+1)(" +2) (6) (2* + 1)U* - 3) (e) (2* - r)' (12) (* * 2y)' (15) (2* - 3)' 2r2 *Sr 12 -r +3 ) -..(*' - r + 3) x 2r2..-(*' - r + 3) x 5r -r2 -Tr -1 -r2 *r-3...(*'-r+3) x(-1) Effit)ffia^*

More information

Z 2 10Z MPa MPa MPa MPa 1.5MPa s s s JIS 6g/6H SD SD/B LB LS

Z 2 10Z MPa MPa MPa MPa 1.5MPa s s s JIS 6g/6H SD SD/B LB LS 3 03 0.01MPa 0.1MPa 0.1MPa 0.01MPa 1.MPa 0s 0s 0s JIS g/h SDSD/BLB LS0 F FBTT/BTB TB/BCUCU/B SDLCFTT/B TCTC/BDBD SDSD/BLB LS0 F FBTT/BTB TB/BCUCU/B SDLBFTT/B SKSPLK LP FKFP SKSPLK LP FKFP TKTPDPBDBP TKTPDPBDBP

More information

第1部 一般的コメント

第1部 一般的コメント (( 2000 11 24 2003 12 31 3122 94 2332 508 26 a () () i ii iii iv (i) (ii) (i) (ii) (iii) (iv) (a) (b)(c)(d) a) / (i) (ii) (iii) (iv) 1996 7 1996 12

More information

研究紀要 第5号

研究紀要 第5号 3 4 5 6 7 8 a s d f a 9 10 s d a 11 12 s d f g 13 h j a d s 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 a 35 s 36 a 37 s 38 a 39 s 40 a 41 s d 42 f 43 44 46 47 48 49 50 a s d as d 51

More information