Differentiation of allergenic fungal spores by image analysis, with application to aerobiological counts

Size: px
Start display at page:

Download "Differentiation of allergenic fungal spores by image analysis, with application to aerobiological counts"

Transcription

1 15: , Kuw Puss. Pt t ts. 211 tt u ss y yss, wt t t uts.. By 1, S. s 2,EuR.Tvy 2 St 3 1 tt Ss, R 407 Bu (05), Uvsty Syy, SW, 2006, ust; 2 st ty, v 4 Bu u (6), sttut Rsty, Uvsty Syy, SW, 2006, ust; 3 SR tt t Ss, B 17, t Ry, SW, 1670, ust ( ut s: -: y@.usy.u.u; x: ) Rv 14 uy 1998; t 4 uy 1999 Ky ws: y st, u ss, yss, us, s y stt T ty yss ut t tt tw ss v u ws tst us yss s sv s u t 17 x tus, xtt ts s. u ss t, su, usu, sus, Pu, Btyts, Eu, Exsu, Ust, us Psy w x ss xts s t tt tw ss t t us ss v. ut st yss tu suts, 100 t 1600 ss tx, tt tw ss wt v uy. us ss us y sv s tus sut 98% uy t t t su, usu Eu. tt tw sus Pu ws t st, wt 56% sus ty t 41% st s Pu. t t ss v, su u, usu (),. xysu (),. s (), t t. ss w sstty t wt % uy. Ru vs uy t tt ss y yss t sts tw ss t s y. T t yss t ut ts s suss t t t suts t. 1. tut u ss sstty st t vt, tu vs vy t ss, t, u us, vtt t,.., vsus ut (E t., 1992; s, 1993; s, 1993; K, 1995, ; tz vt, 1996; tt t., 1997; ts t., 1997). T st vt u ss, y u t ut vts, ts t su (S Ry, 1979; B t., 1992, E t., 1992; K, 1995, ; tt t., 1997). w su v, ss t, sus, Pu, Eu, usu, Btyts, Exsu, Ust us st ts, vy s (s Ss, 1976; S Ry, 1979; Kz t., 1979; But t., 1984; B t., 1992; E t., 1992; Svstv Ww, 1992). t sss, us w t st ut stuy Tus,, wt ss s tu ty (vt, 1991). Sstst t u ss vs s t u t ty t u ts, u t sst t ss (ty) vs xsu t s. Ests t ts tw xsu ss us ut ts tt ut, y sssst. ut ts ssss sstst y s

2 212 tst wt u xtts, wst t tt ut u ss s ut ty us s vs. Rt s s uss t sssst sstst xsu, us s ss, ust yss, wt t v y ss (Tvy t., 1998; s t., 1998). tu tst s t tt ut u ss y yss. utt t u ss s vstt vusy t ut wtt u (s t., 1992). Ss suss w vw ytt u t t s ut us utt yss. By ts t u s s u ut tw uts, ty v t s uy t u t. T tt u ss t t v us ss t ss tus us yss s t ttt vusy. wv, ts wu xty usu t stus tt y u tt ut us t s, s t s uy tt u s t y xts wu u. ts stuy t ty yss tus t ty tt tw st u s sy t s y s vstt. T u st stuy w ts st y stus s s y u, wt vs s s, u t ss t, u ss su, t ss usu, Pu ysu T (sy. P. ttu Wst), sus utus, Eu u, Btyts Ps. x B., Exsu sttu (s) Sus (sy. tsu s s), Ust u (s) Rstu, us tus (u. x.) S.. y Psy uss (E) S. Ss Psy uss, v t tu y stus, ut xtts ts syt y ( t., 1995). 2. ts ts 2.1 u utus u utus ss w t s y w Sut Ws (T 1). u w utu u sts ts; 25 /20 12 tt, wt 12 t 75% tv uty t u wt. Ss t w utu V8 u, wst usu ss w utu t () t u w utu z Yst (Y). Ss w vst t u t 7 ys wt. Ss us tus, Psy uss Ust u w t ty t u ss. u ss w ut t ut u (50 t, 150 y st wt) s ss yss. usu w st 0.8% ty u, t ut t utt, t tt t tuy y. usu w t s t t s s t t ut t st, w y s 0.8% ty u wt x y t utt vs. t st ut ws w tw ts. t ss w ut t tu stt. 2.2 yss yss ws ut us yus B- 2 t s, sut v ( su xs t 256 y vs) WT ( Vs) ss stw. ut sty ts w us t su tt t t su t t ts t u ttu. Ss w t 50, , us t tv wt t ts s, u t s sz. suts w vt t ts y s vs ts. Ps tu xtt w v -us us t WT vt. tus xtt u ss y yss u 7 s tus; t, wt, wt:t t,, t, t uss; 17 x tus; uvt u t (E), tss, x, x t, us (. x.), t t, sty, vx u,

3 213 T 1. u ss, ss us utus us ts stuy, tt wt t u ss x y yss. Ss ss. S ty # Ss Ss t tt RR 2548 Su, u t ss R Ssyu t Puwu, SW u t t R Sw, T, SW u t t R tus sss, s, SW u t t R Suw,, SW u t t RR 5010 E. Ss, US u t s R tt, E, u t s R Ptt, tzy s, SW u sus utus RR 581 ty us, t, s u Btyts RR 2509 Ptt us, St, UK u su ss RR 3027 s, s u su u RR 2441 ts, y u su u RR 2459 tt s, ust u su u R 7 Sut, u, SW u su u RR 4198 s, ust u su ssu RR 4292, ust u us tus R Ptt, SW Bss Eu u R Su, Ptt, SW u Exsu sttu RR 3092 Su, ust u usu T, Vt u " " " u usu z s, ust u usu xysu 7396 t st, T u usu xysu 8455 S, w, T u usu s 7315 R st s, T u " " " u Pu ysu RR 821 yssus, wy u Psy uss R B, SW Bss Ust u R u, Sw Ts y ss sts: R = SW utu,, SW 2800; RR = vs S Ty, SR, t Ry, SW 2113; = usu Rs ty, Uvsty Syy, SW 2006; R = sttut Rsty, Uvsty Syy, SW # Ss s t u ss w suts w xtt y yss ss ss. vx u t, sty, vty, vxty, t wt (., v. x.) (T 2) (Russ, 1995). 2.3 s T s x ss t t u sts st T 1. Tus, t tt 1000 ss w x, su 1400 ss, usu 1600 ss, 200 ss t t w w st y s ss. y t sv s tu suts w us ts vstt t, s ss, w ys us t ut st yss. 2.4 Ss s Ss ss w ut t ss t, u ss su t ss usu, u st xts. sts x t u ss ys st T 1 s t tt (.) v Kss,. ss (B.) S.,. t wuy,. t Es P. Bss wtt,. t (s.) Tu s,. t Ss,. s Z.,. s (Es t) Su, su ss (s.) Vs,. u (Ps: s) x S.. y,. u Puss,. ssu Pz., usu S,. xysu St: s. s (tus) S.

4 214 T 2. tu suts xtt u ss y yss. tu u Uts t () xu t µ Wt (W) u t t t µ W Rt (WR) Wt t () u Pxs µ 2 t () 4π P 2 Pt (P) Pt t µ Russ (R) 4 π 2 Euvt u t (E) 4π µ tss () E Bx (BX) Bu t µ 2 Bx t (BXR) BX u us (R) u s us t t µ xu us (xr) xu us us t t µ t t (R) 2 R Sty (SP) R xr vx u () vx u µ 2 vx u t (P) Pt t vx u µ Sty (S) vty (v) µ 2 vxty (Vx) P P t () t xs µ v wt (W) Wt t xs µ wt (W) (wt t xs) µ x wt (xw) x (wt t xs) µ T st xt x ss su, usu t ss, s sust t stuy, us y t sv s tu suts. T u ss ys ts stuy sw T 1 s t u us ss s 1000 t, 1400 su 1600 usu ss. ut st yss ws t tu suts t. T s xt x ss su, usu t, wt 20 tus xtt. su usu ss w x us 200 ss (u usu), wst 100 ss w x t ss. T 20 tus xtt w; t, wt, wt:t t,, t, t, uss, E, tss, x, x t, us (. x.), t t, sty, vx u, vx u t, sty, vty vxty. y st yss ws t t suts t. t t xt y su usu ss w ys wt t s 20 tus xtt 200 ss ss, u usu ss. y st yss ws t t suts t. t ut xt t ss w x st, wt 100 ss ys 24 (7 + 17) tus xtt. T t u tus us ts vstt w t wt (., v. x.). y st yss ws t t suts t. 2.5 Sttst yss ut st yss w t t yss suts t t s, ss ss

5 215 T 3. Sv s tu suts (s) u ss t y yss. Ss ss # S t Wt W: Pt Russ ty µ µ t µ 2 µ t t tt RR t ss R t t R t t R t t R t t RR t s R t s R sus utus RR Btyts RR su ss RR su u RR su u RR su u R su u RR su ssu RR us tus R B Eu u R Exsu sttu RR usu " " usu usu xysu usu xysu usu s " " Pu ysu RR Psy uss R B Ust u R T y ss sts: R = SW utu,, SW 2800; RR = vs S Ty, SR, t Ry, SW 2113; = usu Rs ty, Uvsty Syy, SW 2006; R = sttut Rsty, Uvsty Syy, SW S Ty sts; = u, = u, = u, B = Bss, T = Ts. Ext 1. y st yss ws t t suts Exts 2, 3 4. st yss tts t tu s (.. t ut-s s w sut tu s tt s st xs s) t stt s tt st y t s ys, wst ut st yss s t s wt uv s ys. ut st s s ust t s t -v ut us tst t t ts x st uts. ts st stuy sut t ws v t ut yss t xt 1, ut y st yss ws t xts 2, Rsuts 3.1 suts y yss v suts t t sv s tus st T 3. stt sts w sv tw t ss t 23 ss t suts t, wt, t t t v wt:t t, t uss -

6 216 ts. t sts w sv tw t. tt,. t. t;. ssu. u;. utus P. ysu; Psy uss us tus; Ust u Btyts ;.. xysu.. s. Sts tw t ss t ss s t stt ts t t st tw st vs, tt y sw s v tw tx (us 1 2). st ts sts, sttst st vv st vs (.. t ust t st tw) sut vs st tw t vus tw t ss. 3.2 s ss t tus, sss tss t v t u us yss sv s tus ut st yss v v st tw (T 4). t su, Eu usu (t ) w stus t t ss wt 98% tt uy (T 4). Ss Psy, Exsu, Ust t w s t wt 92%, 89%, 86% 83% uy, stvy (T 4). Psy ss w sty t s us (4%) su (3%) ss, wst Ust ss w st t Btyts ss 12% ss. Exsu ss w st 11% ss s t ss, wst t ss w st s Exsu su ss 8% t t. tt w ut t ty u Btyts, Pu, us sus wt 69%, 67%, 63% 56% ss uty t, stvy. Btyts ss w st t st s Ust tss (27%) uty s su (4%). Pu sus w us y wt t, ut Pu w t wt t uy t sus (T 4). 3.3 Ss s t st xt x t ss t, u ss su t ss usu stuy T 4. s: suts ut st yss. us. t us ss us ss % (>2%) % t 8 83 su 8 Exsu 8 sus 1 56 Pu 41 Btyts 1 69 Ust 27 su 4 su 4 98 us 1 63 Psy 32 Eu 4 Eu 1 98 Exsu 1 89 t 11 usu 3 98 Pu 1 67 sus 32 Psy 1 92 us 4 su 3 Ust 1 86 Btyts 12 ss, wt y sv s tu suts, t sv ss w t wt vs s y ut st yss. t su u,. ssu, t t,. ss usu xysu. s.. xysu w t wt t t 90% uy (T 5). t t. u w t st y t ss y yss y sv tus, wt 97% 96% ss ty t, stvy. T st ut t tt, t ss y sv tus, w ts t. ss,. t. s wt 26%, 37% 47% ss t ty. t w t ty t 55% t t (T5). t s xt, w x su, usu t y, wt 20 tus xtt st yss tu suts, s w s s wt t st xt suts (T 5). T uy tt v t ss, ut t ss (T 5). T st t vts u t. ss,. t,. s,. t,.. s. tu t

7 217 B B B B B B B B B BB BB B K K K K E E E E E E EE EE E u 1. Stt t t st s sts -s uts ss t t s s y (sv s tus) ut st yss. t. sus. Btyts. su us. Eu. Exsu. usu. Pu. Psy. Ust t tts ( t ) st t tu us t w ss. w s ty s tts st ss tt v ty ss y yss. t tts st ss tt v sss y yss. T us t w sss ss v ss y yss s t t..

8 218 B B E E K K P P P P P R R R R R B B E E K K P P P P P R R R R R u 2. Stt t t st s sts -s uts ss t ss su, usu t s s y (20 tus) t Ext 2 st yss. t tt. t ss. t t. t t. t t. t t. t s. t s. su ss. su u. su u. su ssu. usu. usu. usu xysu. usu xysu. usu s. usu s t tts ( t ) st t tu ss t w ss. w s ty s tts st ss tt v ty ss y yss. t tts st ss tt v sss y yss. T ss t w sss ss v ss y yss s t t..

9 219 T 5. Ss ss: st su, usu t. Ss xt S yss t, su & t ss su usu ss usu ss y. tus st yss ut t tt %. ss u u ssu () () xysu () xysu () s () s () tt t t t ss t s s B u ts t st v tt uy v tt ss s ty. ws y 3% vt t tt. t, ts sut 100% uy tt ts ss, t st sut tt ts ss y t xts.. w s t wt t tst uy (85%) ts xt.. ss w uy w t (100%) ts xt wt 20 tus Ext 4 wt 24 tus y t ss. s t uy tt u t. t,. ssu,. tt,. u. xysu, Ext 1 t 2. T s uy t Ext Tw w y st y t v t ss t yss Ext T. T uy tt v ts yss st usu su ss. vts, Ext Tw, w st t t tt. ssu. ss. s. T st vs tt uy, wt t xts, w. ss,. u,. xysu t. s, ts xt wt 20 tus, wt t t tts 60, 99, 96, 95 94, stvy (T 5). t ut xt, w uss t ss y, wt t u st 24 tus, v t t ss v t st t ty t (T 5). t. ss w t wt 100% uy, wt t t ss. s (87%),. s,. t. t, wt 80% ty t y yss. uy tt t. tt,. t. t ws ss t ws v t t xts (T 5).

10 220 T 6. ssst ts y ut ts st yss. Ext ut s Ss Ext Ext Ext Ext Sttst yss ut st yss v t tst st tw ss Ext 1 t ss ss. T v ssst ts ss ss y t ut st yss st T 6. y 10.2% ss w sss y ut st yss, wt 15.9% sss y st yss. Sy, 25.9% ss su, usu t w sss y ut st yss, wt 33.8% y st yss Ext 1. ssst ts ss ss w wst t st su usu ss (Ext 3) wt 16.8% sss. T t ss ss u s ssst suts, wt 22.9% t sss Ext % su, usu t sss Ext 2. us 1 2 t t v st tw, ss t, su usu, stvy, s t st tw st vs y, s t s t ysy ss t t t st tw tx s vs, s 7 20 s s wu u ss, stvy. T sty s tw ss t tx s v y t xty t usts t tw-s s (us 1 2). u 1, t ust tts st usu (), Eu () su () ut stt ut v t t tx t Pu () sus (), t usts w s t s s t t t t. Sy, Ust () Btyts (), Psy () us (), t () Exsu () stut s tt, wt s v tw t. Ts us y ustt t suts st T 4, w usu, Eu su ss w t wt 98% uy, ut Pu sus ss w ut t tt, s w ss t Ust Btyts, Psy us, t Exsu. u 2, stt us vt, wt t usu ss (, ) ust tt t t t t. usu ss (, ) ust tt t tt t t, wst t s s v tw t s s t su ss;. ss (),. u (). ssu (), ust y (u 2). T ut su ss;. u () sssss ss w sy s sty wt ts t tt (),. t (). t (), w st- t ss. T vty s sz ss t. t s v y t s ts tx t. T - t ss;. ss (),. t (),. s (). s () v ust tt (t t), wt t sttv ss. t () s ut t t t ts u. Ts us y ustt t suts st Ext 2 T 5, w ss. t w t wt 100% uy, ut ss t. tt,. t,. t,. ss,. u. ssu w t wt ss t 63% uy. sutt t v sut t (T 3), tt wt xt suts (T 4 5) stt ts (us 1 2) w tu ust t sts s tw t ss t tx x. 4. suss T sut y sv s s ts tt st ss t sv t v vstt wt t t 82% uy. tt w -

11 221 ut t tt u sus, Pu, us Btyts wt t u ss sty t Pu, sus, Psy Ust, stvy. Ext t tu suts T 3 xs t ty t yss t tt w tw ss ts, t xsts t sty tw t s suts ts. R t tt tx ttss s t sty t s ts; t wt, tw t sttvs us ts stuy (Put Wtst, 1970; S Ttt, 1988; Ptt, 1991; K Ptt, 1994). wv, ss t Btyts Ust, t, su Exsu ssss sttv tsts w s y t u y tus, ss t ts wu v us wt t. tst, t s t sus tt sus Pu w us wt t y yss, s ts tus sttv t t u y. sv ss, t st vus t tt w t wt y sv tu suts, u. u,. ssu,. (),. xysu (),. tt. t. Ts s st t sts ts sv tw. ssu. u. tt. t. Ts ss. ss u v s, ts t s s sz, w uts t v tw ss (Es, 1971). T vty wt. u s t t suts T 3, w stt sty tw tw sts, wt t t ut t. Susy, xtt ut s ts sut v tt t ss, ut u uy t ss Ext 2. t s u tt uy, t u tu suts y v sut t vty t tst ss tus ss sty t. tst, v tt wu v sut t suts t xt tus vy ts t sv s tus, sut t sty w t tu suts. ut t u ss tv yss t y ss su usu Ext 3, sut v tt uy ss t sv ss wt t suts Ext 2. Ts s t t sut t ut t u ss t yss, u ss w t wt t tst uy ts xt. wv, vus t ss (. u,. ssu. xysu) w ty w t wt y sv s tu suts, s t ws t t xtt 20 tus ts ss st. T tt st t t ss ws ty v y t xtt 24 tus ss wt - ss. T u - s tys, t. ss,. t,. s. s w t wt tst s us 24 tu suts. t, t st- ss. t w s sy t y t 24 tu suts. wv, t s st- ss. tt. t w t wt tst uy y sv s tu suts. T uy yss uts v y t st tus t t yss. T t t us s ts w ys ut t ty t sst st tus t v st u ss s. (1995) t stuy usu suu ssu t sts y yss, u t u tus xtt sv s sz ts t ust t ts;, vxty uvtu. wv, st tw t t, t y s ss,. vtu,. tusu (B. ut.). suu u ssu stt (, 1995) ws y, wt u t 70%. tusu sss s. suu ssu stt. t. (1996), y uvtu s s ts (, vx, v ) t st tw t -t sus utus, uvu ut usu s utt syst. Ts stuy xts t w t. (1996), y y s yss ts t t tt st u -v ss s tx tt.

12 222 T t yss uts t t tt tt u ss ss wu u ut s us ty utus t ss w u t t tu, s t y t ts tt wu t v. Ts u t u ss st t vt, vty u t vt ts, t s ts tts t tts w ts ss tt ts u. ut yss ty ss u t x ss syts, yxyts Bsyts t sts t t t u vstt ts stuy. st, yss ut us s wu t t tt tw usu sss ts, s w s tt tw Ptys st- t. tt Sys Ttss ss y yss wu s t, s ts ss uty uty u t ut t ut. yss tus s y wu t. wv, t s y tt v wt t xtt t u tus, wt t wu sttst yss, ts ts w v 100 t ut t ts. Ts y vstt t t ty yss t tt tw st u u ss ty utus u ss s stt t tt ts tu, ut ut s s u tt t. wts T uts wu t t Pst, SW utu,, v Bus, usu Rs ty, Uvsty Syy, s Ptt s, SR, t Ry t suy u utus ss us ts stuy. Rs B., s., tt., S. u.: 1992, tv stuy ut ss Pu. 8, But., Ku.., Sut.. Vs K.: 1984, vut- stuy ss uus v s uts ws stt tts v tst ts.. y 53, tz V. vt E.: 1996, T s sut ss Tus,. 12, Es.B.: 1971, tus yyts. B tt: W, U.K E.R., swt K..: 1992, ut u s t w ttu vts. y. Rs. 2, tt.., B..,....: 1997, u ss 80 s t t Vy, ust: vs, ssty -ut ts. 13, B..: 1995, ut- t yss usu suu u ssu t sts. yt 129, s S..: 1993, u t ts t s. 32, s S.R. Ss..: 1976, -y suvy wt s twv s.. y 36, s.: 1993, Rts tw u s s wt vs. 32, W.E.,., Sv.E. S.B.: 1995, u s... Rv. 8, s.s., By..., s. Tvy E.R.: 1998, T R y ts st t. y y, st uy, 54t u t, Wst stt. s..,.t. w.e.: 1992, T us yss s uts wt-t u. Bt. T. 6(5), K.. Ptt..: 1994, ty u t sus Ss T Ts. SR, vs Pss Kz P.P., u., us.. S..: 1979, ts t t t v s.. y 43, vt E.: 1991, tt tt sss. 30, W. K B.: 1995, y-u s u ss ut. y 87(2), W. K B.: 1995, y-u ut y stuy Wt, t,. 34, ts T., E.K., Stvs., ust. Kx R.B.: 1997, su, t tt u ss t ts u (ust) v t ys. 13, : 1995, tt usu suu u ssu stt,. tusu (B. ut.). v.. vtu s. v. yt 129, K-B., Y., tsu., Yt. Kut.: 1996, t u s t y ut- yss ts t t tu tvty vut.. Bty 45, Ptt..: 1991, ty u t Pu Ss. SR, vs Pss Put E. Wtst..: 1970,... sts Pt u Bt. 280; Ust u. wt utu Buux, t Bt.

13 223 Russ..: 1995, T Pss, 2. R Pss: B Rt,. S.. Ttt..: 1988, uss Tsts ust. t Pss: u. S.R. Ry R.R.: 1979, u ss t t s tts utu uty.. 12-t stuy ut s.. y 43, Svstv.K. Ww K.: 1992, ss stts t s. 31, Tvy E.,., T., W., v U. s.: 1998, w vt ust t. y y, st uy, 54t u t, Wst stt.

14

SHORT WAY SYMMETRY/SYMMETRICAL SYNTHETIC TREAD TELEVISION VERTICAL VITREOUS VOLUME. 1 BID SET No. Revisions / Submissions Date CAR

SHORT WAY SYMMETRY/SYMMETRICAL SYNTHETIC TREAD TELEVISION VERTICAL VITREOUS VOLUME. 1 BID SET No. Revisions / Submissions Date CAR //0 :: T U 0 : /" = '-0" 0 0 0 View ame T W T U T UT 0 0 T T U 0 U T T TT TY V TT TY T. 00' - 0" T U T T U T T U U ( ) '-" T V V U T W T T U V T U U ( ) T T 0 T U XT W T WW Y TT T U U ( ) U WW00 T U W

More information

/99 $10.00 (c) 1999 IEEE

/99 $10.00 (c) 1999 IEEE P t Hw Itt C Syt S 999 P t Hw Itt C Syt S - 999 A Nw Atv C At At Cu M Syt Y ZHANG Ittut Py P S, Uvty Tuu, I 0-87, J Att I t, w tv t t u yt x wt y tty, t wt tv w (LBSB) t. T w t t x t tty t uy ; tt, t x

More information

On Hamiltonian Tetrahedralizations Of Convex Polyhedra

On Hamiltonian Tetrahedralizations Of Convex Polyhedra O Ht Ttrrzts O Cvx Pyr Frs C 1 Q-Hu D 2 C A W 3 1 Dprtt Cputr S T Uvrsty H K, H K, C. E: @s.u. 2 R & TV Trsss Ctr, Hu, C. E: q@163.t 3 Dprtt Cputr S, Mr Uvrsty Nwu St. J s, Nwu, C A1B 35. E: w@r.s.u. Astrt

More information

Simulation of Natural Convection in a Complicated Enclosure with Two Wavy Vertical Walls

Simulation of Natural Convection in a Complicated Enclosure with Two Wavy Vertical Walls A Mtt S, V. 6, 2012,. 57, 2833-2842 Sut Ntu Cvt Ct Eu wt Tw Wvy Vt W P S Dtt Mtt, Futy S K K Uvty, K K 40002, T Ct E Mtt CHE, S Ayutty R., B 10400, T y 129@t. Sut Wtyu 1 Dtt Mtt, Futy S K K Uvty, K K 40002,

More information

Available online Journal of Scientific and Engineering Research, 2016, 3(6): Research Article

Available online  Journal of Scientific and Engineering Research, 2016, 3(6): Research Article Av www.. Ju St E R, 2016, 3(6):131-138 R At ISSN: 2394-2630 CODEN(USA): JSERBR Cutvt R Au Su H Lv I y t Mt Btt M Zu H Ut, Su, W Hy Dtt Ay Futy Autu, Uvt Tw, J. Tw N. 9 P, 25136,Wt Sut, I, E-: 65@y. Att

More information

A TYP A-602 A-304 A-602 A-302 GRADE BEAM SEE 95% COMPACTED STRUCTURAL FILL A '-0"

A TYP A-602 A-304 A-602 A-302 GRADE BEAM SEE 95% COMPACTED STRUCTURAL FILL A '-0 W W/TITI -0 X U I I X TITI TY S W TYS TIS X W S SU XISTI -0-0 -0-0 -0-0 ' - " ' - " ' - " ' - " ' - " ' - /" ' - /" ' - " -STUTU I -0 ' - ' - " " ' - " " 0' - " ' - U I S STUT W'S TY UTI W S STUT W'S TY

More information

S4.3 1'-6" (628'-0") 2'-6" 1'-0" 2'-0" C4 633'-11" (628'-0") PILASTER (6"x18") STAIR 3 CONCRETE TIE BEAM. (24"x12") 632'-7" C3 633'-11"

S4.3 1'-6 (628'-0) 2'-6 1'-0 2'-0 C4 633'-11 (628'-0) PILASTER (6x18) STAIR 3 CONCRETE TIE BEAM. (24x12) 632'-7 C3 633'-11 ...... 0 0. 0. 0. '- '- '- '- '- '- '- '- 0'- '- 0'- '- 0'- '- '- '- 0'- '- '-" '- '- '- Y.... S S. S. '- '- '- 0'- '- '- '- '- '- '- 0'- '- '- '- '- '-" W '- ('-") ('-) (x") (x") ('-) ('-) ('-) S.S '-".S

More information

Distributed Set Reachability

Distributed Set Reachability Dstt St Rty S Gj Mt T Mx-P Isttt Its, Usty U Gy SIGMOD 2016, S Fs, USA Dstt St Rty Dstt St Rty (DSR) s zt ty xt t sts stt stt Dstt St Rty 2 Dstt St Rty Dstt St Rty (DSR) s zt ty xt t sts stt stt Dstt St

More information

Computer Graphics. Viewing & Projections

Computer Graphics. Viewing & Projections Vw & Ovrvw rr : rss r t -vw trsrt: st st, rr w.r.t. r rqurs r rr (rt syst) rt: 2 trsrt st, rt trsrt t 2D rqurs t r y rt rts ss Rr P usuy st try trsrt t wr rts t rs t surs trsrt t r rts u rt w.r.t. vw vu

More information

T H E S C I E N C E B E H I N D T H E A R T

T H E S C I E N C E B E H I N D T H E A R T A t t R u r s - L x C t I. xtr turs t Lx Ct Rurs. Rr qurtr s s r t surt strutur. Ts Att Rurs rv ut us, s srt t tr t rtt rt yur t w yu ru. T uqu Lx st ut rv ss ts ss t t y rt t tys t r ts w wr rtts. Atrx

More information

Sheet Title: Building Renderings M. AS SHOWN Status: A.R.H.P.B. SUBMITTAL August 9, :07 pm

Sheet Title: Building Renderings M. AS SHOWN Status: A.R.H.P.B. SUBMITTAL August 9, :07 pm 1 2 3 4 5 6 7 8 9 1 11 12 13 14 15 16 17 18 19 orthstar expressly reserves its common law copyright and other property rights for all ideas, provisions and plans represented or indicated by these drawings,

More information

"INDEPENDENT IN AI.L THINOS. NEUTRAI. IN NOTHINO' LOWELL, MICHIGAN, JAM AHV, 19, WHOLE NO. 290.

INDEPENDENT IN AI.L THINOS. NEUTRAI. IN NOTHINO' LOWELL, MICHIGAN, JAM AHV, 19, WHOLE NO. 290. > HS U H V V 8 W HG J HV 9 899 WH 29 H G S J G W W W WS 4 5 6 898 K H q $ U S S U G 8 G H - J W U S G Y K - «H - W S HW W»U W 8 W H WS H G U Y Y J H q x U 2 VV GV W H W H G 8 H S G K W W W H J? 5? G S-

More information

129.00' Pond EXIST. TREES 100' WETLAND REVIEW LINE PROPOSED RESIDENCE EXIST. TREE TO REMAIN PROPOSED 4' HT. GATE 76'

129.00' Pond EXIST. TREES 100' WETLAND REVIEW LINE PROPOSED RESIDENCE EXIST. TREE TO REMAIN PROPOSED 4' HT. GATE 76' . W XST S S S SP T WY M P T S.. WTT MSS S PV- T S WS USS TWS T. V u.p.. S WS MSS T P V SM S WS. u.p.. MSS T UTS U WS, S PPS WS, S WS P ST SS XPS U USS TWS T.. MSS +/-, V..., 'VY' 'M' S MSU V WT TU TS.

More information

An energy and determinist approach of quantum mechanics

An energy and determinist approach of quantum mechanics A s quu s P VAUDON X Uvs Ls - F 5 T s Fs ss DIRA qu s sus Iu... 4 DIRA qu... 9 DIRA -ss... 6 ½... v DIRA qu... E DIRA qu s sus s s s... 7 E sus DIRA ss... 46 T wv- u... 55 T us DIRA ()... 59 P... 66 DE

More information

Planar convex hulls (I)

Planar convex hulls (I) Covx Hu Covxty Gv st P o ots 2D, tr ovx u s t sst ovx oyo tt ots ots o P A oyo P s ovx or y, P, t st s try P. Pr ovx us (I) Coutto Gotry [s 3250] Lur To Bowo Co ovx o-ovx 1 2 3 Covx Hu Covx Hu Covx Hu

More information

CAVALIER SPA & SALON UPFIT

CAVALIER SPA & SALON UPFIT 7 9 0 7 V S & SO U 0 OY O, V, V U YS SSOS, S. V., SU 0 S V, O 77--7 : 77-- S 0// O OW O V OS. U o. 00 Sheet ist Sheet umber Sheet ame S WS O US, O, O OU, WO O O W SO V WOU SSO O U YS SSOS VY - S OO - S

More information

U100. cgen_by BYPASS. cgen_cp CLK_FPGA_P (OUT0A) OUT0 CLK_FPGA_N (OUT0B) OUT0 (OUT1A) OUT1 (OUT1B) OUT1 (OUT2A) OUT2 U10 DS90LT012AH (OUT2B) OUT2

U100. cgen_by BYPASS. cgen_cp CLK_FPGA_P (OUT0A) OUT0 CLK_FPGA_N (OUT0B) OUT0 (OUT1A) OUT1 (OUT1B) OUT1 (OUT2A) OUT2 U10 DS90LT012AH (OUT2B) OUT2 9 0 TX nternal Reference loop filter for internal V vco_cp R.0 vco_vtune loop filter for VX vcxo_cp R0 0 vcxo_vtune V_TX: 0 0u VTX Vcc X UT /TU V_TX: R 0 0n p cgen_int_ref p vcxo_clk R 0 refer Ref ode

More information

AQUA ACTIVITY POOL WEST TERRACE RESTROOMS. LOBBY LEVEL - 2 nd floor ACTIVE AGING /RECOVERY AZALEA H MIND/ BODY LIBRARY RESTROOMS HOTEL LOBBY ENTRANCE

AQUA ACTIVITY POOL WEST TERRACE RESTROOMS. LOBBY LEVEL - 2 nd floor ACTIVE AGING /RECOVERY AZALEA H MIND/ BODY LIBRARY RESTROOMS HOTEL LOBBY ENTRANCE TT K RE EVE - rd floor UY 7-9, 018 KEY EEVTR RESTS U TVTY P RESTS WEST TERRE TVE /REVERY ZE PESE RE/ WTER EER R UTRT PETREE EVE - nd floor U ETURE VY 1 ET/ WEESS VY EE R/ YX UE, R & RESTURT EST TERRE R

More information

Millwork Schedule 3215 Glen Arden JP Reference No

Millwork Schedule 3215 Glen Arden JP Reference No illwork Schedule 35 len rden eference o. 00 ote: imensions are provided for pricing purposes only. his schedule shall be superceeded by drawings made in the interior package US Y # S W SS S W S U errace

More information

CONSTRUCTION DOCUMENTS

CONSTRUCTION DOCUMENTS //0 :: 0 0 OV Y T TY O YTO: TY O YTO W # : U.. O OVTO 00 WT V V, OO OTUTO OUT U 0, 0 UTO U U \\d\ayton rojects\ayton nternational irport\.00 Y ustoms acility\\rchitecture\ rocessing enovation_entral.rvt

More information

Fuzzy Reasoning and Optimization Based on a Generalized Bayesian Network

Fuzzy Reasoning and Optimization Based on a Generalized Bayesian Network Fuy R O B G By Nw H-Y K D M Du M Hu Cu Uvy 48 Hu Cu R Hu 300 Tw. @w.u.u.w A By w v wy u w w uy. Hwv u uy u By w y u v w uu By w w w u vu vv y. T uy v By w w uy v v uy. B By w uy. T uy v uy. T w w w- uy.

More information

Asynchronous Training in Wireless Sensor Networks

Asynchronous Training in Wireless Sensor Networks u t... t. tt. tt. u.. tt tt -t t t - t, t u u t t. t tut t t t t t tt t u t ut. t u, t tt t u t t t t, t tt t t t, t t t t t. t t tt u t t t., t- t ut t t, tt t t tt. 1 tut t t tu ut- tt - t t t tu tt-t

More information

LWC 434 East First Street 4440 Garwood Place

LWC 434 East First Street 4440 Garwood Place //0 :00: 0 0 U S S W I. V S U W W W W S S W W X U W S S W V V S S S V W W W I S V W W. S UI UI IU I I W U I W I W U I W SUY I W S W S W U I IS SI W I II S W SIS VV W SWI W U S (U) VIZ S U S IU V I VIZ

More information

CENTER POINT MEDICAL CENTER

CENTER POINT MEDICAL CENTER T TRI WTR / IR RISR S STR SRST I TT, SUIT SRST, RI () X () VUU T I Y R VU, SUIT 00 T, RI 0 () 00 X () RISTRTI UR 000 "/0 STY RR I URT VU RT STY RR, RI () 0 X () 00 "/0 STIR # '" TRV IST TRI UIIS UII S,

More information

Exhibit 2-9/30/15 Invoice Filing Page 1841 of Page 3660 Docket No

Exhibit 2-9/30/15 Invoice Filing Page 1841 of Page 3660 Docket No xhibit 2-9/3/15 Invie Filing Pge 1841 f Pge 366 Dket. 44498 F u v 7? u ' 1 L ffi s xs L. s 91 S'.e q ; t w W yn S. s t = p '1 F? 5! 4 ` p V -', {} f6 3 j v > ; gl. li -. " F LL tfi = g us J 3 y 4 @" V)

More information

Chapter y. 8. n cd (x y) 14. (2a b) 15. (a) 3(x 2y) = 3x 3(2y) = 3x 6y. 16. (a)

Chapter y. 8. n cd (x y) 14. (2a b) 15. (a) 3(x 2y) = 3x 3(2y) = 3x 6y. 16. (a) Chapter 6 Chapter 6 opener A. B. C. D. 6 E. 5 F. 8 G. H. I. J.. 7. 8 5. 6 6. 7. y 8. n 9. w z. 5cd.. xy z 5r s t. (x y). (a b) 5. (a) (x y) = x (y) = x 6y x 6y = x (y) = (x y) 6. (a) a (5 a+ b) = a (5

More information

Mouse-Human Experimental Epigenetic Analysis Unmasks Dietary Targets and Genetic Liability for Diabetic Phenotypes

Mouse-Human Experimental Epigenetic Analysis Unmasks Dietary Targets and Genetic Liability for Diabetic Phenotypes C M Ru Mu-Hu Ex E Ay U Dy T G Ly D Py M L. Muu,,, Mu M. S,,, Aw E. J,,, X L,, H K, P M, Yuyu L, V Ruz,, Ax D, M Hu, C L, M MCy,,, E Näu, Ju R. Z, G. W W,, Aw P. F,, * D M, J H Uvy S M, N W S, B, MD, USA

More information

T T - PTV - PTV :\er\en utler.p\ektop\ VT \9- T\_ T.rvt T PT P ode aterial. Pattern / olor imenion omment PT T T ode aterial. Pattern / olor imenion omment W T ode aterial. Pattern / olor imenion omment

More information

EXHAUST FAN SCHEDULE AIR FLOW FAN TYPE MARK MFR

EXHAUST FAN SCHEDULE AIR FLOW FAN TYPE MARK MFR YP XUS SU W SP P P V PS z WS WG S. SP V G SYS VS SPS. W S w w w. t e a m f w a. c o m o s n g e l e s u l l e r t o n. 955 500 0.50 inwg 7 08 V 60 z 47 W 0 WS XUS. G50 50 0. inwg 00 / 0 V 60 z 6 W 5 XUS.

More information

THE in-loop deblocking filter in the MPEG-4 AVC/H.264. Parallel Deblocking Filtering in MPEG-4 AVC/H.264 on Massively-Parallel Architectures

THE in-loop deblocking filter in the MPEG-4 AVC/H.264. Parallel Deblocking Filtering in MPEG-4 AVC/H.264 on Massively-Parallel Architectures 4205 1 Pr D Ftr MPEG-4 AVC/H.264 Mssvy-Pr Artturs Brt Ptrs, Crs-Frr J. Hrs, J D C, Mr, IEEE, Ptr Lrt, Mr, IEEE, Wsy D Nv, R V W, Mr, IEEE. Astrt T tr t MPEG-4 AVC/H.264 str s utty x us ts tt tvty, rsut

More information

FOREST VIEW RACQUET & FITNESS CLUB RENOVATION ARLINGTON HEIGHTS PARK DISTRICT. Arlington Heights, Illinois 60004

FOREST VIEW RACQUET & FITNESS CLUB RENOVATION ARLINGTON HEIGHTS PARK DISTRICT. Arlington Heights, Illinois 60004 ITTU ITIS T: ST VIW QUT & ITSS U VTI ITTS rchitects Inc. 1211 West 22nd Street, Suite 705 ak rook, Illinois 60523 hone: 630.574.8300 ax: 630.574.9292 ISSU. T SITI ISSU I rlington eights ark istrict W:

More information

Mathematical Models of Systems

Mathematical Models of Systems Mathematical Models of Systems Transfer Function and Transfer functions of Complex Systems M. Bakošová and M. Fikar Department of Information Engineering and Process Control Institute of Information Engineering,

More information

INVITATION FOR BID Exploratory Geothermal Drilling Services Department of Natural Resources (DNR)

INVITATION FOR BID Exploratory Geothermal Drilling Services Department of Natural Resources (DNR) V F B 21064 xy G v f u u ( B u: y : : u : -B ( u /k Wy y 30 2 1500 ff y W 98501 Bx 41017 y W 98504-1017 W 360-407-9399 w@wv y 18 2012 2:00 1500 ff 2331 y W 98501 ://wwwwv//u-f ://wwwwv/v/-k B U B V BF

More information

Econometric modelling and forecasting of intraday electricity prices

Econometric modelling and forecasting of intraday electricity prices E y y Xv:1812.09081v1 [q-.st] 21 D 2018 M Nw Uvy Duu-E F Z Uvy Duu-E D 24, 2018 A I w w y ID 3 -P G Iy Cuu Ey M u. A uv u uy qu-uy u y. W u qu u-- vy - uy. T w u. F u v w G Iy Cuu Ey M y ID 3 -P vu. T

More information

0# E % D 0 D - C AB

0# E % D 0 D - C AB 5-70,- 393 %& 44 03& / / %0& / / 405 4 90//7-90/8/3 ) /7 0% 0 - @AB 5? 07 5 >0< 98 % =< < ; 98 07 &? % B % - G %0A 0@ % F0 % 08 403 08 M3 @ K0 J? F0 4< - G @ I 0 QR 4 @ 8 >5 5 % 08 OF0 80P 0O 0N 0@ 80SP

More information

SPACE TYPES & REQUIREMENTS

SPACE TYPES & REQUIREMENTS SPACE TYPES & REQUIREENTS 2 Fby 2012 Gys Sh Typ: K E H 1 2 3 5 6 7 8 9 10 11 12 Ajy D (Hh Sh) F A Dsps Th fs f phys hs vv sps f h hhy fsy f vs. Phys s hf w fss wss hh vy hy-bs s f hhy fsy hs. Gy sps sh

More information

Solutions to Homework 3

Solutions to Homework 3 Solutions to Homework 3 Section 3.4, Repeated Roots; Reduction of Order Q 1). Find the general solution to 2y + y = 0. Answer: The charactertic equation : r 2 2r + 1 = 0, solving it we get r = 1 as a repeated

More information

VOID CABLE REQUIREMENTS

VOID CABLE REQUIREMENTS XST & W OTOS 0 SURTY SYOS Orange ounty onvention enter PORTT OTS R OTS W TV R # PX TYP RQURS /" OUT RO R OTO T..., WT US. OR RS OT OT SS, OUT T T, U.O.. W 0 R POR R 0 R R RQURS O () TYP. PX TYP #. OTRTOR

More information

T e c h n i c u e. SOUTH'S LIVEST COLLEGE WEEKLY Georgia School of Technology. Phi Kappa Tau Frat Installed With WeekEnd of Activity mm

T e c h n i c u e. SOUTH'S LIVEST COLLEGE WEEKLY Georgia School of Technology. Phi Kappa Tau Frat Installed With WeekEnd of Activity mm V X V U' V KY y,!!j[»jqu,, Y, 9 Y, 99 6 J K B B U U q : p B B By VV Y Kpp vy Y 7-8 y p p Kpp, z, p y, y, y p y, Kpp,, y p p p y p v y y y p, p, K, B, y y, B v U, Uvy, x, ; v y,, Uvy ; J, p p ( 5),, v y

More information

SAN JOSE CITY COLLEGE PHYSICAL EDUCATION BUILDING AND RENOVATED LAB BUILDING SYMBOL LIST & GENERAL NOTES - MECHANICAL

SAN JOSE CITY COLLEGE PHYSICAL EDUCATION BUILDING AND RENOVATED LAB BUILDING SYMBOL LIST & GENERAL NOTES - MECHANICAL S SRUUR OR OORO SU sketch SYO SRPO OO OU O SUPPOR YP SUPPOR O UR SOS OVR SOS (xwx) X W (S) RR RWS U- R R OR ROO OR P S SPR SO S OS OW "Wx00"x0" 000.0, 8/7.0 Z U- R R UPPR ROO S S S SPR SO S OS OW 0"Wx0"x90"

More information

Inverted Input A to make routing easier fix in FPGA U2 ADS62P4X LVDS ADC

Inverted Input A to make routing easier fix in FPGA U2 ADS62P4X LVDS ADC 0 0 opyright 0 ttus Research. nverted nput to make routing easier fix in U SX VS V _0 0 p V_TX: R0 R R R S_ S_ S_ S_ V_TX: U TR T/ RST S 0 S S S R R S R0 S 0 % V_ 0 _ V V_ 0 _ in 00 R in _0 0 0 _0 0 0

More information

Discovery Guide. And now, the fight you came for. Welcome to Center Theatre Group and The Royale by Marco Ramirez

Discovery Guide. And now, the fight you came for. Welcome to Center Theatre Group and The Royale by Marco Ramirez Dvy G W C T G T Ry by M Rz S y 1900 w bk w w w Jy S Jk w y : b w vyw w. T w y vv b y b w w. Tk k b b. W w b x w b y b? w y k y v? w b? bw? y w? D y v w w b? b w? T b bx y wy. R vw w yw M Rz v w w. Tk b

More information

R a. Aeolian Church. A O g C. Air, Storm, Wind. P a h. Affinity: Clan Law. r q V a b a. R 5 Z t 6. c g M b. Atroxic Church. d / X.

R a. Aeolian Church. A O g C. Air, Storm, Wind. P a h. Affinity: Clan Law. r q V a b a. R 5 Z t 6. c g M b. Atroxic Church. d / X. A M W A A A A R A O C A () A 6 A A G A A A A A A-C Au A A P 0 V A T < Au J Az01 Az02 A Au A A A A R 5 Z 6 M B G B B B P T Bu B B B B S B / X B A Cu A, S, W A: S Hu Ru A: C L A, S, F, S A, u F C, R C F

More information

Posterior analysis of the compound truncated Weibull under different loss functions for censored data.

Posterior analysis of the compound truncated Weibull under different loss functions for censored data. INRNAIONA JOURNA OF MAHMAIC AND COMUR IN IMUAION Vou 6 oso yss of h oou u Wu u ff oss fuos fo so. Khw BOUDJRDA Ass CHADI Ho FAG. As I hs h Bys yss of gh u Wu suo s os u y II so. Bys sos osog ss hv v usg

More information

COHERENCE SCANNING INTERFEROMETRY

COHERENCE SCANNING INTERFEROMETRY COHERENCE SCANNING INTERFEROMETRY Pt 1. Bscs, Cto Austt Sus K. Rsy PD Mc 2013 OUTLINE No cotct suc sut systs Coc sc tot Sts ISO, ASME Pt sts Vto tst Cto, ustt pocus Octv ocus optzto Scc stts w sut stts

More information

LWC 434 East First Street 4440 Garwood Place

LWC 434 East First Street 4440 Garwood Place //0 :: UI IXTUS TO US IIT TOS O T IST UTU I TOY IST OW - ITIO UTUS IST I TSIS. I ST (O, ZU). cui (, ZU). TOTO (OI, O). SO (ZU, Y). TUO (SO, ZU). TOTO (O US). IS (OSOIT, U). UST (ST WIIS, ZU). Y (T&S SS,

More information

Connecting Deer Creek and River des Peres Greenway

Connecting Deer Creek and River des Peres Greenway C D C Rv s s Gy ps D C Gy NORTH W Av Av Js Av E Av Su Av E Av Chy Av G Bv y Av. ps y h s G Bv, h h--y Cuy Av. ps C Rv s s Gy D C B B Bv Ox Av. Sussx Av. C Av. Ox Av. Ch Av. Ch Av. By E Av Mh Av. D C O-

More information

FH6 GENERAL CW CW CHEMISTRY # BMC10-4 1BMC BMC10-5 1BMC10-22 FUTURE. 48 x 22 CART 1BMC10-6 2NHT-14,16,18 36 X x 22.

FH6 GENERAL CW CW CHEMISTRY # BMC10-4 1BMC BMC10-5 1BMC10-22 FUTURE. 48 x 22 CART 1BMC10-6 2NHT-14,16,18 36 X x 22. 0 //0 :0: TR -00 A 0-W -00 00-W -00 A 00-W R0- W- & W- U RTAY TA- RAT WT AA TRATR R AT ' R0- B U 0-00 R0- B- B0- B0- R0- R0- R0- R0- B0- R0-0 B0- B0- A. B0- B0- UTR TAT 0-00 R0-,, T R-,,0 0-0 A R- R0-,

More information

MITCHELL HALL BUILDING ADDITION

MITCHELL HALL BUILDING ADDITION M. STY OTTO O T OS T: USTO: UO U O: TTO U O 00 TY OS: MS W/ STY T 00. US OY TO (T ). MY OY. US. OT OS. STO. U TS & S (T ). T 0 O, TY, UY S.. OW T: STOY, T. OW :,000 S T.. T MOTOS (STO 0):. UTOMT S S (STO

More information

Contents FREE!

Contents FREE! Fw h Hu G, h Cp h w bu Vy Tu u P. Th p h pk wh h pp h. Th u y D 1 D 1 h h Cp. Th. Th hu K E xp h Th Hu I Ch F, bh K P pp h u. Du h p, K G u h xp Ch F. P u D 11, 8, 6, 4, 3. Th bk w K pp. Wh P p pp h p,

More information

35H MPa Hydraulic Cylinder 3.5 MPa Hydraulic Cylinder 35H-3

35H MPa Hydraulic Cylinder 3.5 MPa Hydraulic Cylinder 35H-3 - - - - ff ff - - - - - - B B BB f f f f f f f 6 96 f f f f f f f 6 f LF LZ f 6 MM f 9 P D RR DD M6 M6 M6 M. M. M. M. M. SL. E 6 6 9 ZB Z EE RC/ RC/ RC/ RC/ RC/ ZM 6 F FP 6 K KK M. M. M. M. M M M M f f

More information

Have Metropolitan Planning Organizations improved regional policy making? The cases of Kansas City and St. Louis.

Have Metropolitan Planning Organizations improved regional policy making? The cases of Kansas City and St. Louis. Uv u S Lu RL @ USL D USL Gu k 5-6-00 Hv P Oz v k? K C S Lu J E C Uv u-s Lu j6@ F k : ://uu/ P P S C R C C J E "Hv P Oz v k? K C S Lu" (00) D 49 ://uu//49 D u u USL Gu k RL @ USL u D uz RL @ USL F v@uu

More information

A L A BA M A L A W R E V IE W

A L A BA M A L A W R E V IE W A L A BA M A L A W R E V IE W Volume 52 Fall 2000 Number 1 B E F O R E D I S A B I L I T Y C I V I L R I G HT S : C I V I L W A R P E N S I O N S A N D TH E P O L I T I C S O F D I S A B I L I T Y I N

More information

BLUE LINE TROLLEY STATION IMPROVEMENTS

BLUE LINE TROLLEY STATION IMPROVEMENTS TUT GT DD T T TUT HU GT WTH HG GHT G TZ # - + V Y 0/00 HZ GT WTH HG - + = U& PV-50 #555- P JUT X GHT G & DD. HG GHT D P UT UT Y TW P GT WTH HG GHT G & P DT P UT # - + U& P-50 #500-0 UT Y W/HVY DUTY TT

More information

Theory of Computation 7 Normalforms and Algorithms

Theory of Computation 7 Normalforms and Algorithms Theory of Computation 7 Normalforms and Algorithms Frank Stephan Department of Computer Science Department of Mathematics National University of Singapore fstephan@comp.nus.edu.sg Theory of Computation

More information

GG7: Beyond 2016 FROM PARIS TO ISE-SHIMA. The State of Climate Negotiations: What to Expect after COP 21. g20g7.com

GG7: Beyond 2016 FROM PARIS TO ISE-SHIMA. The State of Climate Negotiations: What to Expect after COP 21. g20g7.com 7: By 2016 A B Dy b B R INSIDE 7 ELOME: Sz Ab, P M J EONOMY T Ex EL D Ey D Sy ROM PARIS TO ISE-SHIMA T S N: Ex OP 21 A Pb by AT y I-S S ATOMPANYI Pb T 7 Mz VIP, D, D L 7: By 2016 A B Dy b B R ATOMPANYI

More information

Integral Triangles and Trapezoids Pairs with a Common Area and a Common Perimeter

Integral Triangles and Trapezoids Pairs with a Common Area and a Common Perimeter Forum Geometricorum Volume 18 (2018) 371 380. FORUM GEOM ISSN 1534-1178 Integral Triangles and Trapezoids Pairs with a Common Area and a Common Perimeter Yong Zhang Junyao Peng and Jiamin Wang Abstract.

More information

Flatness Properties of Acts over Commutative, Cancellative Monoids

Flatness Properties of Acts over Commutative, Cancellative Monoids Wilfrid Laurier University Scholars Commons @ Laurier Mathematics Faculty Publications Mathematics 6-1999 Flatness Properties of Acts over Commutative, Cancellative Monoids Sydney Bulman-Fleming Wilfrid

More information

i;\-'i frz q > R>? >tr E*+ [S I z> N g> F 'x sa :r> >,9 T F >= = = I Y E H H>tr iir- g-i I * s I!,i --' - = a trx - H tnz rqx o >.F g< s Ire tr () -s

i;\-'i frz q > R>? >tr E*+ [S I z> N g> F 'x sa :r> >,9 T F >= = = I Y E H H>tr iir- g-i I * s I!,i --' - = a trx - H tnz rqx o >.F g< s Ire tr () -s 5 C /? >9 T > ; '. ; J ' ' J. \ ;\' \.> ). L; c\ u ( (J ) \ 1 ) : C ) (... >\ > 9 e!) T C). '1!\ /_ \ '\ ' > 9 C > 9.' \( T Z > 9 > 5 P + 9 9 ) :> : + (. \ z : ) z cf C : u 9 ( :!z! Z c (! $ f 1 :.1 f.

More information

PROPOSED SITE PLAN SCALE 1/32"=1'-0"

PROPOSED SITE PLAN SCALE 1/32=1'-0 40 '-0 2 '-0 PP-2 (9/20/04 4 0'-0 P P V PP- (9/20/04 P '-0 0'-0 4 0 4 PP- (9/20/04 HS PK '- SH 50' SK '- 0 28 '-2 ( P 20 20 2.2 67 V.G. 54.5' ( G KY S.. V V UK HMMH U-U 6'0 9.. SZ MPS GV SS, U H GS G (

More information

CHANGE OF BASIS AND ALL OF THAT

CHANGE OF BASIS AND ALL OF THAT CHANGE OF BASIS AND ALL OF THAT LANCE D DRAGER Introduction The goal of these notes is to provide an apparatus for dealing with change of basis in vector spaces, matrices of linear transformations, and

More information

P Temperature Buffer Test. Measurements of water content and density of the excavated buffer material. Lars-Erik Johannesson Clay Technology AB

P Temperature Buffer Test. Measurements of water content and density of the excavated buffer material. Lars-Erik Johannesson Clay Technology AB P-12-05 Tmpu Bu Ts Msums w sy h xv bu m Ls-E Jhss Cy Thgy AB Dmb 2010 vs Käbäshg AB wsh Nu Fu Ws Mgm C Bx 250, E-101 24 hm Ph +46 8 459 84 00 IN 1651-4416 Tä g: KB P-12-05 P, T. ID 17605 Tmpu Bu Ts Msums

More information

Mathematical and Information Technologies, MIT-2016 Mathematical modeling

Mathematical and Information Technologies, MIT-2016 Mathematical modeling 473 474 ρ u,t = p,x q,y, ρ v,t = q,x p,y, ω,t = 2 q + µ x,x + µ y,y, φ,t = ω, p,t = k u,x + v,y + β T,t, q,t = α v,x u,y 2 α ω + q/η, µ x,t = γ ω,x, µ y,t = γ ω,y, c T,t = 11 T,x + 12 T,y,x + 12 T,x +

More information

kind read i i i i i i

kind read i i i i i i T u Mu P W NNG: Wu 1J1:9 u P OUT, 1J1: 6-10. u u u, u u, u' u u. v v 53:10-1 1' LXX x, u b : P u, N u, v u u u ( P ' "5 v" k ) k z u) ( ( k, u) ku ( u, k k, ub) ( u b u) k ( b Mk u, Ju) 1 J1:9 T Pb- v

More information

NEW GYMNASIUM AT BOYNTON HIGH SCHOOL 901 BOYNTON AVENUE, SAN JOSE, CA CAMPBELL UNION HIGH SCHOOL DISTRICT

NEW GYMNASIUM AT BOYNTON HIGH SCHOOL 901 BOYNTON AVENUE, SAN JOSE, CA CAMPBELL UNION HIGH SCHOOL DISTRICT W GSU B HGH SH B VU, S JS, PB U HGH SH S G S PB S VS SH VS H PJ B WH XSG S H QUS H PJ H H H UG H BG PHS GG S PJ QUS S WH G P SU PS, H W B S P SPSB S H JB S UG S PSS PP UG P H WK HS QU W PP UUS B WKG HUS

More information

ALPHABET. 0Letter Practice

ALPHABET. 0Letter Practice ALPHABET 0Ltt Pat Ltt Pat - Aa A A A A a a a Cl A s A a a A A Cl a s A a k Aa a Cut ut th ltt s a glu thm th ght st. Catal A Las a 2014 Lau Thms.msthmsstasus.m a a A a A A Ltt Pat - B B B B B Cl B s m

More information

Emigration The movement of individuals out of an area The population decreases

Emigration The movement of individuals out of an area The population decreases Nm Clss D C 5 Puls S 5 1 Hw Puls Gw (s 119 123) Ts s fs ss us sb ul. I ls sbs fs ff ul sz xls w xl w ls w. Css f Puls ( 119) 1. W fu m ss f ul?. G sbu. Gw b. Ds. A suu 2. W s ul s sbu? I s b b ul. 3. A

More information

BACKFILLED 6" MIN TRENCH BOTT OF CONT FTG PROVIDE SLEEVE 1" CLR AROUND PIPE - TYP BOTTOM OF TRENCH PIPE SHALL NOT EXTEND BELOW THIS LINE

BACKFILLED 6 MIN TRENCH BOTT OF CONT FTG PROVIDE SLEEVE 1 CLR AROUND PIPE - TYP BOTTOM OF TRENCH PIPE SHALL NOT EXTEND BELOW THIS LINE TT T I I. VTS T T, SPIS. 0 MSY ITS MS /" = '-0" +' - " T /" d ' - 0" I SIGTI d d w/ " M I S IS M I d 0 T d T d w/ å" 0 K W TT I IS ITPT SM SIZ x 0'-0" I T T W PSSI d /" TY I SIGTI Y ' - 0" '-0" '-0" P

More information

BACKFILLED 6" MIN TRENCH BOTT OF CONT FTG PROVIDE SLEEVE 1" CLR AROUND PIPE - TYP BOTTOM OF TRENCH PIPE SHALL NOT EXTEND BELOW THIS LINE

BACKFILLED 6 MIN TRENCH BOTT OF CONT FTG PROVIDE SLEEVE 1 CLR AROUND PIPE - TYP BOTTOM OF TRENCH PIPE SHALL NOT EXTEND BELOW THIS LINE TT T I I. VTS T T, SPIS. 0 MSY ITS MS /" = '-0" +' - " T /" d ' - 0" I SIGTI d d w/ " M I S IS M I d 0 MI T d T d w/ å" 0 K W TT I IS ITPT SM SIZ x 0'-0" MI I T T W PSSI d /" TY I SIGTI Y ' - 0" MI '-0"

More information

Parabola Exercise 1 2,6 Q.1 (A) S(0, 1) directric x + 2y = 0 PS = PM. x y x y 2y 1 x 2y Q.2 (D) y 2 = 18 x. 2 = 3t. 2 t 3 Q.

Parabola Exercise 1 2,6 Q.1 (A) S(0, 1) directric x + 2y = 0 PS = PM. x y x y 2y 1 x 2y Q.2 (D) y 2 = 18 x. 2 = 3t. 2 t 3 Q. Prbol Exercise Q. (A) S(0, ) directric x + y = 0 PS = PM x y x y 5 5 x y y x y Q. (D) y = 8 x (t, t) t t = t t 8 4 8 t,t, 4 9 4,6 Q. (C) y 4 x 5 Eqution of directrix is x + = 0 x 0 5 Q.4 y = 8x M P t,t

More information

duct end blocks filters lamps filters duct end blocks filters lamps filters metric

duct end blocks filters lamps filters duct end blocks filters lamps filters metric S Iu N 33 t t ut ut t t ut t ut t t t ut t ut ut t t t ut t ut ut t ut t t t ut ut t t t ut t ut ut t t t ut t ut ut t t t ut t ut t t t ut t t t t ut ut t t t ut t ut t ut t t t t ut ut t t ut t t t t

More information

Lecture 6c: Green s Relations

Lecture 6c: Green s Relations Lecture 6c: Green s Relations We now discuss a very useful tool in the study of monoids/semigroups called Green s relations Our presentation draws from [1, 2] As a first step we define three relations

More information

University lthcare scholarship,

University lthcare scholarship, y s Dv c H p s C c c Sv by S RMH M P yu s A! s Su c c? pusu cuu? b u c A yu b sy H sp, Dv sc S RMH Appy f s: f yu : cku, c b s v Fm y Rc, c Lu R sucu, fmy xu S s m sb c ys P sus - f s: ccmc S y c u c s

More information

Antibacterial effect assessment of ZnS: Ag nanoparticles

Antibacterial effect assessment of ZnS: Ag nanoparticles Nd. J., 3(3):191-195, S 2016 DOI: 10.7508/j.2016.03.007 Nd. J., 3(3):191-195, S 2016 ORIGINAL RSARCH PAPR Ab ff ssss f ZS: A ps Nj Pv; Gz A * ; Vj Kbszd Fvj B, Is Azd Uvsy, Isf, I ABSTRACT Objv(s): A f

More information

2 Lx H h , ug ,. Lx, h yph p g j g - pg g, pg g h h uy h, k. h p Uvy ' P g gz, u hy u u g h y h. P' k h, guy hh u, v u,. p p u h WW v

2 Lx H h , ug ,. Lx, h yph p g j g - pg g, pg g h h uy h, k. h p Uvy ' P g gz, u hy u u g h y h. P' k h, guy hh u, v u,. p p u h WW v h H HE 1005 EENG F HE RDE LU 1005 g. 17, 2006 Ry Wgh Z gy L Uvy. h: F S y: v 22 u gu. J y Hu, gu R D hy, gu F h E Pggy H, gu G S uy, gu u F u Sp g ppv hg. N EW USNESS: g u p 2006-2007 y. uy J Rg v u Juy

More information

N C GM L P, u u y Du J W P: u,, uy u y j S, P k v, L C k u, u GM L O v L v y, u k y v v QV v u, v- v ju, v, u v u S L v: S u E x y v O, L O C u y y, k

N C GM L P, u u y Du J W P: u,, uy u y j S, P k v, L C k u, u GM L O v L v y, u k y v v QV v u, v- v ju, v, u v u S L v: S u E x y v O, L O C u y y, k Qu V vu P O B x 1361, Bu QLD 4575 C k N 96 N EWSLEE NOV/ DECE MBE 2015 E N u uu L O C 21 Nv, 2 QV v Py Cu Lv Su, 23 2 5 N v, 4 2015 u G M v y y : y quu u C, u k y Bu k v, u u vy v y y C k! u,, uu G M u

More information

o Suite West Pender Street Vancouver B C V8C 2V8 Telephone Telecopier 804 8B Telex o o o o D o o o o o o o o o

o Suite West Pender Street Vancouver B C V8C 2V8 Telephone Telecopier 804 8B Telex o o o o D o o o o o o o o o d s Gd s GGA A GA RPRT T STY A STY 4 RA AS Sk s TS 3 5 B d 5445 d B54 AST G S T 44 8 s Pd S V V6 V6 B G AT GGA BRA 7 PP 67 b3 F ASS F SS T R P R T j T B S F G A Pj Gs b 987 j j j S 44 8 s Pd S V B V8 V8

More information

A symmetry-based method for constructing nonlocally related partial differential equation systems

A symmetry-based method for constructing nonlocally related partial differential equation systems A symmetry-based method for constructing nonlocally related partial differential equation systems George W. Bluman and Zhengzheng Yang Citation: Journal of Mathematical Physics 54, 093504 (2013); doi:

More information

MASSALINA CONDO MARINA

MASSALINA CONDO MARINA p p p p p G.. HWY. p p.. HWY... HWY. : HG, 00 T. TY, 0 Y 0 T o. B WG T T 0 okia 0 icrosoft orporatio - VY - T - T - GG - HBT - TT - T - TT T - TWT T 0 - T TT T - T TT T T T - TTY T - - T VT - K T ( H ),±

More information

arxiv:hep-ph/ v1 1 Apr 2005

arxiv:hep-ph/ v1 1 Apr 2005 Preprint typeset in JHEP style - PAPER VERSION Freiburg-THEP-05/01 DCPT/05/08 IPPP/05/04 hep-ph/0504006 arxiv:hep-ph/0504006v1 1 Apr 005 The process gg WW as a background to the Higgs signal at the LHC

More information

r R N S Hobbs P J Phelan B E A Edmeaes K D Boyce 2016 Membership ams A P Cowan D D J Robinson B J Hyam J S Foster A NAME MEMBERSHIP NUMBER

r R N S Hobbs P J Phelan B E A Edmeaes K D Boyce 2016 Membership ams A P Cowan D D J Robinson B J Hyam J S Foster A NAME MEMBERSHIP NUMBER ug bb K S bb h B E E ch Smth K t Sth E ugh m Cw b C w h T B ug bb K C t tch S bb h B E ch Smth K t Sth E ugh m Cw b S B C w Shh T ug bb K C tch S bb h ch Smth K t u Sth E m Cw b h S B C w O Shh T ug bb

More information

Periodic continued fractions and elliptic curves over quadratic fields arxiv: v2 [math.nt] 25 Nov 2014

Periodic continued fractions and elliptic curves over quadratic fields arxiv: v2 [math.nt] 25 Nov 2014 Periodic continued fractions and elliptic curves over quadratic fields arxiv:1411.6174v2 [math.nt] 25 Nov 2014 Mohammad Sadek Abstract Let fx be a square free quartic polynomial defined over a quadratic

More information

Marine Harvest Herald

Marine Harvest Herald Hv H T u 6-2013. u! u v v u up uu. F u - p u u u u u u pu uu x. W xu u u, u u k, O uu u u v v, u p. T, v u u u, u, k. p, u u u. v v,, G, pp u. W v p pv u x p v u v p. T v x u p u vu. u u v u u k upp, p

More information

Designing A Uniformly Loaded Arch Or Cable

Designing A Uniformly Loaded Arch Or Cable Dsinin A Unirmy Ar Or C T pr wit tis ssn, i n t Nxt uttn r r t t tp ny p. Wn yu r n wit tis ssn, i n t Cntnts uttn r r t t tp ny p t rturn t t ist ssns. Tis is t Mx Eyt Bri in Stuttrt, Grmny, sin y Si

More information

Circles Collar. Dress up a top or sweater with this fun collar made with easy circle motifs in a combination of complementary colors.

Circles Collar. Dress up a top or sweater with this fun collar made with easy circle motifs in a combination of complementary colors. by L m I KILL LEVEL FINIHE IZE O z m FINIHE MEUREMEN ppxmy 6 w ( ), 34 mu u uv ( u ) MERIL Nuy.m p ( w) w y (3 z/251 y/85 p ): 1 #0008 my up (), #0007 uy (), #0005 py () #0006 by pp () z /3/3.25mm /6/4mm

More information

End-to-end Performance Diagnosis

End-to-end Performance Diagnosis E-- Pf Dg [IEEE 802.16 M P Tp (Rv. 0)] D Nb: IEEE 802.16-12-0370-00-S D Sb: 2012-05-15 S: P Kpy V: - Gg I f Tgy E-: p AT.g. A GA * R: S f p b by IEEE 802.16 Mgy Sy Gp

More information

Priority Search Trees - Part I

Priority Search Trees - Part I .S. 252 Pro. Rorto Taassa oputatoal otry S., 1992 1993 Ltur 9 at: ar 8, 1993 Sr: a Q ol aro Prorty Sar Trs - Part 1 trouto t last ltur, w loo at trval trs. or trval pot losur prols, ty us lar spa a optal

More information

Euclidean Spaces. Euclidean Spaces. Chapter 10 -S&B

Euclidean Spaces. Euclidean Spaces. Chapter 10 -S&B Chapter 10 -S&B The Real Line: every real number is represented by exactly one point on the line. The plane (i.e., consumption bundles): Pairs of numbers have a geometric representation Cartesian plane

More information

READ T H E DATE ON LABEL A blue m a r k a r o u n d this notice will call y o u r attention to y o u r LOWELL. MICHIGAN, THURSDAY, AUGUST 29.

READ T H E DATE ON LABEL A blue m a r k a r o u n d this notice will call y o u r attention to y o u r LOWELL. MICHIGAN, THURSDAY, AUGUST 29. B U D D B < / UDY UU 29 929 VU XXXV Y B 5 2 $25 25 25 U 6 B j 3 $8 D D D VD V D D V D B B % B 2 D - Q 22: 5 B 2 3 Z D 2 5 B V $ 2 52 2 $5 25 25 $ Y Y D - 8 q 2 2 6 Y U DD D D D Y!! B D V!! XU XX D x D

More information

r*tt7v Progress, Ibe Ur)ft>ersal LaWof J^atare; Th>oagbt, fbe 3olA>er)t of Jier Problems. CHICAGO, SEPTEMBER MRS. ADA FOYE.

r*tt7v Progress, Ibe Ur)ft>ersal LaWof J^atare; Th>oagbt, fbe 3olA>er)t of Jier Problems. CHICAGO, SEPTEMBER MRS. ADA FOYE. 7v P U)> L ^; > 3>) P L' PBR 3 892 45 p p p j j pp p j ^ pp p k k k k pp v k! k k p k p p B pp P k p v p : p ' P Bk z v z k p p v v k : ] 9 p p j v p v p xp v v p ^ 8 ; p p p : : x k p pp k p k v k 20

More information

Professor Fearing EE C128 / ME C134 Problem Set 7 Solution Fall 2010 Jansen Sheng and Wenjie Chen, UC Berkeley

Professor Fearing EE C128 / ME C134 Problem Set 7 Solution Fall 2010 Jansen Sheng and Wenjie Chen, UC Berkeley Professor Fearing EE C8 / ME C34 Problem Set 7 Solution Fall Jansen Sheng and Wenjie Chen, UC Berkeley. 35 pts Lag compensation. For open loop plant Gs ss+5s+8 a Find compensator gain Ds k such that the

More information

Lecture Notes in Mathematics. A First Course in Quasi-Linear Partial Differential Equations for Physical Sciences and Engineering Solution Manual

Lecture Notes in Mathematics. A First Course in Quasi-Linear Partial Differential Equations for Physical Sciences and Engineering Solution Manual Lecture Notes in Mathematics A First Course in Quasi-Linear Partial Differential Equations for Physical Sciences and Engineering Solution Manual Marcel B. Finan Arkansas Tech University c All Rights Reserved

More information

[Let's Do ToPolio What We Did To Tokyo

[Let's Do ToPolio What We Did To Tokyo [L D W W D k /%// / j } b w k w kk w b N b b k z w - k w k k b b b b b w k b k w S b b- K k D R w b k k kk k w w "b b z b bk b w wk w kk w w k b b b b q V /VSRN O R S R SON - H R VL 11 N 11 q HK NONL KONDON

More information

The Hilltopper-20 a compact 20M CW transceiver. Offered by the 4-State QRP Group

The Hilltopper-20 a compact 20M CW transceiver. Offered by the 4-State QRP Group T H-2 m 2M CW v Off 4-S QRP Gu T H-2 Tv KSWL v O 28 u: u v: 4 43 MHz Tu: Hz /2 Hz Tm uu: W m Rv u : x 6 ma Sz: 43 x 39 x 7, 8 z u- k- O--f CW, m m A/B, 8-3 m Ajum: BO m, -m u C u u: Au M SMT P 2: P- D:

More information

Conditional Simulation of Random Fields by Successive Residuals 1

Conditional Simulation of Random Fields by Successive Residuals 1 Mathematical Geology, Vol 34, No 5, July 2002 ( C 2002) Conditional Simulation of Random Fields by Successive Residuals 1 J A Vargas-Guzmán 2,3 and R Dimitrakopoulos 2 This paper presents a new approach

More information

Cataraqui Source Protection Area Stream Gauge Locations

Cataraqui Source Protection Area Stream Gauge Locations Cqu u P m Gu s Ts Ez K Ts u s sp E s ms P Ps s m m C Y u u I s Ts x C C u R 4 N p Ds Qu H Em us ms p G Cqu C, s Ks F I s s Gqu u Gqu s N D U ( I T Gqu C s C, 5 Rs p, Rs 15, 7 N m s m Gus - Ps P f P 1,

More information

In order to ensure that an overall development in service by those. of total. rel:rtins lo the wapris are

In order to ensure that an overall development in service by those. of total. rel:rtins lo the wapris are AhAY ggkhu e evue he eve us wch my be eese s esu eucs ese mbes buges hve bee ke cvu vs. Css e vse e' he w m ceges cec ec css. Dec Dgqs_1q W qge5ee.pe_s_ v V cuss ke ecy 1 hc huse ees. bse cu wc esb shmes.

More information

Housing Market Monitor

Housing Market Monitor M O O D Y È S A N A L Y T I C S H o u s i n g M a r k e t M o n i t o r I N C O R P O R A T I N G D A T A A S O F N O V E M B E R İ Ī Ĭ Ĭ E x e c u t i v e S u m m a r y E x e c u t i v e S u m m a r y

More information

LOWELL JOURNAL NEWS FROM HAWAII.

LOWELL JOURNAL NEWS FROM HAWAII. U # 2 3 Z7 B 2 898 X G V ; U» VU UU U z z 5U G 75 G } 2 B G G G G X G U 8 Y 22 U B B B G G G Y «j / U q 89 G 9 j YB 8 U z U - V - 2 z j _ ( UU 9 -! V G - U GB 8 j - G () V B V Y 6 G B j U U q - U z «B

More information

Rational Bézier Patch Differentiation using the. Rational Forward Difference Operator

Rational Bézier Patch Differentiation using the. Rational Forward Difference Operator Rational Bézier Patch Differentiation using the Rational Forward Difference Operator Xianming Chen Richard Riesenfeld Elaine Cohen School of Computing University of Utah CGI 05 p.1/37 Introduction For

More information