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Ӣ ᵓ ᵗ Ө Ɏѻ ɏ

ȸhArrד ONSgt hArrד

ȸ Ϛד ∟Ϛ

Ө ȸ ᾎϢᴵ үҖи

ѻϢȸ F Ӈ G

ѡ ȸ F Ԉѡ G

ѻ X ᾎϢᴵ үҖи

ᴯȸ

ʆ צ ҵȲӐ ӣМѝ Ȳ frasl Ὑȴ

ʆӐ ϱ ᴟsectsup3sup3macrsup2XMMmacrcurrencentLnotregsectparaLbrvbarregmicroLsup3paraMqcurrencentacuteplusmnumlsup3cedilMjregbrvbarumlshymacrbrvbarcedilL sup2macrmiddot ȲП ᶙ Ȳṳ ṼӐ вה ᶧṼᶧ ȲᵡfraslЛСắ ȴ

ʆ ϱ ᶙ Ȳѿ Ṷ gaқ ϱ ҏ∟ȲԝϛהPԌȲӂ ὑҿ ȴ

ʆӐ ѿӔהеѝẗ ᾎϢ ₇ ᴩ ᵂ ȴ

1

ӭȱȱ

ȳ ȳȳ вϚȳ ӭᾼϡȳϮȳɎϚɏ П ԉѻᾙ Ɏϡɏ ɎϮɏү Ṏ Ϛ ПҳȳϢϩХȳ ᵂ П ᵂ ạȳ Ṏ ạԃȳ ᴩכ ᴷ

2

E-mail xd910163tzuchicomtw ᴯ

02-662897797305 02-66282665

ϢϚ ᵗ

Ϣϡ ו ensp

E-mail su6023tzuchicomtw ᴯ

02-662897793500 02-66282665

ᵿ үҖ ἇӀpart PVW

ѻ ᾎϢᴵ үҖи 1131050515A

ONS hArrד ∟Ϛ

ᴯ

E-mail dr2639tzuchicomtw ᴯ Ϛ Mד

02-66289779 02-66289009

ѻϢ ᵦ ԏ ѻԉM ѻԉ

ȳ

Ϛȳ Ӑ

ȸ Ϣ Ҡ ד ПᴩϢ Ȳ ᴟю ϚᴯϢᶙ Ȳ ― ȴ

3

ONS hArrד ∟Ϛ

ᵂ ᾎϢ ὧ 1434020015A

ᴯ ṅש

ᵿ ɎPTSORɏừ ὧ ὕ VQ

E-mail changyuhjiyahoocomtw ᴯ

02-275102213003 02-27728132

Ϣϡ Ӟר ѻԉ

E-mail Health_chengyahoocomtw ᴯ

02-27518705 02-27218750

03-95431312463 03-9565042

ѻϢ ´ вד ѻԉ

ϢϚ Ӟ

ϢϚ еpart

E-mail pedneuchenhotmailcom ᴯ Ϯ и

06-921111659771 06-9218119

Ϣϡ ו ᵗ

E-mail t6-d2123umailhinetnet ᴯ

06-921111615950 06-9211500

ᵂ Ϯ и Ӗὢ

0544010031A

ONS hArrד ∟Ϛ

ᵿ ɎVVNɏ еӀrsaquo ṭWN

ѻϢ ensp

ᴯ

ᴯ Ṏỗ

ᵿ FONTGүҖӀЄ ἔᶕὧ ҳϝϫϝ

ѻϢ а ensp

E-mail clinicclinicorgtw ᴯ ensp

02-275102213003 02-27728132

ᵂ Мї Ἤ ᾎϢМї 1101020027A

E-mail hwa0913hotmailcom ᴯ

06-921111659769 06-9218119

ONS hArrד ∟Ϛ

4

E-mail fish00031gmailcom ᴯ ensp

02-257866772291 -

Ϣϡ Ϲ enspᵗ

E-mail fx110506gmailcom ᴯ ensp

02-257866772263 -

ѻϢ Ӫ‒ ensp

ᴯ ש

02-257866772290 -

ϢϚ ₫ enspᵗ

E-mail pai9495ms14hinetnet ᴯ

ONS hArrד ∟Ϛ

ᴯ ensp

ᵿ үҖӀв ғכ ХRPNuarrPT

ᵂ ᾎϢ 1101110026A

E-mail C024002mailpohaiorgtw ᴯ ṅש

03-95431315218 03-9565042

ϢϚ Ὥ ᴓ ṅᵗש

E-mail c02a001mailpohaiorgtw ᴯ вד

03-95431315217 03-9565042

Ϣϡ ḈḞ ṅᵗש

E-mail 997016mailpohaiorgtw ᴯ ṅש

ѻϢ ensp

E-mail etmailknhorgtw ᴯ ensp

ᵿ үҖӀὲЍ ԏ Җ TT

ᵂ Ч 1501010010A

ONS hArrד ∟Ϛ

02-263455002868 02-26342255

ϢϚ ᶪ

E-mail fxcmailyahoocom ᴯ ensp

0968-980802 02-26342255

Ϣϡ Ὥἣᶪ

E-mail wtmailknhorgtw ᴯ wtmailknhorgtw

02-263455002861 02-26342255

5

ONS hArrד ∟Ϛ

ᵿ үҖӀМӔ М ϡQQ

ᵂ ҖӀӴ ếӂ Ӄ 0101090517G

E-mail Z3526tpechgovtw ᴯ דṅש

02-255232343326 02-25509658

ϢϚ

E-mail A0465tpechgovtw ᴯ דṅש

02-255232343284 02-25504461

Ϣϡ ṅᵗש

ᴯ דṅש

02-238895952005 02-23889591

ѻϢ ensp

E-mail DAB67tpechgovtw ᴯ ensp

E-mail AI5892ntpcgovtw ᴯ ensp

02-298291113660 02-29831945

ϢϚ ṅᵗש

E-mail AI1561ntpcgovtw ᴯ ṅש

02-298291113302 02-29845573

ѻϢ ᶛ ensp

ONS hArrד ∟Ϛ

ᵂ ҖӀӴ 0131020016A

ᴯ ṅש

ᵿ ҖӀϮ ҖЄ ϚQ

Ϣϡ

ᴯ דṅש

ᵿ ɎONQɏ ҖӀЄ א ORS

ѻϢ ש ensp

E-mail DAC58tpechgovtw ᴯ ensp

02-25523234 02-25521608

ᵂ ҖӀӴ М 0101090517B


02-298291113315 02-29845573

ONS hArrד ∟Ϛ

6

ᵿ ҖӀЂὭ ONS

ᵂ ҖӀӴ Ὑ 0101090517E

ѻϢ ѝ Ὑ ensp

ᴯ вדȳ ד

ONS hArrד ∟Ϛ


02-278612886900 02-27888492

02-283534566610 -

E-mail B1827tpechgovtw ᴯ вד

-0979309048 -

Ϣϡ ₇

ϢϚ flfl ṅᵗש

E-mail DAH06tpechgovtw ᴯ Ὑ ensp

E-mail Z2037tpechgovtw ᴯ ד

02-283534568113 02-28389183


ONS hArrד ∟Ϛ

02-239164702625 02-23914247

02-238895952005 02-23889620

ϢϚ ᵇử ṅᵗש

Ϣϡ

E-mail z4379tpechgovtw ᴯ דṅש

ᵂ ҖӀӴ ἔᶕ 0101090517D

02-278612888263 02-27888492

ϢϚ ѻԉ

Ϣϡ ṅᵗש

E-mail DAH48tpechgovtw ᴯ ד


ᴯ ṎМї

ᵿ OOSgt ҖӀ VU

02-278612888263 02-27888492

ѻϢ ѻԉ

7

ȸOLѻ Ӈ ᴩQ ѣвדцP ѣҵדȴPL м Ӑ ᴩП Ȳ П Ȳѹ ứ П ᴟюⱢT ѣȲᴟⱢW ѣȴ ӑ ᴩП ȲЛ Ɫ П ȴQL ỗ Пᵂ Ȳ П ȴ

8

ϡȳ

ONS hArrד ᴩԓϚד ∟Ϛ П

FᵂG ᾎϢ ὧFORQRNPNNOS_G

ᵡ ϢѣPgt Ϣѣ

ɎϝɏPgt ѣῂ FᵂGϮ и Ӗὢ FNSRRNONNQO_G

ϢѣVgt Ϣѣ

FᵂGМї Ἤ ᾎϢМї FOONONPNNPU_G

ϢѣVgt Ϣѣ

ɎгɏOgt ѣ ד Fѻ G ᾎϢᴵ үҖиFOOQONSNSOS_G

NA NA NA

ɎХɏOgt ѣẐד Fѻ G ᾎϢᴵ үҖиFOOQONSNSOS_G

NA NA NA

ɎҳɏOgt ѣequivד

Fѻ G ᾎϢᴵ үҖиFOOQONSNSOS_G

NA NA NA

ɎϮɏPgt ѣҵד Fѻ G ᾎϢᴵ үҖиFOOQONSNSOS_G

NA NA NA

ɎϡɏQgt ѣвד Fѻ G ᾎϢᴵ үҖиFOOQONSNSOS_G

NA NA NA

ɎϚɏgtϚӐ ȸPRЊцᴟюQTẂ Ẃиέ


NA NA ѻἵןϢ

QNgtϢ

ѻ ᵡ ᵂ Л ṆȳЛ

ѻἵןϢ

MᵂϢѣ

Л Ṇ Л

Ли KɎгɏ O ѣ ד

Ли KɎХɏ O ѣẐד

Ли KɎϥɏ O ѣвד

Ли KɎϝɏ P ѣῂ

Ли KɎϟɏ O ѣ

Ли KɎϚɏ Ϛ Ӑ ȸPRЊ цᴟюQTẂ Ẃиέ

Ли KɎҳɏ O ѣequiv ד

Ли KɎϮɏ P ѣҵד

Ли KɎϡɏ Q ѣвד

ѻ ᵂ

9

ɎϟɏOgt ѣ KὍ ד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ KІ ד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kᴘ ד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kᾆᶟד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

FᵂG ҖӀӴ МFNONONWNSOU`G

ᵡ ϢѣTgt Ϣѣ

ɎϥɏOgt ѣвד FᵂG ᾎϢ ὧFORQRNPNNOS_G

ᵡ ϢѣTgt Ϣѣ

FᵂG ҖӀӴ ếӂ ӃFNONONWNSOUeG

ᵡ ϢѣTgt Ϣѣ

FᵂG ҖӀӴ ὙFNONONWNSOUcG

ᵡ ϢѣTgt Ϣѣ

FᵂG ҖӀӴ ἔᶕFNONONWNSOUbG

ᵡ ϢѣTgt Ϣѣ

FᵂG ҖӀӴ FNOQONPNNOT_G ᵡ ϢѣPgt Ϣѣ

FᵂG Ч FOSNONONNON_G ϢѣVgt Ϣѣ

ɎϝɏPgt ѣῂ FᵂG ᾎϢFOONOOONNPT_G

ϢѣVgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ

10

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kҵד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

11

ȳ ȸӐ Пӭᾼ Ѡᾎȴ

12

Ϛȳ ӭᾼȸạứПϒ П в ц ӦЊ ạ ц ӢạȲ ד

ᶩ ϯ ṓȳϚ ἤ ᾼ ȳᾙ ϩȲ ї ῀ ᶾ ȲᴷȳḂ ₇ ȳ ӣ ὑ Ȳ כ ᵒ ᵂ ȴѻ Ȳ Ϣᾼ М Ϣȳ ц כ ᾼ ϩȳ ₇

ᾼḂ ᾼ Ṿ ӣȲ כ ᾼ ԉ Ȳ Ϛ Ṏ rsaquoἬắṎ ἤ ȲṳҒ Ϣѝ Ȳ ᴖ Ἀ Ӣ Ȳ ẁӖ Ểԓἤц ἤᾼԓϢ ȴ

ϡȳ Ѡᾎȸӧȳ Ғ ȸӐ ц П Ϛדᴰ ȴϛȳ ẃ ȸӐ вד ȳҵד ȳЊẐדȳequiv ȳῂד цדѻᾙ ⱢѻȲҫ ҵד П ῏ ԉ ȴѶȳ в ȸ ᵶɦϚ Ӑ PRЊ цᴟюQT ẂиέɧȳɦR ѣвɎOד ѣ ᴟᵂ ɏɧȳɦP ѣҵדɧȳɦO ѣequiv ɧȳɦOד ѣẐדɧȳɦO ѣɧȳɦPד ѣῂ ɧȳɦO ѣ ɧȲԚOPד ѣ ȴ

OLR ѣвדɎO ѣ ᴟᵂ ɏ ȸӐ Q ѣвד Ṽ П ї ⱢѻȲ в ҔᵶȸϚ ȳ ᶩ ȳ ᶾҾȳ ȳ ȳ ᾎ ȳᶩᶾ ȴҫҵȲO ѣῂ вד ɦүҖӀӴ ếӂ ɧȳɦүҖӀӴ МɧȳɦүҖӀӴ ἔᶕ ɧᵂȲ в Ṽᵂ ἬạứП ᴩ Ȳṳứ

ᵂ ᾭᾓȴPLɦP ѣҵדɧ ȸӐ P ѣҵד Ṽ П ї ⱢѻȲ в ҔᵶȸϚ

ȳ ᶩ ȳ ᶾҾȳ ȳ ȳ ᾎ ȳ ᶩᶾ ȴQLɦO ѣequiv ɧד ȸӐ O ѣequiv ד ɦүҖӀӴ М ɧȳɦ ᾎϢщѻ Әếи ɧȳɦ ɧᵂȲ в Ṽᵂ ἬạứПᴩ Ȳṳứ ᵂ ᾭᾓȴRLɦO ѣẐדɧ ȸӐ O ѣẐד Ṽ П ї ⱢѻȲ в ҔᵶȸϚ

ȳ ᶩ ȳ ᶾҾȳ ȳ ȳ ᾎ ȳ ᶩᶾ ȴSLɦO ѣ ɧד ȸӐ O ѣ ד Ṽ П ї ⱢѻȲ в Ҕᵶȸ ῀ ц ᶩ ᶾҾȳ ҭᶾҾȳ ȳ ᶩᶾҾȳ Пᵒ ц

Пᵒ ȳ ȳ ᶾҾȳ Ṇצ ế ẂП ϩȳ ґ ᵫȳҒ Ϛ ȳ ᶩᶾ ȴTLɦP ѣῂ ɧ ȸP ѣῂ вד ɦүҖӀӴ ếӂ ɧȳɦүҖӀӴ М ɧȳɦүҖӀӴ ἔᶕ ɧȳɦМї Ἤ ᾎϢМї ɧȳɦ ᾎ

Ϣ ɧȳɦ ᾎϢᴵ үМи ɧᵂȲ в Ṽᵂ ἬạứП ᴩȲṳứ ᵂ ᾭᾓȴ

ULɦO ѣ ɧד ȸӐ ẁᴘ ȳד ȳד ȳד ȳד ȳד ȳὍדȳדȳᾆᶟד ȳד ҵדⱢ ᵑȲד Ṽ П ї ⱢѻȲ в Ҕ

ᵶȸϚ ȳ ᶩ ȳ ᶾҾȳ ȳ ȳ ᾎ ȳ ᶩᶾ ȴVLɦϚ Ӑ PRЊ цᴟюQT Ẃиέɧ ȸɎOɏϚ Ӑ PRЊ ȸᵶ ᾎradicFᵶPЊ ɎᵶɏѿϱПἤᵑ דП Gȳ ȳ ₇ ȳ ạȳ ᵂȳײϺ ȳ ӴȲ Њ Ȳṳצ ạȲ в ѿ ẂПש ц ⱢѻȲṳṼắ в ȴ

ɎPɏQT ẂиέȸҔᵶ ᾎradicɎᴟюRẂɏȳ ɎᴟюVẂɏȳ ạɎᴟюRẂȸ ד ᾼ OẂȳ ṮἤᶼӢ ṿӣOẂȳ ṮᾙOẂȳẔ ד OẂɏȳ₇ ɎᴟюRẂɏȳἤᵑ ɎᴟюOẂɏȲҫҵTẂfrasl ὑῂ ᶙכȴ

Ϝȳ ᴷѠהцḂ ạᾼpartӴȸOLắ Ȳѿẓ ᵧ ᵂⱢ ПṼ Ȳ Ҕ῀ ȳᶾhArrἬ ẞᾼ Ɫ fraslȴ

PL Ӧ ῏ П ᴷȲ ῏ѿᴕ ῶȳ ȳ ᵂɎmqacȳkumlshyumlKacvɏȳЀц ᾼ Ѡה ᴷ ȴ ѿ hArr ᴞᶺ ᴷῶᴞᶺ ᴷȲṳѿ

ῶȲᵂⱢ Ӑ П ᴷȸ ᴟῂ ᴩ ᴕ ᴷȲᵂⱢ Ḃ ᾼᴕȷױ ѻϢ ứ ң Ḃ П ȴ

13

14

ȳ в

и ẓ ԝ Ӑ Ἤ Пכ ӭ цἬ ᶙכПЏᵂ ӭȴ

Ϛȳ ӭᾼ

ắ ӦӐ ɦ ∟Ϛ ɧἬ ẁП ȲҠ ѿϯӭכ ȸOL ậ ῀ ȸ ѿ ῏ⱢМїȲ Ӧ ї῀ F ṓ ᶩ ȳ Ӑ ȳᾼד ῀ G ᶾ Ɏ ᶾ ȳᾙ ᶾ Ȳ ḟ ɏȲҒ Ϛ ᶩ ȲhArr hArrȲ ứѡ∟ᴩ П ȴPL ѿכ ϢⱢМїᾼ Ἐȸ Ϣᾼ ȳ цᾙ ḟ Ȳṳ ṷḟ ϱᾼԉȲ ẓ ῂ ПϢѝ ȲѹҒ Ϣȳ П ᶾҾȴQL ᴞᶺ ᾼ hArrȸ Ӧ ᶧ Пі Ȳṿӣ ȳה ה ᾎȲ ᴞᶺ

ԛ Ṏᾼ ἤȲ ѻ Ṏ Ȳ ҠӦӐ cKjcurren plusmnshyumlshybrvbar ṎӂүП Ȳ ῀ ȲṳҠᴞᴩ Ὠȴכ ӣ Ȳѿᶶ ậ ῀ȲᴸѿП ѠᾎȲИ ѡ∟ᾼ Ӣ МȲЛ ῀ ȳ сᶾ ȳḂ hArrȲ ᶩḟиέ ϩȲṳ ᴞᶺ ϩȴ

RLẓ ѿ ї ϩⱢ ᾼ ạhArrȸѿר gmkFgshysup2sup3umlsup3acutesup3currengtregyengtkcurrenpoundumlcentumlshycurrenGѿ ї ϩⱢ ᾼᴰạhArrȲҔȸѿ ϢⱢМїᾼ ȳ ᾼ Џᵂȳ ὑ ᾼ ᴩȳ

₇ sbquo ѿц ᶾ ᵓӣ Ȳц_aekcgtF_centcentplusmncurrenpoundumlsup3 sup3umlregshygtaregacuteshycentumllaquogtyenGregplusmngteplusmn poundacute sup3currengtkcurrenpoundumlcent laquocpoundacutecent sup3umlregshyGἬpart ᾼ ї ϩȲҔȸ Ϣ ȳ ῀ ȳ ᶩЏᵂМᾼ Ḃ ȳϢ hellipᶾҾȳ ѿцạhArrϯᾼ ᶩЏᵂȴ

SLҒ ῂ ȸҒ ῂ ȳrsquo ᾼ Ἐц ῂ ᵂᾼ ȴTL Ϣѝȳ ᾼ ȸ ҳЄ fraslF ᴞѻ fraslȳЛ fraslȳᴩ fraslцеӂӔ

fraslGȲҒ ϢӐȳϢѝ ῂ Ȳ ϢцẔ Ȳ ẓ ᾼ Ѧ Ȳ ₇ ṳ ȴ

Ϛȳ ӭ

ϡȳᶙכПЏᵂ ӭ

15

OLpartӴ ӐԚ ȸᵓӣеᵫ МȲpartӴ Ӑ ɦ ∟Ϛ Ṏɧ ӐПԚ Ȳҫ Ȳв Ҕᵶȸ ӭᾼȳ Ѡᾎȳ ӭ ȳ Пכ ӭц

в ȲҒ Ϣ ױ ȴPL ṎȸFOG ᶩ ῂ ȸ Ṽ Ӑ в ȲὑӐ ɦ ∟Ϛ ש ɧȲṳ ᶩ ȴFPG ῂ ȸӦ ѻϢ Ӑ І Ғ П ש ȳ ₇ ȳ

ᾎradicȳ ש Ȳắ ᶙ Ȳ ѻϢ ᵫї ṳ ҏpart Ѡ ȲѿᵂⱢḂ Ṽ ȴQL ắ ȸFOGᶙכ ȸ―ὑ Ϡ Ἤ П в ӭᾼȴFPGẦᵗ ẞȸ ῶȳῂ ȳ Ȳ rsaquo Ὑ Ȳṿ Ӑ

צ Ӑ ἘȴFQG Ṽ Ἤ П ῶ ᴩ Ȳ Ϣ ứ ң Ȳ П hArr ᾓȴRLpartӴ ῂ Пᵂ hellipȸ Ϣ ḕѣϚװᴟῂ ῂ ц ᴩṳᴕ Ȳὑӂ ѻ ῂ ᾭ ȴ

SL ᵫ ȸ МˍӒ ᵫȴTLϚ ᴷѠה ὙϯȸFOGP ѣῂ ȸɾ ῏ ᴷȸῂ Kѿῂ П Ѡהᴕ ⱢѻȷӐ K ᴟῂ ᴩ Пᴕȴ

ɾ ᴞᶺ ᴷȸ hArr ῶȳᴞᶺ ᴷῶ ῶɎѿϱῶ ѿῂ ᵂ ứⱢѻɏȴFPGQ ѣвדȳP ѣҵדȳO ѣequiv ȳדȳẐד ȳד ȸדɾ ῏ ᴷȸᴕ ῶFḕѣϒװGȳ ᵂȳF ϢȳkumlshyumlKacv ȳmqac GȳЀȳȳ Ɏ МȲḕѣẒװɏȴ

ɾ ᴞᶺ ᴷȸ hArr ῶȳᴞᶺ ᴷῶȳ ῶɎѿϱῶ ḕѣ ϒװɏȴFQGϚ Ӑ PRЊ цᴟюQT Ẃиέȸɾ ῏ ᴷȸ ᵂȳЀ ȳ ȳ Ɏ МȲḕѣẒװɏȴɾ ᴞᶺ ᴷȸ hArr ῶȳᴞᶺ ᴷῶȳ ῶȴ

16

ϡȳ

ᴩϚד ∟Ϛ П

ɎϮɏ Pgt ѣҵד Ɏϥɏ Ogt ѣвד

Ɏҳɏ Ogt ѣequiv ד Ɏϟɏ Ogt ѣ

ɎХɏ Ogt ѣẐד

Ɏϡɏ Qgt ѣвד Ɏϝɏ Pgt ѣῂ

ɎϚɏϚ Ӑ ȸPRЊ цᴟюQTẂ Ẃиέ

Ɏгɏ Ogt ѣ ד

Ӑ ᴩ П ȸ Ṽ ѿϱ Ȳ ᴩП иᵑ

ẂȸӐ ᴩ П ⱢɎϚɏϚ Ӑ PRЊ цQTẂ ẂиέȳɎϡɏQѣвדȳɎϮɏP ѣҵדȳɎҳɏO ѣequiv Ȳfraslиᵑ Ẃϯȴ

17

ɎϚɏgtϚ Ӑ ȸPRЊ цᴟюQTẂ Ẃиέ

ɎOɏ Ϣ

ᾎradicӴӂ Ẑד ѻԉ 15 ЊẐ ȳ ȳ

Mᾎradic

ᵂȳײϺȳ

Ӵ

ᶩ ѻᾙ 20 ᴨ ȳ ᶩ ȳᵂ

ѵ вד ѻԉ 13 Ṋ ד ȳ ȳӢ ḟ

ạ вד ѻԉ 19 вדȳ ȳד ạцᶼӢ ạ

₇ Ὥ‒ԏ ד ѻԉ 18 вד₇

ởgt gtgtgtgt ѻᾙד

ѻ ᵑltד gt Ɏ enspἨ ɏ

Ϛ Ӑ ȸPRЊ цᴟюQTẂ ẂиέZ ȸ ᾎϢᴵ үҖи

ɎPɏ ȸ ᵶ в ȳ Ɏᵶ ῶɏȳ ѠɎᵶQTẂה Ẃиέɏȳ ἬЮ ȳד Ḋ

ȸ

в

ɚ ᾎradic ɛȸҒ ᶩ ᶩ П Ȳ ᶩḟ Ἤ ẓ П Ӑ῀ ѿцasympᴕᶾҾȲ сӢ ϩП ᾼ ϩȴϠ ד Пᾎradicᶧ Ȳ ᵗ ᶩ צ ᴩ Ȳ П Ӑ ἘȲṳᴸѿ Ẃ ᴔ Ȳ Ӧ

Њ Ғ ȴ

VKONЊ Ȳ в ȸצ П ȳ ᾎradic иṹȳ Ϣ ᵓц῀ ȳᴞѻ ȳ ҷ ᵫ῀ ȳ ȳײ Ầᵗᴞ Ӓ ȳϢЏӢ ᶾᾼד ȳ

ȳשṅ ȳ ὑ Л Ḗᾼȳ hellipsbquo ᶾҾȳ ϩ ϩᾼȳ ȳЅἤ

18

в

ɚ ɛȸᶩ ѿѝ ȳ ᵂȳЊ Ȳᵂиέ ᴷȷ Ӧ ᾼ Ȳ ẁᴰ ѿѻ ἤ ד ἤПᵂᾎȲ ᶩ ϱἬ ПȲᴶ ᶩ ᾼ Ɫ ṅϱҠש ПȲ ᶩ ᴩṆ ἤѝ ц Ȳᶩḟ ᴶᴶ ᾼ Ὠᵂ ӣȲѿцẔᶩ ӣ ạцҠᴩ ȴ

Ѡה

OLϚ Ӑ ѻ ѿЊ ȳ Ẃשц Ѡה ᴩȲṳ Ϥ ᶩ МḔ ᴩȴẔ в ȳ ц ӦӐ ṶԒ цеᵫȲ fraslϱ ὑḕ ϚᴟХOSXNNfrac12OUXQNἨ гϱрF ῶ ὑϚ ѣrsaquo ẁȲѿѠ― ϱ ṶừGȲ ד ȴPL Ṽ ắ Ȳ ὑ ᶩϱ ᵂ ї ȷ ӑ ắ rsaquoϚӐ П Ȳ Ӑ῀ П ȴ

QL ạȸḕ Ꞌ ѿmacrregparacurrenplusmncent not Ȳ ᾭᾓӑ С Ȳ ὑ rsaquoԒᴩᵫ῀Ἥ Ϣ ȲṳὑϚ вᴟ ᴩ ϱ Ȳᶙכ

ȴ

ἬЮ

OL ὑӐ ṎМїn`j ȳ ȳї Ϯ їȳế ц ἪЊ ȴPL ҵṳ ҏП part ᴩ ȴ

ד Ḋ

OLϒ ṎK∟q_pq ṎPL ᶩ Ẃ ᾎradicQL ӣRL ᶩӢỄSL ЊTL ϚᴩULӪ XϚᴯ₉ᴵ ӢᾼVLϢWLӢײONLᾎradicOOLכ ᾎemspX ПOPLכ ᾎemspX ᾎradicOQL ϢԓXORL ἪOSL ӢỄOTL ᶩӢỄOUL ᶩ Ẃ ᾎradic

19

ד Ḋ

OL K ᶩᴩ ѠᾎП ӣPL K ḟ gtQL K ᶩіRL ᾼ ӣȸ ᶩ іSLcmicroumlpoundcurrenshycentcurrengt` sup2currenpoundgtkcurrenpoundumlcent laquogtaregshysup2acutelaquosup3 sup3umlregshyTL ӣᶶ Ϥemsp

ἬЮ


QKTЊ Ȳ в ȸצ ȳ ᶮכȳѝ ȳѝ ȳ ȳὑ ῏П ӣȳɚ ɛЊ ȳЊ

ӣ

Ѡה



ȴ

в

ɚ ạɛȸЮ в ứ ȳ Ѡהȳ Ṇ ȲҒ ᶼӢṿӣ fraslц Ȳ ю ӣȲṳ в ц П ᶹ ṮȲṳѿ Ṯ Пז Ȳṿ ạП Ḇצ ᾼϠ ȴ

RKTЊ Ȳ в ȸצ Ṯᾙц ȳ ₤ᴩ  ПЮ F Gȳ Ṯᾙ ȳ ṮӣẓПЮ ȳ ᴩӔ Ṯ Ӕ זᵂ ȳ ᾬ₇ћ Ṯц equiv ᵂ ȳᶼӢ ПӔ ṿӣ ἘȳfOlO ₤ ȳᴨц ᵂ

20

ד Ḋ

OL ṮᾙᾎPLrplusmn microcurrenlaquogtnotcurrenpoundumlcentumlshycurrenQL_sup3laquo sup2gtregyengtyenacuteshybrvbar laquogtumlshyyencurrencentsup3umlregshysup2RLalaquoumlshyumlcent laquogtnotcedilcentreglaquoregbrvbarcedilSLk shysup2regshyEsup2gtsup3plusmnregmacrumlcent laquogtpoundumlsup2curren sup2currensup2TLcmicroumlpoundcurrenshycentcurrenKiexcl sup2currenpoundgtumlshyyencurrencentsup3umlregacutesup2gtpoundumlsup2curren sup2currensup2ULgshyyencurrencentsup3umlregacutesup2gtpoundumlsup2curren sup2currengtumlshygtsup3sectcurrengt brvbarumlshybrvbargtX gtcentlaquoumlshyumlcent laquosect shypoundiexclregregordfVLk shypoundcurrenlaquolaquoJgtbregacutebrvbarlaquo sup2Jgt shypoundgt`currenshyshycurrensup3sup3Esup2gtmacrplusmnumlshycentumlmacrlaquocurrensup2gt shypoundmacrplusmn centsup3umlcentcurrengtregyengtumlshyyencurrencentsup3umlregacutesup2gtpoundumlsup2curren sup2currensup2gtJgtmicroreglaquoLOWLnplusmncurrenmicrocurrenshysup3umlregshygt shypoundgtcentregshysup3plusmnreglaquogtregyengtshyregsup2regcentregnotuml laquogtumlshyyencurrencentsup3umlregshysup2ONLnplusmnumlshycentumlmacrlaquocurrensup2gt shypoundgtmacrplusmn centsup3umlcentcurrengtregyengtmacrcurrenpounduml sup3plusmnumlcentumlshyyencurrencentsup3umlregacutesup2gtpoundumlsup2curren sup2currensup2OOLnplusmnumlshycentumlmacrlaquocurrensup2gtregyengtmicroumlplusmnreglaquoregbrvbarcedilgtXnotreglaquocurrencentacutelaquo plusmngtiexclumlreglaquoregbrvbarcedilJmacr sup3sectregbrvbarcurrenshycurrensup2umlsup2Jgt shypoundgtcentregshysup3plusmnreglaquogtregyengt shyumlnot laquogtmicroumlplusmnacutesup2currensup2OPLpcurrencurrensup2currengt shypoundgt`currensup3sup3sup2Egt gtmacrplusmn centsup3umlcent laquogt macrmacrplusmnreg centsectgtsup3regumlshyyencurrencentsup3umlregacutesup2gtpoundumlsup2curren sup2currensup2OQLt centcentumlshycurrensup2

Ѡה



ȴ

ἬЮ


в

ɚ ₇ ɛȸЮ ү ₇ ᾓца₇ Џẓ ӣц₇ ѝоП Ȳѿц Л emsp ᴩП₇ ЏẓцṆ asympᴕԓ ᴩ₇ Ȳ ϢԓȳЛṏṶԈȲṳ ѿ ϢⱢМїᾼ ἘȲṳἋᴼ ₇П ȴ

21

PKRЊ Ȳ в ȸצ ᾼứ ȳ ӣ ȳנ ᾼв fraslȳ ѝ ᾃ Ṷ ȳᴶӴה ȳ Fӱ G

вɚ ᵂȳײϺ ȳ Ӵ ɛȸӦ П Ȳѿᴞṝ ᵂȳӴ Ӑ ᵂ ἘȲṳѿ ẂҒѿᴸ ȴ

Ѡה



ȴ

QKTЊ Ȳ в ȸצ ₇ ȳ ₇ ȳ ₇ Ή ȳ ₇ ϢԓȳϢԓ цӭ ȳ ЛṏṶԈП Ӑ иέ

ἬЮ


ד Ḋ

OLmqac ᶩᶾ њҌPLmqac KpartӴ ₇ ᶩᶾ ᾼіQL ӣRL ₇ Ṏ іSLTL ₇ X ὡ ₇ П gt ḖầПUL ₇

22

ד Ḋ

OLᴶ ҭц PL ᵂіQLᴶ ᶾד ѝRL ᵂ ӣ

Ѡה



ȴ

ἬЮ


ῶȸ

NQKOTXNNKOUXNN

Ṯᾙц

₤ᴩ ПЮF G

Ṯᾙ

ṮӣẓПЮ

NRKNWXNNKONXNN

NQKNWXNNKOPXNN

OLѝ

PLѝ

NOKOTXNNKOUXNN

Пᾎradic

иṹ

Ϣ ᵓц῀ ᴞѻ

ҷᵫ῀

NPKNWXNNKOOXNN

OL

PL ᶮכ

Ϛ ϡ Ϯ ҳ Х г ѡ

23

NSKNWXNNKOOXNN

KЊ

NSKOTXNNKOUXNN

fOlO ₤

ᴨ

цᵂ

NTKNWXNNKOOXNN

KЊ

ӣ

NRKONXNNKOPXNN

ὑ῏П ӣ

NRKOSXNNKOUXNN

ᴩӔṮӔ זᵂ

NRKOTXNNKOUXNN

ᾬ₇ћ Ṯц equivᵂ

ᶼӢ ПӔ ṿӣἘ

NVKOTXNNKOUXNN

ᾼứȳӣ

נᾼвfrasl

ѝᾃ

Ṷ

OUKOTXNNKOUXNN

Пᾎradic

иṹ

Ϣ ᵓц῀ ᴞѻ

ҷᵫ῀

OVKNWXNNKOOXNN

OL

PL ᶮכ

NTKOTXNNKOUXNN

₇ ₇

₇Ή

NUKOTXNNKOUXNN

₇Ϣ

ԓ

ᶺ₇ Ѡ

Ϣԓцӭ

ЛṏṶԈПӐ иέ

NVKOSXNNKOUXNN

OLᴶӴה Fӱ

G

24

PPKOTXNNKOUXNN

₇ ₇

₇Ή

PPKNWXNNKOOXNN

KЊ

ӣ

POKOTXNNKOUXNN

fOlO ₤

ᴨ

цᵂ

PQKOTXNNKOUXNN

₇Ϣ

ԓ

ᶺ₇ Ѡ

Ϣԓцӭ


POKNWXNNKOOXNN

KЊ

PNKNWXNNKONXNN

OWKOTXNNKOUXNN

Ṯᾙц

₤ᴩ ПЮF G

Ṯᾙ

ṮӣẓПЮ

OWKNWXNNKOPXNN

OLѝ

PLѝ

PNKOTXNNKOUXNN


ᶼӢ ПӔ ṿӣἘ

PNKOSXNNKOUXNN

ᴩӔṮӔ זᵂ

PNKONXNNKOPXNN

Kὑ῏Пӣ

25

PRKOTXNNKOUXNN

ᾼứȳӣ

נᾼвfrasl

ѝᾃ

Ṷ

PRKOSXNNKOUXNN

OLᴶӴה Fӱ

G

ɎQɏ ᴷᴕ ѠהɎ ᵶ ᴷῶ הцṿӣѠה Ὑɏ

L

iexclL ɎҔᵶắ ὑ rsaquoц ∟Пכ ᴷɏ

centL Ὑᴶ כ ᴷ ẔЛṜ

OLӦ ắ ɦ ῴ Ὑ ɧȳṳὑḕѣ ᴩϡװɦ ɧɎѣМⱢ ӢȳѣἉⱢ ɏȲϠ ᾼ כ ṓȲṳӦ ч ᾼ ṓᵂⱢ ɦPRЊ

цQTẂ Ẃиέɧ ᾼ ᴕȴPL ɦPRЊצ hArr ῶɧȲ П hArrȳ ӣhArrȳ Ḋȳ Ѡהцв ȳᵡןצ ᴩ Ȳṳ Ɫ ᶩ цḂ ПṼ ȴ

OLṼ Ἤ ẁᾼ Ȳ ᴩ rsaquo Ḗ ᴷц כ∟ ȴPLṼắ ὑắ Пɦ ɧȲ ᾼ hArrцן ᶮṳᵂⱢ ПṼȴQL ɦPRЊצ ᴕ ῶɧȲὑ ḇ Ӧ ᶩ ȲṼ ắ

Пῶ ᴩ ȴRLὑ Ȳắ Ӈ ᴟюᶙכQN Ẃ ᵫȲẔМ ᾎradicᴟюRẂȳᴟюVẂȳ ạᴟюRẂɎ ד ᾼ OẂȳ ṮἤᶼӢ ṿӣOẂȳ ṮᾙOẂȳẔ ד OẂɏȳ ₇ ᴟюRẂȳἤᵑ ᴟюOẂȲṼ ӻП ᵫᴩ ȴ

OLắ Ӣ ɎḕѣᴟюϚװɏ Ϡ Ẕ ᾭᾓ כ Ȳ ứ ὑѣἉ ᴩ Ȳ Ӧ ȳ ᶩ ᾼ Ȳ ᾼ ᶮȲᴟ ȲᵂⱢ Ḃ ПṼ ц ᴕȲ ЛṜȴPLḕѣ ṓF hArr ῶȳ ῶȲḕѣ ϚװGȲ ẁȲᵛẘ hArrᾼḂ ȴQLӼצ ԉᵗ ѿḕѡϠ ᴩ Ȳṳ ᶩ rsquo йRL Ӧ ᶩ ᵑ ȴ

HẔ ṓ gtɇgtPRЊ IQT Ẃиέנ ῶLmacrpoundyen

26

ɎϡɏQgt ѣвד

Qgt ѣвדZ ȸ ᾎϢᴵ үҖи

ɎOɏ Ϣ

ѵ вד Ṋ ѻדԉ

12 ѦᴨậӰ

ᴚй

ởgt gtgtgtgt ѻᾙ ד

ᵑltד gt Ɏ enspἨ ɏ

ɎPɏ ȸ ᵶ в ȳ Ɏᵶ ῶɏȳ Ѡȳה ἬЮ ȳ ᶩ ȳד Ḋ

ȸ

в

OLвד Ἢ ȸ Ἢ Ȳ Ғ ᶩПȲ Ἤ П Ӑ῀ оⱢ ᶩҠ ӣП ῀ȴPL ᾼӭ ҔᵶȸFOG ῀ ц ᶩ ᶾҾȸ Ϛ вד ῀ цȴ

FPG ҭᶾҾȴFQG ȸ _poundnotumlsup2sup2umlregshygtlregsup3currenJgtnplusmnregbrvbarplusmncurrensup2sup2gtlregsup3currenJrplusmn shysup2yencurrenplusmngtlregsup3currenJgtnplusmnregcentcurrenpoundacuteplusmncurrengtlregsup3currenJgtpoundumlsup2centsect plusmnbrvbarcurrengtqacutenotnot plusmncedilП ᵂᶾҾȴFRG ᶩᶾҾȸҔϚ Ἤ ẓ Пϩȸ ȳ atnȳbregacuteiexcllaquocurrengtlaquoacutenotcurrenshygtcent sup3sectcurrensup3currenplusmnȼӼ Ẕ ȴFSG Пᵒ ц Пᵒ ȴFTG ȳ ᶾҾȴFUG Ṇצ ế ẂП ϩȲ ᵀᶙ ᾼῶ ҭȲ П Ȳ ПὨȲ ד ц П Ὠȴṳ ứᴯц ᵑ ПᶾҾȴQL ґ ᵫȸ Ӑ ґ ц ᶾҾȲѻᾙ ȳ ґ ᵫȴ

RLҒ Ϛ ȸFOG ҭ ȳ ȳ ᵑ ПᶾҾ L ҭ ȸЛᵀ Ɏpoundumlsup2curren sup2currenɏ ѻ ȳ ҭȳ ҟҭȳ Ϣҭȳ ҭȳ ҭцṆ ȲɎumllaquolaquoshycurrensup2sup2ɏϠ Ϣᾼ ếᵺ ȲҔ ї ế

ῂ ᾼ ȴiexclL ᶾҾ Ҕȸԓṝ ȳӢỄ Ɏᵶᴨ ȳ ȳ ȳẻᵮɏȳṝ ц ᾼ ȳ ᾭ ᾼ ȳӫȳ ц ȳ Ɏᵶ Ἁ ɏȳᴘתȳ

27

в

ȳЀȳ₅ ȳ Ɏᵶӧᾭ ɏȳ ђȳ ῐ ȳї ᴨ цỂ ȳ ȳ ȳḽἤᾆᶟӢ ȳ᾿ ȳҳῒȳ ȳ ȳ ᾭ ȳ ῀

ȴcentL ᵑ ȸ ϯԝ ᾭἨ ᴩ ᵑ ȸȳẻᵮᵺ ȳ ȳ ȳ ― ȳ ȳᴨȳԓṝ neȳї ȳ ᶟȳ ȳ Л ȳӫ ȳȳ ȳ ȳ ȴ

FPG ȳ ц כ П ᶾҾцϢhellipȸ ᵑ ӣɦ їɧᾼFQG ὑ ᶩ ȸ Ҕ ṓПᶩ Ȳ ѠהӇ ҔЊ Ẃ ц Ἢ

ȴFRG ὑ ᶩ ȸ ѠהҔЊẂ ц Ἢ ȴFSG ᾎ ȸ ѠהӇ ҔЊ Ẃ ȴFTG иέ ₇ Пṏ цḂ П ȸ Ю₇ Пד в ȲӇ Ҕᴶ כ ɦ Ϣ

ԓɧцɦЏᵂԓɧӭ ц П Ṯ ȴSL Ϣ ȸὑ ᶙ ϯԝ Ἠ ᾼȸᴨ ȳ M ȳ ᴨ ȳ ἤ ῐȳϯẻᵮ ȳ ᶟ ȳ ᴨ ȳprimeᾭ їȳ ἤї ȳї ȳṊᾣȳṊ оȳ оҏᴨȳᴨᶟȳẻᵮ ȳ ȳᶟ ȳ ȳȳ ᾣMОȳ ȳ ɎᵶӢײ ȳɏ ȴ

TL ᶩᶾFOG ϱ П ᶩ ᾭȳῶ ȳ ȳᾙ ҵȲӼ Ϣᾼ ȳᾙ цẔᾃ Ṷ ȴFPG ϱ П ц ȴFQG ῀ Lϱ П цᾙ fraslȴiexclLϠ ӣ ᾬП ȳ ᵂӣȳṿӣц ᾬ ғП ц ғ Лԓ ПṿӣѠᾎȴcentL ц П Ӑ Ἐц ȴFRGgt Ἠᵒ ц ᴩᴨ L ȸᴨ ἳѱȳ ȳ ȳ Ѭȳ ȳиᾆᾬἳѱᴥц ȴiexclLᵒ ȸԓᴨ ȳᴨᶟ ȳ цȳӢо ȳ ᴨᴨ иέȳї ȳ

Ṋᾣ ȳ ȴFSGї ц ᵒ ȸ ї ȳї ȳvKԏȳ vKԏȳ vKԏȳ ȴ

FTG цᶾ L ᴨч Пᵒ

28

ᶩ ḕϢḕѣӂᶁ щ ⱢUKOO Ȳḕѡפ TKORᶩȴ

ἬЮӐ Ϛצ ṎМїцד вד ἪȲṳ צ Ṇ Ȳ ὑ ṎМїц Ἢ צȳ Ȳẁ ᴩ ц ד ȴ

в

iexclLẻᵮ Ɏᵶ в Ϥц ɏcentL Ӑ ȳ ц ѠᾎpoundL ᶾ Ɏᵶכ ᴪז ɏcurrenLẔᶾ ȸ їῐ ȳ ẛȳМҶזϤ ȳ ѬἼᵮȴ

Ϯ ѣ

Ѡה

OL ᶩ ȸѻᾙ ᾼ ϯȲ ϚϢᾼЏᵂȲ ҭ ȳ ȳ

ᵒ ế ᵑ Ȳṳ йᾼ ếᾙ ȷ ᾬᾼ СȲ Ἢ цѻᾙ ϯȲequivᾭᾓП ȴ

PL ᶩ ȸѻᾙ ḕѡ Ἢṥ Ȳṳ ᶩȲ Ȳ С П Ȳ ὑ ᾼȲpartӴ ᵒ ᾼ ϩȲṳ Ἢ цѻ

ᾙ ϯȲ П equiv ᾓȴQL ȸ ц Ȳ ậ῀ цȲӐ צ ȳԓ ȳ ᶩ ȳײϺẂ ȳ ґש ȳ ᶩ ȴRLЊ ц ȸ ӦЊ ạ ẂȲѿ с ȴSL ґᾼ ếש ȸѻᾙ ϯȲṳ Ӧ ế ґПש Ȳ Пȴ

TL Ẃ ᵂȸḕѣ ӻRẂᶙ ҏ ҭȲȳ ȳ ᵑ ȳ ᵑ ȳȲẔМOẂ ԝҏד ȳOẂדӣἨ ₇ Ṷ Ȳѹ ᴟю ᶙכO

Ẃἤᵑ цRẂ ạ Ẃ ᵫȴULkumlshyumlKacv ᴷȸḕѣӦ ᶩ ὑemsp ȳἪ ᴩkumlshyumlKacv Ȳ ᶮȲṳԝϤи ӭМȴ

29

ד Ḋ

1Heart Failure a comprehensive guide to diagnosis and treatment(fundamental and clinical cardiology) G William Dec (Marcel Dekker) 2Electrophysiological disorders of the heart Sanjeev Saksena A John Camm (Elsevier Churchill Livingstone) 133Textbook of interventional cardiology Eric J Topol (Saunders)134Textbook of critical care Mitchell P Fink Edward Abraham (Elsevier Saunders) 135Neurology in clinical practice Walter G Bradly (Butterworth-Heinemann) 136Electroencephalography basic principles clinical applications and related fields Niedermeyer (Lippincott Williams amp Wilkins) 137Oxford textbook of clinical nephrology Alex M Davison (Oxford University Press) 138Diagnostic atlas of renal pathology a companion to Brenner amp Rectors the kidney Agnes B Fogo Michael Kashgarian (Elsevier Saunders)139Netters essential physiology1310Netters internal medicine

ῶȸ

1330-1600

Ἢ OSXNNcieᵒ

Ἢ Ἢ Ἢ

1600-1700

вדat

вדat

вדat

вדat

1230-1330

vԏᵒFG

0730-0830

UXQNKVXONвד

UXQNKVXONвד

вד

UXQNKVXONвד

0830-1200

OOXNNKOPXNNвד

ἪMἪ

ἪMἪ

VXQNKOPXNNemsp

ἪMἪ


30

1700-1800

Њц

Mґש

OLԓ

PL


L



OLӦ ắ ὑ Ởrsaquo ɦ ῴ Ὑ ɧȳṳὑḕѣ ᴩϡװɦ ɧɎѣМⱢ Ӣ ȳѣἉⱢ ɏȲϠ ᾼ כ ṓȲṳӦ ч ᾼ ṓᵂⱢ ᾼ ᴕȴPL ɦצ hArr ῶɧFḕѣѣἉϚװGȲ П ȳ ᴩѠהȳ ∟П ᴷ ᴩ Ȳṳ Ɫ ᶩ цḂ ПṼ ȴQL Ϸ ɦצ ῶɧFḕѣѣἉϚװGȲ ᾼ hArrȳ ȲϠ כ Ȳ ϷҠ ᵡ ạhArrȲứ ᶮȴ

OLṼắ ὑắ Пɦ ɧɎḕѣ ן ɏȲ ᾼ hArrцןᶮṳᵂⱢ ПṼ ȴPL ɦצ כ ῶɧFḕѣѣἉϚװGȳkumlshyumlKacvF МѣῴȳѣἉϚװGȳQTNhArrF ḇ∟ ϚװGȳ Ϣ F ḇ∟ ϚװGȳmqac F ḇ∟ ϚװGȳbregmacrsup2

F М ắϚװ G ао ѠהȲὑ Ӧ ᶩ ȲṼ ắПῶ Ȳ ᴩ ȴ

QLὑ Ȳắ Ӈ ᴟюᶙכḕѣRẂᶙ ҏ ҭȲ ȳ ȳ ᵑ ȳ ᵑ ȳ ȲẔМḕѣ юצOẂד цOẂדӣἨ ₇ Ṷ ȲṼ ӻП ᵫ ᴩ ȴ


HẔ ṓ gtɇgtR ѣвדLmacrpoundyen

31

ɎϮɏPgt ѣҵד

Pgt ѣҵדZ ȸ ᾎϢᴵ үҖи

ɎOɏ Ϣ

ԃ ҵד Ϛ ҵדѻԉ 19 ᾙњϢЏᴨ њ




ȸ

в

иⱢ ᶩ ȳ ȳ ṅцש ї ХѠה ᴩȲ ᶩ ЏᵂϱиⱢȸemsp ȳequivȳ Ἢȳњ ҳ Ѡה ᴩȴOLemsp equiv Џᵂȸẓ Ḕ ѿ Ӣ Ἤ ПדḔ Ȳױ Џᵂ ἬМ צ ᵂequiv њ Ἠzwjequiv ѹҠemsp вᴩПњ Ȳ ϱ ϯȲ ᴩњ ᾙ Ἠњ ∟ Ѐ ἨḆ Ȳṳ _ajq ᴕ ȴPL ἪЏᵂѠ ȸẓ Ḕ ѿ Ӣ Ἤ Пד Ḕ דᴿȲ ҉ᾼ ⱢȸFOG ѻ ϱ ϯȲ ẔἬ П њ rsaquo∟П ȳ ц ȴFPGḕѡ ȲⱢ ЀцḆ ȴQLњ ЏᵂȸFOG њ rsaquoП ᾙ Ȳ ᾃ ц ᴨ Ȳѿц ȳ ȳẚњȳזᴪȳ њ ᶾ ȴFPG њ ἤ ѠהȲⱢ ϧ ᴯПӫȲ Г Ẕ Џᵂȴ

FQGᴰ цѿϱϢ ѻњ ȲӦњ ῏ Ȳԉ ϚἨ ϡᵗњȲṳ њ ᵂцПṿӣȴFRGẦᵗἨѻњ МȲ ᾃ Ȳњ ᶾҾ ȴFSGϱ ϯȲ ᴩᶝ цӫϯ й њȴFTG њ ᶙכ Ȳ њ ѻ῏П Ȳ Сᴩ Ӈ Пᾙ ц Ẽ Ầ ПṶ Ȳṳ й

ѹӔ ᾼ Ϥ МȴRL ȸFOG ᶩ hellipӦדӂѡἬ ṓП Ἠюṓ ẂȲẔ ᾙ ἨẔ ẓצȲḕ ҏϚװ Ȳ Ӑ Ἤצ ҒȲԚ

32

в

ש ḟᵺ Ԛ Ȳױ МȲᴰц ᵫ ẂȲṳ Ὠȴ

FPGҵד ȸ ӂѡד Пњ ẂἨ ᴩ⅝ ῏ȲἨᵓӣ ҵד Ȳ ҏȲ ѿϠ Ϻײ῏ ц оȲѿΉӔᴞА῏ײ ҷȲ ᶾ ȲⱢӐד ẂȲfraslѻᾙ ϯȲ иέ ȴFQG ȸӦד Ἤ П middotԏ ѱȲẔ Ӣ ἤȲ Ὅ ᴰד ѿϱϢ Ԛ Ȳ ѿ ᶩ ὨȲױӼӦᴰẂ ᵫц ὨПנ ȴFRG ȸӦѻᾙ Ȳứ Ϣצד П ῀ ҏ ᵫȲϚfrasl цῶϩȲṳ Ẕ ПЛṜȴFSG ȸӦד ἨẆȲứἨ вҵȲ ᶾ צ П Ἠ ῏ȲҒѿἨ Ȳ ἒױ ᶾ ȴFTG Ἠד ȸ ӐדἨԓ ȲвἨדвצ П ᴩ ȳ Ṷ ȲҷȲḕѣᴟюϚװȴSL їFOGҒ Ϛ ȸ Lgt ҭ ȳ ȳ ᵑ ПᶾҾц ȴᵑ ϯԝ ᾭἨ ᴩ ᵑ ȸȳẻᵮᵺ ȳ ȳ ȳ ȳ ― ȳȳ ȳϯ ȴiexclLҵ цњ П ц ȴFPG ȳ ц כ П ᶾҾцhellipȴFQG ц ὑ ᶩ ȸ L ᾎ ȸ Ю ᾎȳ ᾎцẔᴩ ד П ᾎ ȴiexclL Ҕ ṓП ᶩ Ȳ ѠהӇ ҔЊ Ẃ ц Ἢ ȴcentL иέ ₇ Ϡ цḂ П ȴpoundL Ϣ ц ȴFRGҵד Ϣ ȸὑ ᶙ ϯԝ Ἠᾼ ȸԅᵌȳ ᴨ ȳ ȳ ᴨ ȳ ҵ ȳȳẻᵮ ȳ ȳ equiv ȳ о ҏᴨȳ ȳᴨᶟȳ ἤ Ѐ ȳ ᾣMОȳ ȳᾬӣ ȴFSG ᶩᶾ LϠ ӣ ᾬП ȳ ȳ ȳ ᵂӣȳᶼἤц ᾬ Ṋ ғ П цṊ ғ Лԓ ПṿӣѠᾎȴiexclL ц П Ӑ Ἐȸ ṮἤᶼӢ Пṿ

33

в

ӣcentL П ᵒ ȸᴨ ἳѱȳ ȳȳ Ѭȳі ˍ ˍ ȳиᾆᾬ ȳᴨᶟ ȳ ц ȳӢо ȳṊᾣȼ ȴpoundLї ц ᵒ ȸї ȳї ȳỂ ᴨ hArr ȳ v

ԏȳ vԏȳ vԏȳ ᾌȳȴcurrenL цᶾ ȸFOGҵדד ᶾ ȸҵד Пњ ȳњ rsaquo ᴷ

ȳњ ∟ ȳ Ӑ Ѐ ᶾ ȳ ӐҵדЀ ȳӰ ѤỆứȴFPG ȳМҶ Ϥц Пԓ FᵶМҶ GȴFQG Ӑ ȳ ц ѠᾎȴFRG њ ᶾ ȸ ц ᴪז ȴFSG equivᾭᾓ ȸ equiv ᴷȳ equivFTGẔȸ ᴩᴨ ц ếᴞ Ṯᾙц Ṯȴ

P ѣ

34

ᶩ ḕϢḕѣӂᶁ щ ⱢUKOO Ȳḕѡפ WKORᶩȴ

Ѡה


ᵒ ế ᵑ Ȳṳ йᾼ ếᾙ rsaquoᴷȳ ȳ rsaquoᾃ Ṷ ȴ њ ȳᵂ ȳ ᶾ ȳњ ȳ⌠ ᵂ ȳ ∟ҵדҒ ȴ ᾬᾼ СȲ Ἢцѻᾙ ϯȲ equivᾭᾓП ȴPL ᶩ ȸѻᾙ ḕѡ Ἢṥ Ȳṳ ᶩȲ Ȳ С П Ȳ ὑ ᾼȲpartӴ ᵒ ᾼ ϩȲṳ Ἢ цѻ

ᾙ ϯȲ П equiv ᾓȴQL ȸ ц Ȳ ậ῀ цȲӐ צ ȳԓ ȳ ᶩ ȳײϺMẆ Ẃ ȳ ґש ȳвҵד ȴṳ Ѐ ᵫȴ

RLЊ ц ȸ ӦЊ ạ ẂȲѿ с ȴSL ґᾼ ếש ȸѻᾙ ϯȲṳ Ӧ ế ґПש Ȳ Пȴ

TL Ẃ ᵂȸḕѣ ӻRẂᶙ ҏ ҭȲȳ ȳ ᵑ ȳ ᵑ ȳȲẔМ юOẂ ԝҏד цOẂד

ӣἨ ₇ Ṷ Ȳѹ ᴟюᶙכOẂἤᵑ цRẂ ạ Ẃ ᵫȴUL ϢȳkumlshyumlKacv ȳmqac ᴷȸϒҵד ḇ∟Ȳ ᶩ ї Мҏᴕ ѻ ȲӦ ᶩ ц Ϣ emsp ȳἪ ẞᾼ Ȳ ᶮȲṳԝϤ иӭМȴ

ἬЮ

Ӑ Ϛצ ṎМїцד ҵד Ἢȳњȳ⌠ ȳemsp ȳequiv Ȳṳ ὑ ṎМїцἪ צ Ṇ ȳ Ȳẁ ᴩц ד ȴ

35

ד Ḋ

1Oxford textbook of surgery Peter J Morris William C Wood (Oxford University Press)132ACS surgery principles amp practice 2005 Wiley W Souba (WebMD Professional Pub)133Textbook of surgery the biological basis of modern surgical practice Courtney M Townsend Jr(Elsevier Saunders) 134Vascular surgery principles and practice Robert W Hobson II Samuel E Wilson Frank J Veith (Marcel Dekker) 135Haimovicis vascular surgery Ascher (Blackwell Pub)136Comprehensive vascular and endovascular surgery John W Hallett Jr(New York) 137Osteoporosis pathophysiology and clinical management Eric S Orwoll and Michael Bliziotes (Humana Press)138Surgical exposures in orthopaedics the anatomic approach Stanley Hoppenfeld Piet DeBoer(Lippincott Williams amp Wilkins)139Surgery of the liver biliary tract and pancreas1310Surgical pitfalls prevention and management1311Current surgical therapy1312Operative anatomy1313Atlas of minimally invasive surgery1314Current therapy of trauma and surgical critical care1315Atlas of pediatric laparoscopy and thoracoscopy

ῶȸ

1230-1330

anaῐ

1330-1700

ἪMњ

ἪMњ

ἪMњ

ἪMњ

ἪMњ

0830-1200

ἪMњ

ἪMњ

ἪMњ

ἪMњ

ἪMњ

0730-0830

װ דM

ґ

װ דM

ґ

ҵדeplusmn shypoundpregacuteshypound

װ דM

ґ


36

1630-1730

OLԓ

PLҵד


L





QL Ϸ ɦצ ῶɧFḕѣѣἉϚװGȲ ᾼ hArrȳ ȲϠ כ Ȳ ϷҠ ᵡ ạhArrȲứ ᶮȴ

OLṼắ ὑắ Пɦ ɧȲ ᾼ hArrцן ᶮṳᵂⱢ ПṼȴPL ɦצ כ ῶɧȳkumlshyumlKacvȳQTNhArr ȳ Ϣ ȳmqac ȳbregmacrsup2 ао ѠהȲὑ Ӧ ᶩ ȲṼ ắ Пῶ Ȳ ᴩ ȴQLὑ Ȳắ Ӈ ᴟюᶙכḕѣRẂᶙ ҏ ҭȲ ȳ ȳ ᵑ ȳ ᵑ ȳ ȲẔМḕѣ юצOẂד цOẂדӣἨ ₇ Ṷ ȲṼ ӻП ᵫ ᴩ ȴ


HẔ ṓ gtɇgtP ѣҵדLmacrpoundyen

37

ɎҳɏOgt ѣequiv ד

Ogt ѣequiv Zד ȸ ᾎϢᴵ үҖи

ɎOɏ Ϣ

ϵ equiv ד ѻԉ 8 ȶequivȶ equivȶḳ цЄȶ ї Ễ F_ajqG ỗȶequiv ҵ FcrraG

ȶ ЊẐ Ễ F_njqgtIn_jqGȶ newϚ ṎFRNЊ G




ȸ

вҔ Ἤ ɦONNדhArrϚד ∟Ϛ

ɧв equiv ПT ї Пц ᶩequiv цequiv ᶾ ȴ

T ї Qb ȳ ἨЊ ԚгЊ ȴᶩᶩ ḕ OPЊ ȴ

38

Ѡה

OLắ ὑ Ϛ Ϛщϱ rsaquoȲӦѻԉἨ ᶩrsaquoЮ Ȳ equiv ȳᵂ ȲequivṷṶ Ȳ М ᾃ ṷṶ Ȳᴕ ᾼ צѠ Ȳṳ new ᾼ ї ȲἬצ Ϛứ ԒҒѹ ї נ ῶF ԈϚGȲԛ ᶩϱȴPLḕѡϱ ѻ כ ϢȲ Ȳӂᶁḕכ Ϣ ᴟюONᴟPNȲḕᴯכ ᾼ Ϣᶩᴔ ᾼ Ȳ ᶩᴔ ᴩᶩ Ȳ ὨẃȲḟứ Ϣᾼ Ȳ ᶩᴔ

ԛװ Ȳ ᶩᴔ ὑϯ ∟ М ṷ ԛװ ȴQL כ Ϣ ᶩᴔ ∟Ȳὑɦ ᶩ ῶɧF ԈϡGȴRLắ ᶩᴔ ϯ ṓȳϚ ἤᾼ ȳᾙ ϩȲ Ϣᾼ МϢȳ ц כ ᾼ ϩȳ ₇ ᾼḂ ᾼ Ṿ ӣȲ כ ᾼ ԉȲ ᴖ Ἀ Ӣ Ȳ ẁӖ Ểԓἤц ἤᾼԓϢ ȴSLḕᴯ ᶁ Ғ Ϯц Хϯрequiv ї ц

ȲҔ ї ȳ ẂȳЛ Ẃ ȳײϺ Ẃ ȳ Ẃȳ Ṱ ȳϮѡв Ẃ ȳẞ rsaquo

Ϻײ Ẃ ȳ ȳ Ẃ цвדȳҵד Ȳ ԓ ἤᾼ Ȳҵד

Ȳ ṓequiv ц ῶF ԈϮGȴTLנ Ғ ϱϥנ Ởᾼ Ẃ

ȴULḕѣ Ϛ ӉӰ Ȳ equiv Ӱ Ȳḕᴯ ᶁ ҒȴVLצ Ὅ в ȳ ȳ ȳӉӰ Ἠ ᴯȲ ᶩᴔ ᴰ ȴWLắ ὑ ᴩϚװ ש ᵫἨ ẂȲҫᶙכẒẂ иέ ᵫȲҔ ҭȳ

ȳ ȳ ᵑ ȳ ᵑ ȳ ȴONLequiv ⱢḕᴯnewO Ϛᴯѻᾙ Ɫequiv ᶩȲequiv ᶩ ѻ ѣ ṳᴩnotumlshyumlacv ᴷF ԈҳGȴOOLḕѣἉἬצequiv ᶩ Ԛң ἬצȲṳ ɦ ᶩ ῶɧȳɦnotumlshyumlacv ᴷῶɧȴOPLⱢ ᵡ ẞϠ ᾼὧᴫȲὑḕѣ ∟ϚӢ ц rsaquoȲԒ ᴩЀ ȲЀ ῶF ԈХGȴOQL Ἤ ɦONNדhArrϚד ∟Ϛ

ɧȲ equiv ПT ї П

39

ד Ḋ

FϚGcnotcurrenplusmnbrvbarcurrenshycentcedilgtkcurrenpoundumlcentumlshycurrenJgt gtcentregnotmacrplusmncurrensectcurrenshysup2umlmicrocurrengtsup2sup3acutepoundcedilbrvbaracuteumlpoundcurrenJgtTsup3sectgtcurrenpoundumlsup3umlregshyFϡG_ajqFϮG ӣequivFҳG ӣẞ rsaquo equivFХGequiv њҌ

ᶩ ḕѣOVNЊ FḕѣOS ȳḕ OPЊ GȲ fraslϱЄ ԌӪ Fỏ Qfrac12R Gȴ

Ѡה Ѡᾎ ԈἬӱ

ἬЮequiv ȳequiv ȳequiv ȳ FӰ Gȳȳequiv ц ᶩ ᶾ Мї ộцFOQ Gȴ

ῶȸ

NPKOTXQNKOUXQN

ԓ

NPKOSXNNKOTXQN

Ϻײ Ẃ

Ẃ

0800-0900

kregplusmnshyumlshybrvbarpacuteshygtᾼ

Ẃ


Ẃ


Ẃ


Ẃ


Ẃ

NOKOSXNNKOTXQN

Ẃ

Ṱ

1500-1700

їцᶩ

2000-2100

cmicrocurrenshyumlshybrvbarpacuteshy

ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ

2000-2100

Ẃ Ẃ Ẃ Ẃ Ẃ


40

NRKOSXNNKOTXQN

mfa_ Ẃ

NRKOTXQNKOUXQN

ԓ

NQKOSXNNKOTXQN

ЛẂ

ϮѡẂ

NQKOTXQNKOUXQN

ҵד


L



FϚGӦ ắ ὑ Ởrsaquo ɦῴ Ὑ ɧȳṳὑѣἉ ᴩɦ Ӣ цɧF ԈгGȲϠ ᾼ כ ṓȲṳӦ ч ᾼ ṓᵂⱢ ᾼ ᴕȴ

FϡGⱢϠ new ᴞᶺ כ ц ц ᶩᴔ П ṓȲὑѣἉ ∟ ᴷȲӦnew ɦ ᴞᶺ ῶɧF ԈϝGȳɦ ῶɧF ԈϥGцɦhArr ῶɧF ԈϟGцɦ ᴷῶɧF ԈϫGȲ ᴷ ц ᶩ ᾼ ȲӦ Ȳṳ Ɫ ᶩ цḂ ПṼ ȴFϮGϱ נ ц ῶӦ ȲᵂⱢ Ḃ ПṼ ᴕȲ ЛṜȴ

Ӧ Пequiv ᶩ цѻԉ ԉᴕ Ȳῶ ϯȸFϚG ї נ ῶF ԈϚGFϡG ᶩ ῶF ԈϡGȲԌ כfrasl ȴFϮGnotumlshyumlacv ῶF ԈҳGFḕѣᴟюҳװȲѣῴцѣἉᴟюẒװGȴFҳG ӒЀ ῶF ԈХGȴѿϱῶ Ȳ ѿᴕ new ῶ ẃӉכ ȴ


HẔ ṓ gtɇgtPNOONU үҖи equiv newONNӇ FONNNUOOGLmacrpoundyen

41

ɎХɏOgt ѣẐד

Ogt ѣẐדZ ȸ ᾎϢᴵ үҖи

ɎOɏ Ϣ

ᵇbdquo Ẑד ѻᾙ 15 ЊẐדẐדṊ оẐד




ȸ

в

ϒȳҒ ϚOL Ẑד ҭ ȳṝ ȳ ᵑ ПᶾҾPL ȳ ц כ П ᶾҾцpartӴṏᾼϢ hellipQL ὑ ᶩẐ ד ᾼ ᾎ rsquo ạhArrȲ ṓП

Ẑ ᶩ ȴRL ӣ ѿḂ ᶩ ₇Ẑ ᾼ Ȳṳ ӣὑ Ϣ ϱȴ

ϡȳ Ϣὑ ᶙ ᴟю ϯԝ Ἠ ᾼ ȸOLẐ ц ӃẐɎOɏ ῴḔ ứ Ȳṳ СɎPɏ Ὑ ϒḔ ᾼᾭᾓPL ӢẐɎOɏ ᵑ ἤ ᾼ ɎPɏ ӕṵἤ СӔɎQɏ ᵓӣ ẐЄ―қ ȳ ᵑц ЮQLẐ ṓ ᾭɎOɏ ― ȳ ȳ Ӕ ȳɎPɏ equiv ἤ цẔѻ ɎQɏ ứ ϒḔ ᾼᾭᾓRLẐ ц ӃẐ ѬɎOɏ ѬẐ СӔ ῴḔ FҔЀὢȳ ȳȳᴰ ϚѡἬ ᾼ G

ɎPɏ Ӕ ϚѡἬ ᾼѬиSLẐ equiv П equiv Fẻᵮ ȳ ȳἼ GɎOɏ Ẑ equivἤ цᵒ ӢỄɎPɏ Ӕ ᾼ equivῴḔTL ṓẐ ẻᵮɎOɏ ϯԝ Ӕ ȳӔ

42

в

ɎPɏᴟю ȸ  ȳМᴘᾣȳῐᾣȳ ќᾣȳ ȳ ᵳULӃẐṶцẐ ∕ɎOɏ Ẑ ắ M ІɎPɏ Ẑ ῴḔ цɎQɏҠѿ Ẑ ṓ ҵ ᾼ Ṯ

Ϯȳ ᶩᶾOL ϱ П ᶩ ᾭȳῶ ȳ ȳᾙ ȴPL ϯ ᾭᾓП ȸ_L ӃẐцẐɎOɏҠѿ С ӃẐ ᾼpartɎPɏҠѿ С ᶾҾFӕṵ Ṏȳ ₇ ҒGᾼ`LẐ Ӣenspц ᴷɎOɏ ӣӢenspפ иέц ẔӢenspᾭᾓɎPɏ ӣ ӃẐ ṭ ȳṳ Ӣensp ᴷɎQɏҠѿ zwnj ᾼӢ оaLẐ ṮrsquoɎOɏҠѿ Ẑ rsquo ᾼ ȳӔ ӢẐ ȳ ӢẐɎPɏҠѿ ᴩПꜟ ᾃ ᴩ ȳṳ Ҡ П ᵂӣἨ ᾭᾓbLẐ ᾬПṿӣɎOɏ Ὑ ᾬСɎPɏ Ẑ ᶾҾ ӣ ῀ɎQɏ Ӕ Ӵ ӣẐ ᾬɎRɏ῀ ṵ ᾼӣ fraslQLgt Ἠᵒ

ᾼ Ӵϯԝ ȸԓᴨ ȳᴨᶟἨȳ ȳӢо ȳᴨ иέȳцFᴨ ȳᶟ ȳ ― GȲṳ Лד Ẑ Ӕᵒ ȴRLgt ї ц ᵒ

ᾼ Ӵϯԝ ȸї ȳї ȳ vKԏȳ vKԏȲṳ ῴḔᵒ ȴSLgt Ӵ ᴩϯԝ ᵂ₤ᶾ XẐ equiv ȳᶾ ȳὍ ȳὍ Ṍ ȳὊ ȳ Ѐ

O ѣ

43

ᶩ ḕϢḕѣӂᶁ щ ⱢUKOO Ȳḕѡפ RKONᶩ

Ѡה


ᵒ ế ᵑ Ȳṳ йᾼ ếᾙ ȷ ᾬᾼ Сȷ ѻᾙ ϯȲ Ẑד ṓᾼ ᾙ ȴ

PL ᶩ ȸѻᾙ ḕѡ Ἢṥ Ȳṳ ᶩȲ Ȳ С П Ȳ ὑ ᾼȲpartӴ ᵒ ᾼ ϩȲ ѻᾙ

ϯȲ П equiv ᾓҵȲṳ Ẑemsp ȲӔ Ẑ enspכ Ṏ ᶮȴQL ȸ ц Ȳ ậ῀ цȲӐ צ ȳԓ ȳ ᶩ Ẃ ȳײϺẂ ȳ ґש ȳ ᶩ ȲױҵȲϱ ѠהȲ ѝ ПѠᾎȲ ӣὑᶩ ȴRLЊ ц ȸ ӦЊ ạ ẂȲѿ с ȴSL ґᾼ ếש ȸѻᾙ ϯȲṳ Ӧ ế ґПש Ȳ Пȴ

TL ϢȳkumlshyumlKacv ȳmqac ᴷȸϒẐד ḇ∟Ȳ ᶩ ї Мҏᴕ ѻ ȲӦ ᶩ ц Ϣ emsp ȳἪ ẞᾼ Ȳ ᶮȲṳԝϤ иӭМȴUL Ẃ ᵂȸḕѣ юצOẂד ȳOẂ

ӣἨ ₇ Ṷ Ȳѹ ᴟюᶙכOẂἤᵑ цRẂ ạ Ẃ ᵫȴ

ἬЮӐ Ẑד ἪȳẐד ȳ ẐἪȳ Ẑemsp ȳṎМїȲṳ צ Ṇ Ȳ צȲẁ ᴩ ц ד

44

ד Ḋ

1Nelson Texbook of Pediatrics (18th eaition)132Textbook of pediatric infections disease133Pediatric dosage handbook ( 2009 2010 ) 14th edition134The Hurriet Lane Handbook (17th edition)135Pediatric on call 136Textbook of Paediatric Emergency Medicine137Vaccines138Feigin amp Cherrys textbook of pediatric infectious diseases139Red book atlas of pediatric infectous diseases1310Pediatric clerkship guide1311Pediatric primary care1312Textbook of pediatric emergency procedures1313Pediatric respiratory medicine1314Nathan and Oskis hematology of infancy and childhood1315Diseases of the liver and biliary system in children1316Walkers pediatric gastrointestinal disease physiology diagnosis management1317Rogers textbook of pediatric intensive care1318Schwartzs clinical handbook of pediatrics 1319Rogers handbook of pediatric intensive care

ῶȸ

1300-1400

ἪMἪ

ἪMἪ

ἪMἪ

1200-1330

ᵫF GFḕѣϚGװ

ЊẐדґ

MẂF G

0800-0900

ЊẐד ЊẐד

Ẑ

F G

vԏᵒ

F G

ЊẐד

0900-1200

ἪMἪ

ἪMἪ

ἪMἪ

ἪMἪ

ἪMἪ


45

1630-1730

ẐדѻᾙᶩẐדѻᾙ

ᶩẐדѻᾙ

ᶩOLԓPL

1400-1600

Ẑemspцemsp

Ẑemspцemsp


L






QLὑ Ȳắ ḕѣ юצOẂד ȳOẂ ӣἨ ₇ ṶȲṼ ӻП ᵫ ᴩ ȴ


HẔ ṓ gtɇgtO ѣẐדLmacrpoundyen

46

ɎгɏOgt ѣ ד

Ogt ѣ Zד ȸ ᾎϢᴵ үҖи

ɎOɏ Ϣ

ד ѻᾙ 9 вד њỂеԚ Ӣ₇ ԓ




ȸ

в

OL ד Ἢ ȸ Ἢ Ȳ Ғ ᶩПȲ Ἤ П Ӑ῀ оⱢ ᶩҠ ӣП ῀ȴPL ᾼӭ ҔᵶȸFOG ῀ ц ᶩ ᶾҾȸ Ϛ ד ῀ ц

ȴFPG ҭᶾҾȴFQG ȸ _poundnotumlsup2sup2umlregshygtlregsup3currenJgtnplusmnregbrvbarplusmncurrensup2sup2gtlregsup3currenJrplusmn shysup2yencurrenplusmngtlregsup3currenJgtmmacrcurrenplusmn sup3umlregshygtlregsup3currenJgtbumlsup2centsect plusmnbrvbarcurrengtqacutenotnot plusmncedilП ᵂᶾҾȴFRG ᶩᶾҾȸҔϚ Ἤ ẓ Пϩȸ ȳᶟ Ὅ ȳ ц Ѐ ȳṵἪ ȼ Ӽ Ẕ ȴFSG Пᵒ ц Пᵒ ȴFTG ȳ ᶾҾȴFUG Ṇצ ế ẂП ϩȲ ᵀᶙ ᾼῶ ҭȲ Fᵶ ד י GПȲ П ὨȲ ц П Ὠȴṳᵑ ПᶾҾȴ

QL ґ ᵫȸ Ӑ ґ ц ᶾҾȲѻᾙ ȳ ґ ᵫȴ

RLҒ Ϛ ȸFOG ҭ ȳ ȳ ᵑ ПᶾҾҭ ȸ ϢПѻ ц ᶩ ᾭ Ẕ Ӣȳ hArrȳ ҭȳ ҟ ҭȳ ϢҭȴẔѣ ҭӢ ҭȳ ҭȳ ҭцṆ ѿὑӔцᾙ Ȳ Ϡ Ϣᾼ ếᵺ ȲҔї ȳ ếῂ ᾼ ȴᶾҾ Ҕȸ

ԓṝ ȳӢỄ Ɏᵶᴨ ȳ ȳ ȳẻᵮɏ Ϛ ПҵȲ ҔЅἤӢ Ừ ᵡצ ד ṓ цἤ

47

в

Ȳв цὍᶾҾȴϷ ẓ ῴ ṵἪ ȴᵑ ϯԝ ᾭἨ ᴩ ᵑ ȸц ҏᴨȳḆד ᾭȳѣ ȳϯȳ иᾆᾬ Ғȳ ȳц Һ Ҡ ӢПвҵד ȴFPG Ϣȳ ц כ П ᶾҾцϢhellipᵑ ӣɦ їɧᾼFQG ὑ ᶩ

Ҕ ṓП ᶩ Ȳ ѠהӇ ҔЊẂ ц ἪȲя ϢП Ṃȴ

FRGҒ ὑ ᶩ П ӣѠהӇ ѝ ȳ hArr цᶩ Ẃ ӣȴFSG ᾎѠהӇ Ҕ ᶩ Ẃ ӣἨЊ Ẃ ȴ

FTG иέ ₇ Пṏ цḂ П Ю ₇ Пד в ȲӇ Ҕᴶ כ ɦ ϢԓɧцɦЏᵂԓɧӭ ȴSL Ϣὑ ᶙ ϯԝ Ἠ ᾼ fraslȸFOG Ṯ L ד ꜟ ᾃ ЅӉПӭᾼȳ ц ᵂӣȴiexclL rsaquo ᾼ ӭᾼȴcentLІ ἳѱ цẔ ד ѠהȴFPGequivἤ Пц ҏᴨȳѣ ȳϯ ȳ иᾆᾬҒȳ ȳӢ ṏἤ ᾼ ếᾙ Ѡᾎȳ њד ∟ ṓẆ цẔѿц Һ Ҡ ӢПвҵד ȴ

FQG ἤ Ἠ ᾭПḆד ᾭȳ П ᴷц Ṯȳ ҺѠᾎᾼế ᶲ

TL ᶩᶾFOG ϱ П ᶩ ᾭȳῶ ȳ ȳᾙ ȴFPG ϱ П rsquoᾙ ȴFQG ῀ Lϱ П цᾙ fraslȴiexclLϠ ӣ ᾬП ȳ ᵂӣ Һ ȳ Ẑ ӢẐП ȴFRG Ἠᵒ L ȸІ ἳѱциᾆᾬἳѱ ȴiexclLᵒ ȸԓᴨ ȳᴨᶟ ȳ ц

48

ᶩ ḕϢḕѣӂᶁ щ ⱢUKOO Ȳḕѡפ RKORᶩȴ

ἬЮ

OLӐ צ ד ἪȲṳ צ Ṇ Ȳ ὑṎМїц Ἢ צ ȳ Ȳẁ

ᴩ ц ד ȴPL new Ȳ Ὲ Ȳ с כ ȴ

в

ȳӢо ц ҺȴFSG ᵒῴ ᾌ Ὠᵒ ȴFTG цᶾв ц ὍᶾҾцῴ ṵἪ ȴ

O ѣ

Ѡה


ᵒ ế ᵑ Ȳṳ йᾼ ếᾙ ȷ ᾬᾼ СȲ ᴰ цѻᾙ ϯȲequivᾭᾓП ȴ

PL ᶩ ȸѻᾙ ḕѡ Ἢṥ Ȳṳ ᶩȲ Ȳ С П Ȳ ὑ ᾼȲpartӴ ᵒ ᾼ ϩȲṳ ᴰ ц

ѻᾙ ϯȲ П equiv ᾓȴQL ȸ ц Ȳ ậ῀ цȲӐ צ ȳ ȳԓ ȳײϺ Ẃ ȳ ґש ȳ ȳ Ẑ

ȴRL Ἢ Ӣц ȳ њד ȸ Ӧ ϢцᵂȲѿ с ȴ

SL ґᾼ ếש ȸѻᾙ ϯȲṳ Ӧ ế ґПש Ȳ Пȴ


Ẃἤᵑ цRẂ ạ Ẃ ᵫȴȴULbmnq цQTNhArr ᴷȸϚ ѣ ḇ∟Ȳ ᶩ ὑemsp ȳ Ἢ ᴩ Ȳ ᶮȲṳ ᴩQTNhArr ᴷȲԝϤ и ӭМȴ

49

ד Ḋ

1Female urology132Ostergards urogynecology and pelvic floor dysfunction133Obstetric and gynecologic dermatology134Atlas of vulvar disease 135Colposcopy principles and practice an integrated textbook and atlas 136Te Lindes operative gynecology137Obstetrics normal and problem pregnancies138Ultrasound of fetal syndromes 139Creasy and Resniks maternal-fetal medicine principles and practice1310Fetal medicine basic science and clinical practice1311Expertddx Obstetrics 1312The 5-minute obstetrics and gynecology consult1313Medical disorders in pregnancy a manual for midwives 1314Netters obstetrics and gynecology

ῶȸ

0800-1200

emsp ᾌFᴒ זẛG

Ἢ Ἢ Ἢ

1400-1730

ᾌ Ἢ Ἢ Ἢ Ἢ

0800-0830 F ґ

G

ѻᾙἪ

Ẑ F ẂG


50


L








HẔ ṓ gtɇgtO ѣ yenpoundmacrLד

51

ɎϝɏPgt ѣῂ

Pgt ѣῂ Z ȸϮ и Ӗ ὢ

ɎOɏ Ϣ

ᶪ вד ѻᾙ 3 вד דвиᾆ ד ד

ởgt gtgtgtgt ד דensp



ȸ

в

Ӑ ȸắ ᶙכ Ӑ М ῂ דᵫᴟюT gtFᵶO ἤᵑ ȲO ɦῂ ɧᵫGgtȲῂ ᾼ ϯ ᴩ Ȳṳ ҏױᾼ ḟpart Ѡȴ

Ӑ ȸḕѣϮẂԚгẂȴgtὑḕ MgtgtgtgtgtgtɎOɏῂ ᵫȸRЊ

ȴɎPɏἤᵑד ȸPЊ ȴɎQɏᾎradicד Ẃ ȸPЊ ȴɎRɏ דẂ ȸPЊ ȴɎSɏ ₇ Ɏensp ɏדẂ ȸPЊ ȴɎTɏ ₇ ד Ẃ

ȸPЊ ȴgtԚORЊ

ѠהM ẂиέMЊ M ᵂȲ ȳ

ש Ὑ ȳѵṏ ȳѵӘᶳ ȳὭЄ ȳϢ ȳᵦӴ

Ϛ П ϚщgtFRЊ G

в Ю Ю

Ѡה

ד Ḋ

OLῂ њҌɉ PL ᶩњҌF ϡᾪGɉ QL F ϮᾪGɉRL Ṯrsquo ɉ ɉ SLῂ

іɉ TL ᶩӢỄ ɉULἤᵑ іɉ VL ᴔоɎ

ɏɉ

ἬЮӐ ᴯὑ Ȳ ӦTR ȲӦүҖᴟӐכ

ȴӐ ԓ Ϛ ȴ

52

Ѡה

OLῂ Ẃ ȸЊ Ȳ דPLῂ Ӣ ṎἨῂ ṓ ȸ ᶩẂ ӣMЊ M ᵂȲ Ȳ

Ȳד ᴫ ӢἬQLῂ Ӣ ṎἨῂ ṓ ȸ ᶩẂ ӣMЊ M ᵂȲᵨὙ Ȳ

Ȳᴫד ӢἬRLῂ ᴷȸ ẂиέMЊ M ᵂȲ ᴫӢἬἨᴫ ӢἬ

SLῂ ȸЊ M ᵂȲ Ȳדᴫ ӢἬἨᴫ ӢἬ

ԚOWЊῂ ȳ Ẃ ɎRЊ ɏ Є ȴῂ Ӣ ṎɎRЊ ɏ ᴫ ӢἬἨᴫ ӢἬῂ ṓ ȸɎRЊ ɏ ᴫ ӢἬἨᴫӢἬ

ῂ ᴷɎRЊ ɏ ᴫ ӢἬἨᴫ ӢἬῂ ɎQЊ ɏ ᴫ ӢἬἨᴫ ӢἬ

ד Ḋ ῂ њҌɉ

ἬЮ

Є ȸ Є ⱢSTJNWVӂѠеѐȲequivἤ ᶩOQVᶩȲҒ ᶩOSᶩȲ ᶩPOWᶩȴЄЊ₤ ȳ ԚצPN ȲⱢ ϚПȴѻ ᶩ צᵑד ҵדȳ ȳЄדȳᾆᶟד᾿ ҵדȳ ȳד ȳїד вדȳ ȳїדṝ FᵶϚד вדȳ вדцѲדGȳ Ἁ

Ȳד ẁPRЊ equiv ȳῂ equiv ȳỰὢ ȴ

в

ѻ ȸῂӭ ȸOL ɦ ᴩῂ ᾼѠᾎ Ḕ ɧȴPL ᴩῂ Ӣ иέȲҏϚ ῂȴQL ṳ ᴩῂ ᾼ ӣȴ

53

Ѡה

OL ἤ ȳgbq ЮȲḈὲzwnjenspȲ Ȳ Є ȴPLῂ ᵂ ῈМ ȸ ẂиέMЊM ᵂȲ Ȳ Є үQLῂ ȸ ᵂȲ ῠЊỜȲrsaquo ῂRLῂ ȸ ẂиέMЊ M ᵂȲӪḘӢἬἨ еӀ ӢἬѻԉἬ ῂ ϡ Ӣ

SLϡ gbq ᾓȸ ẂиέMЊ M ᵂȲӪḘ ӢἬϡ ṙ Ӣ

ԚPPЊἤ ȳgbq ЮɎRЊ ɏ

Є ȴῂ ᵂ ɎRЊ ɏ Є ȴϡ gbq ᾓɎRЊ ɏϡ Ӣῂ KOɎRЊ ɏrsaquo ῂῂ KPɎRЊ ɏrsaquo ῂῂ ɎRЊ ɏӪḘῂ

ד Ḋ

OLῂ њҌɉ PLἤᵑ іɉQL F ϮᾪGɉ RL Ṯrsquo

ɉ ɉ SLῂіɉ

ἬЮ

OL Ӣᶝȸ Ӣᶝ ᴞӖ rsaquoUדȲṤЭБצONNדѿϱ ҭȲᴯὑ еӀ ẁ Ӗ emsprsquo ὢ ȴ Ɫ ḟ Ӣ Ȳὑ Ӵ ӢȲᴞӖ TQד ȲϡԒ∟ ӴϠӪḘ ṙḋȳ ḋȳ

ḋȳὧỉḋȳᴫỉḋȳὧḋȳᴫḋF ḋ∟ Gȳῧ ḋ V ӢȷӖ TUד ӪḘ ṙȳЄ ȳеῲУȳ R Ӣȴ ẁ rsquo ḖȴPL ᴫ ӢἬȸӭrsaquo ӢἬѻԉⱢ דȳⱢ ᴯȲ ẁῂ ὢ emspὢ ṳứ ᴟῂ sbquo Ȳ ẁ Ṯ ȳМᴔדrsquo ȳ Ṯᾙȳ Ṯᾙ ὢ ȴQLᴫ ӢἬȸӭrsaquo ӢἬѻԉⱢ ᵨὙדȳⱢ ᴯȲ ẁῂ ὢ emspὢ ṳứ ᴟῂ sbquo Ȳ ẁ Ṯ ȳМᴔדrsquo ȳ Ṯᾙȳ Ṯᾙ ὢ ȴ

в

ѻ ȸῂ FgbqGӭ ȸOL Ϡ ῂ ᾼ ȴPL ứῂ Ȳ ứῂ ӣȴQL ṳ ῂ Џᵂȴ

54

ԚPUЊӢᶝṔᴥ ғ ɎRЊ ɏ Ӣᶝῂ ῂ ɎRЊ ɏ Є ȴῂ ᵓ ӣKOɎRЊ ɏ ẓ Мїῂ ᴔϢ ᴷ KOɎRЊ ɏ Ự ЊᴔדϢЀ ᵓ ӣKPɎRЊ ɏ ᴔϢПῂ ᴔϢ ᴷ KPɎQЊ ɏ ᴔϢПensp Ю ɎRЊ ɏȸ ensp Мї

ד Ḋ


іɉ TLἤᵑ іɉ

ἬЮ

OLrsaquo ῂ ȸᴯὑ еӀȲӦὑӐ rsaquo ῂȲӐ ensp Ɫrsaquo ῂ ỰӖ sbquo ѻ῏Ȳrsaquo ṭὑӖ VQכדӴrsaquo ῂ Ầ ȲḆὑῂ Ӗ ȳ Аדצ ȴPLӪḘ ῂ МїȸӪḘ ҳ Ȳ zwj ȲẔМצϢ ϝצ Ȳ Ϣ ϡϫϚצȲᴾ гϫҳ ᾼᴍиПҳϫѿϱȴӪḘϢЀⱢWJRRTϢȲῂ МїכӴὑWPדȲῂ ᴔϢrsquo ὢ ȳҵ ȳῂὢ ȴQLṙ Ӣȸ P ỰӖפQNNϢȲӭrsaquo ӢἬѻԉⱢ ד bdquo ȳⱢ ᴯȲVUדOOѣ gbq Ɫ נ ȴ

в

ѻ ȸῂ ӣӭ ȸOL ῂד ȴPL ῂ ӣȴQL ṶϢ Ṽῂ ᾎ ᾼד ȴRLѻ Ầᵗᾼ Fa sup2currengtyenumlshypoundumlshybrvbarGgtȴ

55

ἬЮ

OL ᴔϢП ȸ ᴾTLPSWUTgtе Ȳ о ȳ Ȳ ȲⱢ ẁᶙ ᾼῂ ὢ ȴӭrsaquoюד WNCȲᴔϢ UPCȲṳẁᴞ юד ȳᴞ ᴔϢ Ȳ ȳѡ מцҵ ὢ ȴPL ẓ МїȸPNNTדVѣ ἈⱢ ṝї῏ȲṿẔцῂ Є ד ẓ Ȳᶙ ᾼ ẓ ᴷц ȳ ὢ Ȳṳ о ẓ ᵗӨ ᶧȲѿ юӨ ῏ὑ ӀеἬ ỔᾌПᶮȴ Ȳ ϡњ ẓȲ ẞ ԛᵓӣᾼןạȲכӴ ẓ МїȲѿ ṝїכsbquo῏ ṹצḆᶙ ᾼӢ₇ Ȳ כ ẓ ὢᾼӭ ȴ

QL ensp Мїȸ ẁensp ὢɎỰ ὢ ȳᴔϢ ȳỰ ȳỰ ȳ ὢȳ ẓ ȳensp ȴ

Ѡה

OL ӢᶝṔᴥ ғ ȸ Ȳ ᶝenspPLῂ ῂ ȸȸ ẂиέMЊ M ᵂȲῂЏ Ȳ ЄQL ẓ Мїȸ ẂиέMЊ M ᵂȲ

ῂЏȲ ẓ МїRL Ự Њ ȸ ẂиέMЊ M ᵂȲ

Ȳ ῂSLᴔדϢЀ ᵓ ӣȸ ẂиέMЊ MᵂȲ ӔѻԉȲ ᴔϢПTLῂ ᴔϢ ᴷ ȸ ẂиέMЊ MᵂȲ ӔѻԉȲ ᴔϢПULensp Ю ȸ ẂиέMЊ MᵂȲ ἣ Ȳ ensp Мї

ד Ḋ


іɉ TLἤᵑ іɉ

в

ѻ ȸӢᾬї ῂ ה П ӣӭ ȸOL ҏ_IÌaIb[vᾼӢᾬї ῂ П ПӕהἬῶᾼ ᵑ цẔ ȴPL ҏᴞА Ӣᾬї ῂ ה Ӣᾬ ῏Ẓה Ϣ П ȴQL ѿӢᾬї ῂ כ Ȳẃה ῂ

П ȲẂ ἬἨ ӢἬemsp ϢᴟюPᴯцỰ ϢᴟюOᴯȴ

56

в

ѻ ȸῂ sbquoӭ ȸOL ῂ ᾼ ȴהPL ῂ ȳ ЏᵂȴQL ṳ ῂ ȳ Џᵂȴ

Ѡה

OLгЄ ї ϩ ї ӣȸᵦӴ Ȳ ẂиέMȲ Є

PL Ṯᾙȸ ẂиέM ᵂȲвדȳҵדemspQL Ἤ ȸ ẂиέM ᵂȲᵦ Ȳᵦ

ἬRL Ἤ ȸ ẂиέM ᵂȲỂὙᾈ ȲỂὙᾈ ἬSL Ἤ ȸ ẂиέM ᵂȲ ѝ Ȳѝ ἬTL Ἤ ȸ ẂиέM ᵂȲḚ ȲḚ

Ἤ

ԚOTЊгЄ ї ϩ ї ӣɎPЊ ɏ ЄṮᾙȸɎPЊ ɏ Є вדȳҵדemspἬ ɎPЊ ɏᵦ ҵד ἬἬ ɎPЊ ɏỂὙᾈЊẐד ἬἬ ɎPЊ ɏḚ ד ἬἬ ɎPЊ ɏ ѝ ד Ἤ

ῂ Ự ɎRЊ ɏ ῂ

ἬЮ

OL ӢἬῂ ṥ ȳ Ἤȸ Лὑ Ӏ ὢ МїП Ӣ ȴPLᵦ ҵד ἬȳỂὙᾈЊẐד Ἤȳ ѝ דἬȳḚ ד Ἤȸᴯὑ еӀ Ἤ ȲṂϢἬȲ ẁ Ἤ ᶩṓ ȴ

QL ᴟ ϯῂ ӦỰ Њ ȳṓ ѿӢᾬї ῂ כ Ȳẃה ῂ

П ȴ

ד Ḋ


іɉ TLἤᵑ іɉ

57

Ѡה

OL Ṯ Ἐц ӣɎᵶ ɏȸЊ MȲ ᵦӴד

PLῂ ȸ ᵂȲ ῠЊỜȲrsaquo ῂɎOɏȳӪḘ ῂ ɎPɏQLϡ ῂ цӢ₤ ЮϤȸЊ MẂиέM ᵂȲ ȳϝר ӢἬѻԉRLῂ Ṯᾙȸ ẂиέM MЊ MᵂȲ Ϣ Ȳ ЄSL Ϣѝ ȸ MЊ Ȳ ᴩѯȲᶎTL Ϣѝ ȸ MЊ Ȳ ϴ ᴩenspȲ еӖ ULῂ ȸ ẂиέM MЊM ᵂȲỂ Ȳrsaquo ῂ

ԚQPЊṮ Ἐц ӣɎᵶ ɏɎRЊ ɏЄϡ ῂ цӢ₤ ЮϤɎVЊ ɏϡӢ

ῂ ṮᾙɎRЊ ɏ ЄϢѝ ɎRЊ ɏᶎϢѝ ɎRЊ ɏ еӖ

ῂ ɎRЊ ɏ ῂῂ ɎRЊ ɏ ῂῂ ɎRЊ ɏϝר ῂ

ἬЮ

и Є ȳrsaquo ῂ ȳӪḘ ῂ ȳ ȳϝר ӢἬᶎ ȸɦᶎ ɧOWTQדӦϚ ɦɧἬpartӴȲ Ϛrsquo ἪП Ởpart Ȳpart

ȲӔemsp ϹᴹԉԒӢἬ ɦᶎ ɧѤȲɦᶎ ɧ П ȲḆⱢ ᴩᴍדМȲrsquo ᶙ ᾼpart Ȳ ỨϠ ᴵ цỨ ỰӖП Ф ȴеӖ ȸPNOPדPѣӦϚ ᶳЏѿɦ Ә Ȳדzwnjԛ ɧⱢ Ӵכ еӖ ȴѿ ᶦ ȳ Ṏȳ ȳӔ ȳḆᾼЏᵂ ȲϚ Ḇר ȴ

ד Ḋ


іɉ TLἤᵑ іɉ

58

в

ѻ ȸῂӭ ȸOL ү ӭrsaquoᾼῂ ᾓȴPL ῂ ᾼΩ ЏᵂȴQL ṳ ῂ ȴ

ԚOPЊЄ ᾿ Ṯᾙ ᾙ ɎRЊ ɏ Єῂ ц ɎRЊ ɏ ῂῂ ɎRЊ ɏ Є

ԚOPЊ цᶼӢ ṿӣɎPЊ ɏ Є ȳד ɎPЊ ɏ Є Њῂ Ṯꜟц ɎRЊ ɏ Єῂ Ṯꜟȳr` ȳ Ṯᾙ Ẃ ɎRЊ ɏ

Ӣᶝ ד

в

ѻ ȸῂ Ṯꜟӭ ȸOL rsaquoᴩꜟ Пи ạhArrц Ṇ ȴPL ῂ ṮꜟЏᵂᾼ ᴩȴQL ṳ ᵫ ȴ

Ѡה

OL цᶼӢ ṿӣȸ ẂиέM MЊ M ᵂȲ ד Ȳ ЄPL ȸ ẂиέM MЊ MᵂȲ Њ Ȳ ЄQLῂ Ṯꜟц ȸ ẂиέM MЊ M

ᵂȲ Ȳד ЄRLῂ Ṯꜟȳr` ȳ Ṯᾙ Ẃ ȸ ẂиέM M ᵂȲ Ӣᶝ ȳד еϚ ӢἬ

ד Ḋ


іɉ TLἤᵑ іɉ

ἬЮ

и Є ȳ Ӣᶝ ȳד ῂ

е Ϛ ӢἬȸכӴὑӖ gtQVgtדȲӭrsaquoᴯὑМ ṭȲӖ UWדONѣOѡȲ rsquo ὢ ȴӖה

VTכדӴỰ ἬȴӖ WTדSѣOѡȲῲУцӢ Ở ԓӖ rsquo Ѝ Ҁ ὡ Ɏgtgbqgtɏȴ ẁӖ Ӊ Ṯ Ἠכ

Ϣ ȳ ὢ ȴ

59

Ѡה

OL Ẑemsp Ẑ Ṯrsquo ȸ MЊ MᵂȲЊẐדPLנ Ṏ цṓ ῂ ȸ ẂиέMЊ M

ᵂȲ ר Ȳ Ẑ юד МїQL ѝ ד Ἤȸ ẂиέMЊ M ᵂȲד ȲL ѝ ד Ἤ

RL Ẑemsp Ẑ Ṯrsquo ȸ ẂиέMЊ MᵂȲ Є ЊẐדSLẐ қЮ ᾃ ȸ ẂиέMЊ M ᵂȲе Ϛ ӢἬ

ԚOTЊנ Ṏ ɎRЊ ɏ Ẑ юד Мїנ Ṏ ῂ ɎRЊ ɏ ῂẐ қЮ ᾃ ɎRЊ ɏ е Ϛ ӢἬẐemsp Ẑ Ṯrsquo ɎRЊ ɏ Є

ἬЮ Є ȳrsaquo ῂ ȳ ᴫ ӢἬ

Ѡה

OLῂ ȸ ẂиέM MЊ MᵂȲ Ϣ Ȳ ЄPLЄ ᾿ Ṯᾙ ᾙ ȸ ẂиέM MЊM ᵂȲѵṏ Ȳ Є

QL ῂ Є ᾿ Њ ȸ ẂиέMЊM ᵂȲѵṏ Ȳrsaquo ῂ

RLῂ ц Ɏҳ ɏȸ ẂиέMЊM ᵂȲ ῂ

ד Ḋ


іɉ TLἤᵑ іɉ

в

ѻ ȸ Ṯ Ἐц ӣӭ ȸOL Ϡ ᴞ ҭᾼХ цῴȳװцӒṮᾼứ ȴPLѿר Ṯὢ Њ FsqnqrdGⱢẂȲ ҏ ᶩṮ Ἤ ПҳЄв цẔ ᾼϮ ṼfraslȴQL Ϡ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼ цכϢṮrsquo ᾼв ȴRL ҏ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼכᾎpart ȴSL ᴞА FἨẦᵗG ᴩԓӖ ϢцẐכrsquo ṮrsquoцІ ἳѱ

60

ԚPNЊῂ ԓϢ ᵶ ạhArrцῂ ȸɎRЊɏ ЄῈМ Ю ȸɎRЊ ɏ Є

үequiv ṆцῈМ Ю ȸɎRЊ ɏ

Є equiv equiv ц ὢ ᾓȸɎRЊ ɏ

Є equiv ῂ equiv ȸɎRЊ ɏ Ṯᶝ

ד Ḋ


ɉ ɉ SLῂіɉ

ἬЮ

и Є ȳrsaquo ῂ ȳ е Ϛ ӢἬẐ юד МїȸⱢ Ṏ ȲἈ ӢᶝὑONPדаѣכӴ Ẑ юד МїȲ Ṏ ȳῂ ȳ Ӣᶝ Ȳ ẁӐ NKOS ḖẐ ṕȳ ȳᾬgt ȳї ṎȲѿц ẁ ȳ ensp Ṏ ὢ ȲѹМї Ϡ еӀ ὢ Ȳѿц ẁẞ ṥ ὢ ҵȲМїᾙ Ӽ ứ ṥ ὑ gtFgt ȳᴫȳӪḘȳᴫ gtGц gtF ȳϝרGgt Ȳ Ϥȳῂ ц ẁ ṎȲ ӦМїаὢ Ѡהцẁ Ṏὢ Ȳṿ ḖẐ Ꞌ еӂПṎ ȴ

в

ѻ ȸῂ П ᵂӭ ȸOL ῂ цӐЁἤ ạhArrᾼpartӴ ȴPL ῂ Ԛ цԚ emsp ᾼ ȴQL ṳ Ѭӂ ₣᾿П ȴRL Ṇ ῂ П ӣȴSL ῂ ₇ сП ȴTL ɦӢ₤ Ḃ ɧᾼ ᶾҾȴ

61

ԚPPЊensp ЮɎRЊ ɏ ensp Мїensp ɎRЊ ɏ ensp Мї

ᶟ Ԛ ɎRЊ ɏ ЄП ensp ɎVЊ ɏ ᴔϢ

П ȳ ПѬԂ ɎPЊ ɏ Є

ἬЮ

и Є ȳ үȳequiv ȳỂἬȳỂὙᾈ Ἤȳrsaquo ῂ

Ṯᶝȸ Ṯᶝḕד equiv Ϣ פQJTNNgtϢװȲ Ṯ Ϣ equiv

Ф Ẕ ᴩ ᶮȴ

Ѡה

OL Ἤ ȸ ẂиέM ᵂȲỂ ȲỂἬ

PL Ἤ ȸ ẂиέM ᵂȲỂὙᾈ ȲỂὙᾈ ἬQLῂ ԓϢ ᵶ ạhArrцῂ ȸ ẂиέM Ȳ דRL ῈМ Ю ȸ ẂиέM Ȳ

Ȳ Є үSL equiv ṆцῈМ Ю ȸ MЊ

Ȳequiv enspTLῂ equiv ȸЊ M ᵂȲ ẂиέȲṮᶝȲ Ὑ Ừ

UL equiv ц ὢ ᾓȸЊ MᵂȲequiv ensp Є equiv

ד Ḋ


ɉ ɉ SLῂіɉ

в

ѻ ȸМᴔד П ц ӣӭ ȸOL вМᴔד rsaquoϫЄײцrsaquoХЄ ȴPL ᴞА ᴩᴟюϮ Мᴔד ṓ ἤ ᾼ ᾙцד ȴQL ҏ ᴞАӐṝ ᴩᴔדϢἨ ἤ Ϣᵂ ᵑӢ Ṏ ᾼ ȴ

62

ԚOTЊ ế Ẃц Ἐ ӣɎRЊ ɏЄ Ԛ ɎRЊה ɏ Є Ԛ ɎRЊ ɏ ῂ

Ự ɎRЊ ɏ ῂ

в

ѻ ȸ ɎᵶӢײ ȳ ɏ Ἐц ӣӭ ȸOL ɦ ế Ẃɧц Пӭ ȳц в ȴPL FἨẦᵗG ᴩϚẂ Ự Ἠ Ἢ ϢПᴷц ȴQL Ἠ ᴩϚẂ ד ᾼ ᵫ῀ȲҔ Ϣц ȴRL ҏᴞА ὑ ᾼ Ἠᵺ ȴ

ἬЮ

ensp Мїȸ ẁensp ὢ ɎỰὢ ȳᴔϢ ȳỰ ȳỰ ȳ ὢ ȳẓ ȳensp ȴ

ᴔϢП ȸ ᴾTLPSWUTgtе Ȳ оȳ Ȳ ȲⱢ ẁᶙ

ᾼῂ ὢ ȴӭrsaquoюד WNCȲᴔϢ UPCȲṳẁᴞ юד ȳᴞ ᴔϢ Ȳ ȳѡ מцҵ ὢ ȴ Є ȸ ѬϢЀꜙJצ ὑ ѩ ḆⱢ J ӦӢ ḆⱢ ṿӣJӦӐ ᴩȲϥϫϝדҳѣ ӣȲӐ Ӵכ ѬצlsaquoȲӭד Ϣ ȷgtTIP ȴ

Ѡה

OL ensp Юц ȸ ẂиέMMЊ M ᵂȲ ἣ Ȳ ensp М

їPL ᶟ Ԛ ȸ ẂиέM ᵂȲ ᶟ Ԛ ЊQL ѬԂ ȸ ẂиέMЊ M ᵂȲ

ЄRL П ensp ȸ ẂиέMЊ M

ᵂȲ ᴔϢП ȳП

ד Ḋ



ɏɉ

63

в

ѻ ȸῂ ensp ɎᵶᴔоПensp ɏӭ ȸOL вῂ ensp ṆцỰ ȳ ȳῂ ensp

ȴהPL в ensp П ἤȳensp ϢПןцẔ ӣȴQL ῂ ensp ȳᶔ ӣȴRL ensp ṓ ᶾ ȴSL ҏ ὢ цạứ ȴ

ԚPNЊensp ϢỰ Ự ὢ ɎRЊ ɏ ensp МїᴔϢПensp ᴷ ɎVЊ ɏщѻ Ӗ

ᴔϢПensp ᴷ ɎRЊ ɏП

ҏ Ự ɎRЊ ɏ Є ҏ Њ

Ѡה

OLensp Ю ȸ ẂиέMЊ MᵂȲ ἣ Ȳ ensp Мї

PLщѻ Ӗ ȸ ẂиέM ᵂȲ ЧȲщѻ ӖQLᴔϢПensp ᴷȸ ẂиέMЊ MᵂȲ Ч Ȳщѻ ӖRLҏ Ự ȸ ẂиέMЊ MᵂȲ

Ѡה

OL ế Ẃц Ἐ ӣȸ ẂиέMMЊ M ᵂȲ ᵩ Ȳ Є

PL Ԛ ȸה ẂиέMЊ MᵂȲ ᵩ Ȳ ЄQL Ԛ ȸ ẂиέMЊ MᵂȲ ᵩ Ȳ ῂ

RLῂ Ự ȸ ẂиέMЊ M ᵂȲ

ἬЮ

OL Є Х ᴰ ἪȸӭrsaquoצS ἪȲӦắ ᾼ Ϣ Ɏ Ԛ ЊɏȲⱢ Ӓ ц ẁ ὢ ȲẦᵗ Ϣц Ϻᾼײ ȴ

ד ḊOLῂ њҌɉ PL ᶩӢỄ ɉ

ἬЮи Є ȳ ensp Мї

щѻ Ӗ ȸ ἤ ȲᵂⱢ П ҭϵȲѻ ẁ ᾙ ȳensp ᾼ ȴ

64

ԚVЊῂ ȳ Ṇ ד ᾎȸɎRЊ ɏ

Єῂ KỰ ɎRЊ ɏד

Ѡה

OLῂ ȸ ẂиέMЊ M ᵂȲ bdquoἋ Ȳ ЄPL Ṇ ד ᾎȸ ẂиέMЊ MᵂȲ bdquoἋ Ȳ ЄQLῂ KỰ ȸ ẂиέMЊ MᵂȲ Ȳ ȴד

в

ѻ ȸῂ ȳ Ṇ ד ᾎӭ ȸOL ד ᾼᾎradic ЮȴPL ү ᾼᾙ ȳה Ṇ

ЮȴQL ῂ М П Юȴ

ד Ḋ



ɏɉ

в

ѻ ȸ ᴞ Ṯᾙӭ ȸOL ᾼ ᾙ ȴPL ү ᾼᴞ ᾓȴQL ᴞ ᾼ ᴷ Ṯᾙȴ

ἬЮ

и Єȸ ὑӖ rsaquoϫгד

гѣȲӖ тҳדү ԏ ὑϫϚѣ Ȳԏן ∟ ԉenspⱢὭ ԒӢӖ ϥϫϥדϝѣϚѡȲḂ ᴩӢ ԛḆⱢɦᴩ Ӣ ɧȴӖ ϚᴍϡדϝѣϡϫϮѡȲḂ ᴩ Ӣ ᵓ ԛḆⱢɦ Ӣ ᵓ ɧȴӐ ᴯ еӀМїȲЀȲṞ ӻ ― ȲᴾפϚӧȲҫצ ẒפϾ ỉ ד ἪȲԓ ᶩ Ṽ Ӣᶝ ҠᶩⱢϡᴍϚϫϝᶩȲҫצ П ȲⱢѿἏү עϚᾼ Ӵ ȴ

ד Ḋ ῂ њҌɉ

65

SȳT gtFԚP G₤ а Ю ԉ ᵫ῀ɎRЊ ɏ Єemspד equiv ὙɎRЊ ɏϡ

Ӣῂ equiv ɎRЊ ɏ ṮᶝҖ ϡ Є ȳ ṙ FgbqGɎV

Њ ɏӪḘ Є ȳ ṙ ӢҖ ϡ ṙ FgbqGɎVЊ ɏ

ӪḘ ṙ Ӣ ɎRЊ ɏ Є ϡ ῲУӢ ϡ ɎVЊ ɏ

ӢἬ ϡ FgbqGɎVЊ ɏϝרӢgbq ɎPЊ ɏ Є₤ а ῂ ᵫɎRЊ ɏЄ

в

ѻ ȸ ₤ ав ȸϡ FgbqGM Ṯ MῂMῂ sbquo

ӭ ȸOLϠ ϡ ᾓȴPL ӣ Ṯ ῀ ᶾ ȴQL ᴩῂ Ӣ иέȲҏϚ ῂȴRL ױ Ȳ ӣῂ Ȳ ứῂ

ȴ

Ѡה

OL ᾼ ᾙ ȸ ẂиέMЊ MᵂȲ bdquoἋ Ȳ ЄPLᴞ ᾼ ᴷцṮᾙȸ ẂиέMЊ M ᵂȲbdquoἋ Ȳ ЄQL ד Ἢ ȲϠ ɦᴞ Ṯᾙɧὑῂ вᾼ ᵂ ȴ

ԚOPЊᾼ ᾙ FRЊ G Є

ᴞ ᾼ ᴷцṮᾙFRЊ Ggt Єד ἪFRЊ Ggt

ἬЮ и Є ȳ

ד ḊOLῂ њҌɉ PLnewῂ ȸᴞ Ṯᾙ

66

Ѡה

OL ₤ а Ю ԉ ᵫ῀ȸ ȳשὙ ȳѵṏ ȳѵӘᶳ ȳὭЄ ȳ Ϣ

ȳᵦӴ Ȳ Ȳ Є ȴPL ἤ ȸgbq Ю ȲḈὲzwnj enspȲ

Ȳ Є ȴQ ȸ ȸ ᵂȲ ЄȴRL Җ ϡ ῂ ц ȸᵂȲmdashύἔ Ȳ Ȳṙד ӢἬSL Җ ϡ ῂ sbquo ᴩȸᵂȲmdashύἔ Ȳ Ȳṙד ӢἬTLҖ ϡ FgbqGȲ ȲЄ ȴULҖ ϡ FgbqG Ȳѻ

Ȳ Є ȴVL emspד equiv ὙȲ MᵂȲϡ ӢȴWL ȸ ᶩ Ẃ ӣM ẂиέMЊ M ᵂȲϡ ӢONLϡ ȲѻȲ Є ȴ

67

ד Ḋ



ɏɉ

ἬЮ

Җ ϡ ȸҖ ϡ ṙ ȳ ȳЄȳ ṙ ӪḘ ȲӪḘ ҳ Ȳ zwj ȲẔМצϢ ϝצ Ȳ Ϣ ϡϫϚצȲᴾ гϫҳ ᾼᴍиПҳϫѿϱȴӪḘϢЀⱢWJRRTϢȲԚצOSḋȲẔМϡ ṙḋȳḋȳЄ ḋȳ ṙḋ צ ᾼщ Ȳᵀ Ӣᵂ Єhellipѿ ц ԏ ⱢѻȲӂ Ӣӑ Л―Ȳ Ḗ Ȳ Ἠ

ПЛṜᴖἋ ȴWPד ɦц equiv ₇ gbq ɧȲṿϡȳϮ ṙḋȳ ḋȳЄ ḋȳ ṙḋᾼỰӖҠѿ PRЊ

ᾼ ὢ Ȳі ѿϱᾼ ד ȲṿỰӖ ᴟ ҵᵛҠ ד ȷ Ӣᶝ᾿ὡ equiv∟ ᾼὢ Ȳ ẁỰӖ ẓѠ―ἤȳҠῺἤцᶙ ἤП ὢ ȴɦṙɧᴯὑӪḘ Ӑ ҖѠȲⱢӪḘ ҳצϢМ Є῏Ȳ Ɫ Җ ᾼצϢ Ȳ רԓү ЄᾼḘ ᶮȲ ҖỴᾼḘ Ȳ ἋϾеѐ ủ ϤЄ ԏⅎȲӭrsaquoצϚ Ӣ ạȴ rsquoᶝᴞVUדSѣ ṙ ɦԓӖ rsquo ЍҀ ὡ ɧȴ ϡ ȸ ϡ МӐ ⱢȳῲУ ὑϡȳϮ Ȳensp Л

ṜȲὧҖủ ꜙⱢ Ȳ ȳ Ӣ ѿцӖ ӻἏẃᶁắ Є ȴӭrsaquo Ӣ Ȳ Ϣϩ

е Ϛ ӢἬȲϡ еӐ Л Ȳḕѡӻ ẃϚ Ȳ OSиȴӖפ WTדSѣOѡϡ ῲУȳ Ӣ Ớ ԓӖ rsquo Ѝ Ҁ ὡ Ɏgbqɏȴ ȳҖ ϡ ӢἬȸrsaquoἏ П ӢἬȲ Лὑ Ӏ ὢ МїП ӢȴеӀrsaquoἏϡ ῲУ ȳ Ȳ ӻ ḕѡἏΌϚ ϱWנὑװ ONиҏ ȷOR QNиΌ еȴеrsaquoἏӪḘ ϡ ṙ ӢἬ Ԓ ṞQNиᴟṚḋ PNиẞפ ṙ ȴ

ῶȸ

68

NOKOQXNNKOUXNN

ӢᶝXṔᴥ ғ

ᶝensp

ẐemspẐ Ṯrsquo

ỂὙᾈЊẐדἬX

Ἤ

ῂȳṆ

ד ᾎ

ῂ

цɎOɏ

NPKNVXNNKOPXNN

ῂ ensp МїȸỰ

Ựὢ

ṮἘцӣɎᵶɏ

Пensp

X Ӗ

цᶼӢ ṿӣ ד

NRKOQXNNKOUXNN

е ϚӢἬȸẐ қЮᾃ

ῂ Ṯꜟȳr`

ȳṮ

ᾙ Ẃ

ᴫӢἬXῂṓ

דẂɎRɏ

Җ ϡ

ἤgbq

NOKNVXNNKOPXNN

X

ẞцrsaquo Ὑ

Ю

XḈὲzwnj

ἤЮ

ῂ

ῂ

ד

ҏцῂ Ự

Ю

NQKOQXNNKOUXNN

ϡЄӢmdashύἔѻԉ

ṓ ϡṙ

Ӣṥ

rsaquo ῂXῠῂ

ᴔϢП XῂᴔϢᴷ

ᾎradicדẂQ

NRKNVXNNKOPXNN

ṓ ϡ

еӐ

гЄ їϩї ӣᵦӴ

ᴫӢἬXῂӢ

Ἠῂᴷ

ῂ ỰɎῂɏ

ҖϡṙӢ

NPKOQXNNKOUXNN

үȸῈМ

enspЮЄ ᾿ṮᾙҵדemspɎ ɏ

ᴔϢensp

ϢПᴷXӖ

ἤᵑד

ɎPɏ

NQKNVXNNKOPXNN

נṎМїȸẐ юד Мї

נ Ṏ

ῂ

ῂԓϢᵶ ạhArrцῂ

ᴔϢП XᴔϢЀדᵓӣ

Ể вד ἬX

Ἤ


69

NUKOQXNNKOUXNN

ᴔϢɎᵶ

ᴔדỂԓἤ ᴷɏ

enspȸ

П

Ϣѝ

ȸеӖ

ṮᾙвɎ ɏemsp

₇ד

ɎTɏ

NUKNVXNNKOPXNN

ṮꜟЏᵂ

ɎМӔɏ

ᴞ ᴷṮᾙemspדɎ ɏ

МїXѬԂ

ᶟ Ԛиṹ

NVKOQXNNKOUXNN

ῂ

Ự

ѝדἬX

Ἤ

ṓ Ԛ

ה

Ṽц ἤ њ

NVKNVXNNKOPXNN

ῂ ῂX

ῂЏẓМїȸẓ Ө

ӣ

ếẂ

цἘ ӣ

ῂ

Ẃ ᵫFЀ G

ᴷӒ

NSKOQXNNKOUXNN

ṮᶝXῂequiv

ῂXῠῂ

equiv цὢ ᾓ

Ϣѝ

ӢỄṜK ṓХ

enspɏ Ẃ

ɎSɏ

NSKNVXNNKOPXNN

₤аЮ

ЮῑאלЮ

equivṆцῈМ Ю

ד

ῂ

NTKOQXNNKOUXNN

ῂ

ן

ḚדἬX

Ἤ

ӢἬῂsbquoד

emsp

ᴟϡϝ

ר Ӣ

Όе

NTKNVXNNKOPXNN

ᾼᾙῂ ỰɎɏ

ᴟϡӢ

ἤȸgbqᾓ

ϝרgbq ᾓ

70


L



O ὑḕ ḇ∟ ɦ ᶩ ῶɧɎ ԈϚɏȲϡ ѣḇ ɦῂ ῶɧɎ Ԉҳɏɦῂ hArr ῶɧɎ ԈХɏ ὑἬ ᾼ ȳ ȳ ȳ в С Ḃ ȴP Ӣ ȸḕ צ Ȳ Ӣ Ȳ Ҡч ᶩ ᶮȳᶵ ϩ ᴩ ᴷᴕ ȴQ ḇ∟Ӧ enspѿϱenspỪѻ ӑ ῂ ȳ ᶩ ч ṶḂ Ȳ ӑḂ ῏frasl Лԛ ȴ

O ῂ ȳ Ӧ ᴩ rsaquoȳ ∟ ᴷȲṳ ᴷ Ὠ ὑɦ ɧᾼ ї ᴞᶺ ᴷМȴP ῂ ạȲɦῂ ᶩ ῶɧF ԈϡGgthArr כ ѿᵓ ȴ

Q ḇ∟ ᴷ hArr כ ɦ ῶɧF ԈϮGȴR ḕ ї ᵫ ȳ ȳTẂ Ẃ ᵫ ᴷ כ ȴS ὑắ ḇ∟Ȳ ӻᵂ ӭȸFOGLἤᵑד ᵫOẂFPGLῂ ᵫOẂFQGLѿ ὑ ᶩ ᾼ циέPẂFRGLensp OẂFSGLemsp Ɏ`nqgtnotregpoundcurrenlaquoɏOẂFTGLῂ Ӑ ḕ ї ᵫɎᵶ emspד ȳ Ӣ Ṏȳ ӢἬȳἬɏFUGL hArr ῶFVGLῂ ȴTLЀ ȸ ὑ rsaquo ᴩῂ Ѐ ᵫ ȲӦῂ Ԛ иȴ

Ӑ П ц Ӣ כ ᴷᴕ ạȸOLgt Ȳ ắ П ᶮȲ ὑɦῂ ᶩῶɧ Ȳ ЛṜП ᴩ Ἐ ц оȲṳṼ П כ в цП ȴPLgt ῂ ᵂ Ѐ иQLgt Ӣ ῶRL Ӓ ȸӦ enspѿϱѻ Ȳ ᴔ ᾼpart Ȳ ᴩ Ȳ в ᾼ₇ ȲṳⱢӑẃḂ П ᴕȴȸ

OLḕỂ ẂᴩϚװ Ӣ Ѡ Ȳṿ Ӣҏ hArrцῂ ᾼ ч ȴPL Ӧɦῂ ᶩ ῶɧ Ϡ П ῶ Ȳῂ ᵅὑUNиἨῂ ч ῶ Ȳ ῀ ᴩ Ȳṳ נכȴQL ɦ ᶩ ῶɧȲ ῶ мצ ѿϯПῂȲ ὑ Ϡ ṓṳ part ∟ נכ ȴRL ḕ ắ Ӓ ȲӦ enspỪѻ ᶩ ԝ ȲԚ ἬắП ї ȳ ҷȳᵺ Ғѿשṅ ṓȲᴖ ϷҠ Ӧ ᾼ ṓϠᴩ ᶮȲ ẁ ᶩ ᵂ ᴕȲṳὑϯװ М цḂ ȴ

HẔ ṓ gtɇgtᵂ newONQӨ ԈK ONQNTQNLmacrpoundyen

71

ɎRɏ ᵂ ᴯ Ѡה

Oȳצ Ϣ ɎЛứ ң ᵂ ȳ ᴯ П ч Ȳṳ ứḂ Ѡ ц ɏϮ Ϛ ȸѻ ᴩϢ ȸ ᵗ Ɏ NPKVUWPQQOOKOUUVQȷcKnot umllaquoȸsup2sectumlshybrvbarcentsectcurrenshy^not umllaquoLshypoundnotcentsup3sup2brvbarsectLcurrenpoundacuteLsup3paraɏϮ и enspȸ Ϣ ᶪ ȸɎNTKWPOOOOTKOQWVOgtcKnot umllaquoȸnotVUONVV^gtnot umllaquoLshypoundnotcentsup3sup2brvbarsectLcurrenpoundacuteLsup3paraɏϮ и ȸ ᴩ ц ᴯ П Ѐ еpartɎNTKWPOOOOTKSWUUNȷcKnot umllaquoȸsup3TKpoundPOPQâcutenot umllaquoLsectumlshycurrensup3Lshycurrensup3ɏPȳ ѻ ứ ң ȸүҖ ȸ ắѻ Ἥ Ϣ ҵȲӐ Ғѻ ң П ∟Ϛ ῂ ᵂ ᴩӻ Ḃ ȴQȳ ᵂ ᴯ ȸOLӐ С ԉӐ newῂ Ȳ ῶ ԈȴPLḕѣӦ new П Ѐ еpartԒӢ ῂ ᵂ ᴯᴔ ṶừȴQL ᴞ ῂ Ἠ Ȳ ҵ ᴯ Ḃ part ȴRLḕѣ ц ᾼ ṓч ῂ ȳ ᶩ Ȳ Ϸ С ᾼцḂ Ȳ ẞ ᾼ ạȴ ҵ צ ӼҠѿ І Ԉц ᾿ Ӑ Пȴ

72

Pgt ѣῂ Z ȸМї Ἤ ᾎϢМї

ɎOɏ Ϣ

а ensp 5 Ṯ ЂṮ еԚ Ӣ Ђר ѩṸЄ ᴩדЂ

rsaquo Ӣ rsquo ensprsaquo Ӣ ensprsaquo Ӣ М еѻԉӢ




ȸ

в


ԚP

ḕ аPfrac12QЊ ȲԚOTЊ ȴ

в


Ѡה

OLῂ гЄ Fד иӁȳ ṓ ȳGȸЊ ȲὭ҉ᶕ ȲӐPLẒἤ hellipȸ gtMЊ Ȳ asymp ȲӐQL ȸ ẂиέMЊ Ȳ Є ȲӐ

RL М ȸ ẂиέMЊ MᶙכῂᵫȲ а enspȲӐSL Ӓ ȸ ẂиέMЊ MᶙכῂᵫȲ а enspȲӐTL ȸ ẂиέMЊ Ȳѵ а Ȳῂ ԅῈ

ד Ḋ Ӣᾬї ῂ П דȳה

ἬЮӐῂ ԅ Ὲ Fϯр Ἠẕ Ὲ G

73

Ѡה

OL Ӣ newȸ Mᶙדכ ᵫȲа enspȲӐ PL Мї цῂ е Ю ȸ MЊ ȲḈѻԉȲ ҖӀЄ ὢ Мї

QL ῂ Ἤȸ Mᶙדכ ᵫȲḈ enspȲῂ Ἤȴ

RL ᶄѣІМїȸ Mᶙדכ ᵫȲenspȲḉὭᶄѣІМї

ԚQPЊ F QЊ ȳ RЊ G

ἬЮ

Ӑ ȳ ҖӀЄ ὢ Мїῂ ἬX Є ἬF GȳḚד ὕ ἬF ᶟ

ἬGgtȳ Ӗ ἬF ד Ggtцד ἬgtFҵדGד

ḉὭᶄѣІМїX Ӣ Ṏ Ѕἤד

ד Ḋῂ ῂ І ȳῂњҌȳד

ἬЮҖӀЄ ὢ Мїȳῂ ὢ ȳӢἬȳ

Ѡה

OLῂ ᴷȸЊ M ᵂȲѵ а ȲӐМїἨ ҵắ ᴯ

PL ῂ ṓ ȸЊ M ᵂMᶙῂכ ᵫȲḈử enspȲ ҖӀЄὢ МїQL ῂ ṓ ȸЊ M ᵂMᶙῂכ ᵫȲ ӢἬ enspȲ ӢἬRLῂ ȸЊ M ᵂȲЂȲ ҖӀЄ ὢ Мї

ד Ḋ Ӣᾎȳ Џ ᵂ ứȳד

в


ԚOPЊ F QЊ ȳ RЊ G

в


74

ԚPNЊ F ȳ QЊ ȳ Rfrac12TЊ G

в

ѻ ȸӢᾬї ῂ ה П ӣӭ ȸOL ҏ_IÌaIb[vᾼӢᾬї ῂ П МӕהῶП ᵑ ȴPL ҏᴞА Ӣᾬї ῂ ה Ӣᾬ ԛהϢ П ȴ

QL ѿӢᾬї ῂ כה ц Ự ȴ

Ѡה

OLӢᾬї ῂ П ה Юȸ gtMЊ ȲὭ҉ᶕ ȲӐPLemsp ᵂᾎȸ Mᶙדכ ᵫȲϚ ȲӐ emspQLѿӢᾬї ῂ כה Fᶹ ȳї ȳ GȸẂиέM ᵂMї ᵂȲ Ӗȳ₰Ӈ ȳḚȲӐ ȳЄ ᴘ ד ἬFЄ G

RLῂ ѿ ϢⱢМїᾼе ᵂ ȸ M ẂиέȲ ӂῂе enspȲӐOLӢᾬї ῂ П ה Юȸ gtMЊ ȲὭ҉ᶕ ȲӐPLemsp ᵂᾎȸ Mᶙדכ ᵫȲϚ ȲӐ emspQLѿӢᾬї ῂ כה Fᶹ ȳї ȳ GȸẂиέM ᵂMї ᵂȲ Ӗȳ₰Ӈ ȳḚȲӐ ȳЄ ᴘ ד ἬFЄ G

RLῂ ѿ ϢⱢМїᾼе ᵂ ȸ M ẂиέȲ ӂῂе enspȲӐSL Ự ȸЊ M ᵂȲḚ ҏȲӐ ỰTL ὢ ȸ MЊ Ȳ ӞѻԉȲӐרȴ

ἬЮӐ

Ṯᾙ X ᾎϢ ẁ Ϣ Ṯᾙ Ṏṅש

Ѡה

OL ῂד П ӣȸ MᶙדכᵫȲ а enspȲӐ

PL ṶϢ ῂ ᾎ MЊ Ȳ аenspȲӐQLῂ Ὅ ЮȸЊ MȲ ӞѻԉȲӐרRL ȸЊ M ᵂȲḚ ҏȲӐSL Ϣ Ṯᾙ ȸ Mᶙדכ

ᵫȲ ᴩenspȲ Ϣ Ṯᾙ

ד Ḋ ҏ ὢ ȳד

75

Ѡה

OL sbquo Ӣ₤ ȸ Mᶙדכ ᵫȲа enspȲӐ

PLῂ ȸ MЊ Ȳ ӞѻԉȲӐרȴQLῂ ᵂᾎȸӱ M M ᵂᶙכῂ

gtgt Ȳя ѻԉȲӐ ȳῂ ὢ

RLῂ sbquo ȸ ẂиέMЊ M ᵂȲ ᾴᾴ Ȳ ҖӀЄ ὢ МїSLῂ П sbquo ȸ M ứῂӣ Ȳ ר ῂЏ ȲӐ

ԚOPЊ F QЊ ȳ sbquo Rfrac12TЊ G

ד ḊӖrsquo њҌȳ ϚӢᾼ ȳ ᴰȳlregplusmnnot laquogtDgtrsectcurrenplusmn macrsup3umlcentgtlacuteplusmnsup3plusmnumlsup3umlregshyȳד

ἬЮ Ӑ ȳῂ ὢ Ȳ ҖӀЄ ὢ Мї


ἬЮӐ ȳ Є ᴘ ד ἬXЄ ἬҠ Ӗ

Ṏ

в

ѻ ȸῂ sbquoӭ ȸOL ῂ ᾼ ȴהPL ῂ ӣȴQL ṶϢ Ṽῂ ᾎ ᾼד ȴRLѻ Ầᵗᾼ Fa sup2currengtyenumlshypoundumlshybrvbarGgtȴ

ד Ḋ ד

ἬЮ Ӑ ȳῂ ὢ

в

ѻ ȸῂ Ṯꜟӭ ȸOL rsaquoᴩꜟ Пи ạhArrц Ṇ ȴPL ῂ ṮꜟЏᵂП ᴩȴQL ṳ ᵫ ȴ

Ѡה

OLᴩꜟ Пи ạhArrц Ṇ ȸ ẂиέMЊM ᵂȲѵ ȲӐ PLῂ ạᵂ ȸ ẂиέMЊ MᵂȲѵ ȳ Ῠ ȲӐ QL ῂ ṮꜟЏᵂȸ ᵂȲѵ ȳ Ῠ

Ȳῂ ὢ

ԚOPЊ F QЊ ȳ ᵂἨ QЊ G

76

ἬЮӐ ȳ ҖӀЄ ὢ Мїȳῂ ὢ ȳЧ

ד Ḋ ד

в

ѻ ȸῂӭ ȸOL ү ӭrsaquoῂ ᾓȴPL ῂ Ω ЏᵂQL ṳ ῂ

ԚOPЊ F QЊ ȳ Rfrac12TЊ G

Ѡה

OLῂ XЊ M ᵂMᶙכῂᵫȲḈử enspȲ ҖӀЄ ὢ МїPLῂ П ȸ M ᵂMᶙכῂ ᵫȲḈ enspȲӐ emspQLῂ П ᵂ ȸ M ᵂMᶙכῂ ᵫȲ ר ῂЏ ȲӐ RL ῂ ᴯȸ Mᶙכῂ

ᵫȲ ר ῂЏ ȲЧ

ἬЮ Ӑ ȳ ҖӀЄ ὢ Мїȳῂ ὢ

ד Ḋ ד

в

ѻ ȸ Ṯ Ἐц ӣӭ ȸOL ᴞ ҭᾼХ ц Ṯᾼ ȴPLѿר Ṯὢ Њ FsqnqrdGⱢẂ ҏ ᶩ ṮἬ ПҳЄв цẔ ᾼϮЄṼ frasl

QL Ϡ ӭrsaquo вԓӖ rsquo Ṯrsquo ᾼὢ цכϢẐ Ṯrsquo ᾼвRL ҏ Ϣכ Ṯrsquo ὢ Пכᾎpart ṳ ᴞ ᴩ

ԚOPЊ F QЊ ȳ ᵂRЊ G

Ѡה

OLԓӖ rsquo Ṯrsquo ᾼὢ цכϢ Ṯrsquo XЊM ᵂMᶙכῂ ᵫȲ´ ȲӐ МїPL Ṯrsquo ὢ ȸ ᵂMᶙכῂᵫȲḈ enspȲӐ emsp ȳῂ ὢQLכϢ Ṯrsquo ȸ M ᵂMᶙכῂ

ᵫȲ´ ȲӐ МїRLẐ Ṯrsquo ȸ M ᵂMᶙכῂ

ᵫȲḈử enspȲ ҖӀЄ ὢ МїSL ᶩ Ṯ Ἤ ПҳЄв цẔ ᾼϮЄṼ fraslȸ Mᶙכῂ ᵫȲ ῖenspȲӐ

77

Ѡה

OLῂ П ᵂXЊ M ᵂMᶙכῂᵫȲ ῖenspȲӐ

PL ạhArrПpartӴ XЊ M ᵂMᶙכῂ ᵫȲ ȲӐQL ᶟ ȸ Mᶙדכ ᵫȲḈrlmȲӐ

RL ᶟ х ȸ M ᵂȲ ϚȲӐ SLѬӂ ₣᾿ ȸ M ᵂMᶙכῂ

ᵫȲ ῖenspȲῂTL Ṇ ῂ П ӣȸ MᵂMᶙכῂ ᵫȲὭ ѻԉȲӐר ULῂ ₇ сП ȸ gtMᶙכῂ

ᵫȲ ῖenspȲӐVLɦӢ₤ Ḃ ɧᾼ ᶾҾȸ Mᶙכד ᵫȲ а enspȲӐ WL ᶟ Ԛ ד Ἤȸ M ᵂMїᵂȲḈ enspȲḚ ὕ Ἤ

ἬЮӐ ȳ ҖӀЄ ὢ МїȳῂḚ ὕ ἬXЄ ᶟ Ԛ ד Ἤ

в

ѻ ȸῂ П ᵂӭ ȸOL ῂ ӐЁἤ ạhArrПpartӴ ȴPL ῂ Ԛ цԚ emsp П QL ṳ Ѭӂ ₣᾿RL Ṇ ῂ П ӣSLϠ ῂ ₇ сПTL ɦӢ₤ Ḃ ɧᾼ ᶾҾ


ד Ḋ ד


в

ѻ ȸМᴔד П ц ӣӭ ȸOL вМᴔד ϫЄײцrsaquoХЄ ȴPL ᴞᴩ ᴩᴟюϮ Мᴔד ṓ ᴩ Пᾙцד ȴQL ҏӐṝ ᴩМᴔדἨ ἤ Ϣ ᵑ П ȴ

78

в

ѻ ȸӭ ȸOL Пӭ ц в ȴPL ἨẦᵗ ᴩϚẂ ϢП ᴷц ȴQL Ἠ ᴩϚẂ ד ᾼ ᵫ῀ҔϢц ȴRL ҏᴞА ὑ ᾼ цᵺ ȴ


Ѡה

OL ȸ M ᴩἨ Ȳ partᴝ ȲӐ ȴPLblp ȸ ẂиέM MᶙדכᵫȲ Ӟ ȲӐ QL ȸ MᶙדכᵫȲ ר enspȲἔᶕRL ᾼ ȸ ẂиέMї MᶙדכᵫȲ ӞѻԉȲӐר

Ѡה

OL вМᴔד ϫЄײцrsaquoХЄ ȸ Mᶙדכ ᵫȲ ῖenspȲӐ PLᴔד ȸ ẂиέMЊ M ᵂȲѵ аȲӐQLМᴔד ȸ M ᵂᶙכῂȲя ѻԉȲӐ ȳemsp ἨῂὢRL ᵑц П иέȸ M ᵂᶙכῂ Ȳя ѻԉȲӐ

ἬЮ Ӑ ȳῂ ὢ

ד Ḋ cplusmnumlordfsup2regshyᴔשדṅ ᵫȳᾼד ȳד

ԚOTЊ F QЊ ȳ Rfrac12TЊ G

в

ѻ ȸῂ enspӭ ȸOL вῂ ensp ṆцỰ ȳ ȳῂ ensp

ȴהPL в ensp П ἤȲensp ϢПןц ӣȴ

QL ῂ ensp ᶔ ӣȴRL ensp ṓ ᶾ ȴSL ҏ ὢ цạứ

ἬЮ Ӑ ȳἔᶕ

ד Ḋ ᾼ ᶾҾȳ ᾼ ȳד

79

ד Ḋ Ễȳ Җ ensp њҌȳד

Ѡה

OLensp Ṇ Юȸ Mᶙדכ ᵫȲа enspȲӐ PL ensp ד ȸ Ἠ ᵂMᶙדכᵫȲḚ ҏ Ȳ ȳѝ

Ѝ Ἤȳ ὲЍ ПQLҏ ȸ M ẂиέMᶙכensp

ן ȲḚ ҏ ȲӐRLensp ṓ ȸ M ẂиέMᶙדכ ᵫȲḚ ҏ ȲӐSL ȸЊ M ᵂȲḚ ҏ ȲӐ ỰTLҏ Њ ȸכὨ M ẂиέM emspᵂȲ а enspȲӐ

ἬЮ

Ӑ ȳ X ד ensp ṎцỰ

ѝЍ ἬXүҖӀἈỗҵTNᶩ ὲЍ П XӐ פ Юensp

в

ѻ ȸῂӭ ȸOL ד ᾎPL ᾙ цה ЮQL ᶾҾ נRL ү ᴞ П ᾓцṮᾙSL ᾬכ ד ᾎ

O

80

O

ἬЮ Җ X ד

Ѡה

OL Ӣᾎ ד ᾎX ц Ȳ ѻԉȲҖPL X ẂиέMЊ Ȳ ѝ ȲҖQL Ю X ẂиέMЊ Ȳ ế ȲҖRLᴞ ṮᾙX ẂиέMЊ Ȳ Ὑ Ȳ ҖSLῂ ד Ю X ẂиέMЊ MᵂȲ ứᶛ Ȳ ҖTLῂ Ự ᾙ Xgt ẂиέMЊ M ᵂȲ ứᶛ ȲҖῂUL ȳ ᾙX ẂиέMЊ M ᵂȲѻԉṃѻԉȲ Җ

VL X ẂиέMЊ M ᵂȲ ѻԉȲ ҖWL ᶾҾX ẂиέMЊ M ᵂȲ ѻԉȲ Җ

ד Ḋ

FϚG ґȸOL_notcurrenplusmnumlcent shygthregacuteplusmnshy laquogtregyengtnsup2cedilcentsectuml sup3plusmncedilPLrsectcurrengt`plusmnumlsup3umlsup2sectgthregacuteplusmnshy laquogtregyengtnsup2cedilcentsectuml sup3plusmncedilQLùmlreglaquoregbrvbarumlcent laquogtnsup2cedilcentsectuml sup3plusmncedilFϡG ȸOLqcedilshyregmacrsup2umlsup2gtregyengtnsup2cedilcentsectuml sup3plusmncedilJgtONsup3sectgtcpoundLXgtq poundregcentordfgt shypoundq poundregcentordfgtPNNUPLbqkKgtgtrpXgt_notcurrenplusmnumlcent shygtnsup2cedilcentsectuml sup3plusmnumlcentgt_sup2sup2regcentuml sup3umlregshyQL ӣRLbqkKgtgt fraslњҌSL ד цЀ њҌ

в

ѻ ȸ ₤ ав ȸ Ṯz ᾙ zῂ zԓϢӭ ȸOL ӣ Ṯ῀ ᶾ ȴPL ᴩῂ иέȲҏϚ ῂ דȴQL Ȳ ӣῂ Ȳ ứӦ Ṯẞᾙ ∟ їẞṝȳї ȳῂ ḖПԓϢ ȴRL Ϡ Ἤכצ ῂ ȳῂ М ПṔᴥ ἤȴ

81

ד Ḋ ד

Ѡה

OLῂ ȸ ᵂMᶙדכ ᵫȲѵа ȲЄ ȴPL Ṯ ȸ MᶙדכᵫȲḈϚ ᴩenspȲ Ṯ QLῂ о ᾙ ȸ ẂиέMЊ MᶙדכᵫȲ Ӟ ȲӐ ȴ

RL хќ ȸ Mᶙדכ ᵫȲ ӞרѻԉȲӐ ȴSL ṵ хẦ ȸ M ᵂ MᶙדכᵫȲȲrà_М Ӗ ṵ хẦ

ἬЮṮ ȸ ᾎϢ Ṯȳ Ṏ

rà_М Ӗ ṵ хẦ ȸṵ х ԓ QQצхќ ȳפOSJNNNᴯ

ῶȸ

NOKNUXNNKNWXNN

ᶟgtgtgtἬ

FPfG

Ḛ ὕF ἬG

NOKNVXNNKOUXQN

ϢṮᾙ FVfG

F G

NOKNVXNNKNWXNN

ẕFOfGᵌFӐ OQG


82

NPKOQXQNKOUXQN

ῂᵂᾎ

FRfGя

FӐ OQG

ῂ еЮ

FRfGḈF МїG

Ӄ Ӣц ӢrsquoFQfGḈF МїG

ῂ

ᴯFRfGḈửFЧG

ῂ

FRfGרFӐ OQG

NPKNWXNNKOPXNN

sbquoӢ₤FQfGа

FӐ OQG

МїцῂеFQfGḈửF МїG

Ẑ ἤ цFQfG

ḈửF МїG

ῂ

FQfGḈửF МїG

ῂ

FQfG

F G

NOKOQXQNKORXQN

ῂӐrsaquo FOfGӞFӐ OQG

NOKNWXNNKOPXNN

Ӣnew

FQfGа

FӐ OQG

ῂדПӣ

FQfGа

FӐ OQG

ԓϢFӢᾬїῂ П

Gה ЮFQfGὭ҉ᶕFӐ OQG

ṶϢgtgtgtgtῂᾎFQfGа

FӐ OQG

NOKORXQNKOUXQN

ῂ ὍἤgtgtgtgtЮ

FQfGӞרFӐ OQG

NOKOQXQNKOUXQN

ῂἬFRfG

МFἬG

ῂἬFRfG

ԏF ӖἬG

ῂἬFRfG

ЄF Gד

83

NQKOSXQNKOUXQN

ṮᾃFPfG

ᵦF МїG

נ ᵂFPfG

F МїG

ᴔϢemsp

FPfGѵ аFӐ PG

NQKOUXNNKOWXNN

FPfGѵ аFῂ G

NRKNWXNNKOPXNN

ѿ ϢⱢМїᾼеᵂFQfGӂῂFӐ OQG

Ẓἤ hellipFQfGasympFӐ OQG

ѿӢᾬї

ῂ הכ FQfGӖ

Fᶹ emspG

ὢFQfGӞרFӐ OQG

FQfGЄFӐ OQG

ῂП sbquoFQfGר

NQKOQXQNKOUXQN

ῂFQfG

ӞרFӐ OQG

ῂПᵂFRfG

וFῂ G

NQKNUXNNKOPXNN

ῂᴷFSfG

ѵ аFῂ G

ῂᴷFSfG

ѵ аFῂ G

NQKNWXNNKOPXNN

Ṇ ЮFQfGḈF МїG

₨ӀFQfGḈF МїG

ῂ

FQfG

F G

ῂsbquo FQfGᾴᾴF МїG

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84

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86

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87

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L



ɿḕ Ӧ ң ậ ї ᵫἨpart ṳᵂɿ Ӓ ɪ hArr ῶɫ

ɿ ẞᵛᵂ rsaquo ῂ Ӑ Ϡ hArrПrsaquoɿḕ ᶙכḕᴯ ᵂ ṳ ɪ כ ῶɫɿḕ ᶙכ נ ὑ ɦ ɧП ῶɿ ᶙכ ᴷἨ ד ᵫӻɿ ӒЀ

ɿ ῂ Ṏ ṳӦ ȴɿ ứ Ӧ Ṯẞᾙ ∟ їẞṝȳї ȳῂ ḖПԓϢ ȴɿ ӒЀ цשṅПכὨȴɿ Ӓ ṳ rsaquo ᵂѩ иέȴ

HẔ ṓ gtɇgt ῶLmacrpoundyenFOIPGLmacrpoundyen

89

ɎRɏ ᵂ ᴯ Ѡה

ɿӐ ЀⱢӞ X ensp FrXPUSOKNPPOAQNNQgtdXPUUPKVOQPgtcXsectcurren laquosup3sectcentsectcurrenshybrvbar^cedil sectregregLcentregnotLsup3paraGӞXר ѻԉFrXPUPOKVUSNgtdXPUUOKSRPWgtcXsectcurren laquosup3sectcentsectcurrenshybrvbar^cedil sectregregLcentregnotLsup3paraGɿ ᵂ ᴯ ѻ Ἠ ѻ Пד ש Ἠɿ rsaquo ∟ ᵂеẗɿḕ ẞrsaquoң ᴩẦɿ ѡ ᵂ ᴯῶɿ ᴟᵂ ᴯ Ӑ ᶁ Ϣ ӱ ẗȳ rsaquoἏɿѻ Ἠ ᶁ ᵂ ᴯ Ԛשɿ Ӓ ᵂ ᴯ Ӓ

90

Pgt ѣῂ Z ȸ ᾎϢ ὧ

ɎOɏ Ϣ

ᵦpartϚ вד 37 ȸWPLOPLNQῂ ṎWQLNWLNWῂ WPדhArrԚWRLNWLPRῂ Ԛ

WSLNSLPN שWULNSLONἤᵑ Ṇԝש

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enspȸῂ ȳϚ вד

ד ѻԉ 5 ȸWULNULOP ש

Ṏ ȸONNLOLPSϚ ᶙ

ȸӴ ὙЄ ṆӴү Є Ṯ ṅἬשЂ

ד דᴔד ד ế דүЄ ԉӢ ד KῨ ᴔϢenspȸ

ȳ Ṯ Ɏ цἤ П Ṯцנ ɏȳᴔϢ ȳ ế ȳ

ȳῂ ȳᶹȳṝї



91


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в

ῂ ѻ ѿῂ ї ȳῂṆȳ Ϯ ᾼ Ȳ

ῂ ד Ṇצᶙ ᾼ ἘȲẓ ῂᾼᶾ цῂ П Ӑ ᴩ ϩȴҔᵶҳ ₤ а Ȳѻ ѿ Ṯ ȳῂ

ensp ц ȳ ₇ ц ᵂȳῂцῂ Ɫ ѻ Ȳṳ ẓ

ἤᾼ в Ғѿ ȲԚ ȴҵᵂ ῶ Ȳᵀṳzwj ₤а ᴕ ȴ ₤ а П ẆϤῂП и ᴕ ȴ

₤ а ῶɦ Kῶɧц Ғ ȴ

92

Ѡה

OLⱢ ₇ Ȳḕ ѣῂ ѿϟ Ɫϱ Ȳ Ṽ ᵂ ᴯц Ϣ Ȳ

ϱ Ȳи ȴPLṼ ứПӇ цӐ П ἤ аоᾼ вȲ ὑῂ Ḇצ ϤᾼϠȴQLⱢϠ ПԓȲ ҵ ϚradicӦӐ ṞrsaquoἏȲ ᴞ ӻ ЏẓȴRL ὧ new Ȳ ẁדв ц Ȳѿ Ṏ ПӭᾼȴSL ᴯ ᾼ Ȳѿ ԓϢ цῂ

ἘȴFOGemsp ȸӦד ᶩ в ȲҔ ӱȳ Ẃ Ȳ ẞ Ȳ ҒᾼϠ ȴFPG Ἢ ȸ Ꞌצ Ἢ Ȳ ӦᾼЮ ᾼ Ȳṿ ḆϠ Ẕ Ѡ

ȴהFQGensp Ự ȸӦỰ ц ᾼ Ȳ Ϡensp П ה ᵂȲ ensp ṓᾼ

ϩȴFRG ₇ ц ᵂȸ

Ἤ ᵂ Ȳpart ѿῂ Ɫ ӢṮꜟ П ṆȴҫӦ ῂ ц ԉạhArrᾼpartӴ Ȳ ῂ Ԛ цᾼ ӣȲ ᴖ ᴶ сῂ ₇ ȴ

FSG ӢἬ ȸϠ Ӣ ᴯ П ᵂ Ȳῂ

Ṯꜟȳᾎứ ȳ ȳἤ ȳȳМᴔד ȳ ἤ ȳ ȳṵ ȳЄῂ Ϣ part Ȳ ᴩΩ Ṯᾙ Пȴ

FTGῂ ד ᵫȸὑ ḇrsaquoᶙכгẂῂ ד ᵫFᵶ

ϚẂἤᵑ ϚẂῂ Gȴῂ ᵫӦῂ ὑ ẞ щϯр Ὑ ן Ѡᾎȳᴶ ҏ part Ȳṳὑḕ ϡМрnewḇ∟Ȳ ї ᵫ ᵂПᾭᾓȲѿ С

иέПpart Ȳ ∟ԛӦ ὑ ∟ϚЀ ᵫц ӻ ȴ Ӧד ᵫȲ

ȳиέ ᾼ ϩȲṳӦ ᶩ ᵛ ṓȲṿ ḆϠ ῂ ᾼв ȴFUG ȸḕ ϡМрứ new Ȳḕᴯ Ꞌ

93

Ѡה

ᵫFẒ ѣOfrac12PװGȲ Ӑῂ ȴҫ Ғ ῂד ד ȲҔῂ

ȳỰ ȳ ȴFVGemsp ȸ

Ӧemsp ȲЛ ὑῂ ṓ Ḇצ ϤᾼϠ ȲӼҠ Ӗ Ӕ ᾼ Ӣȳ ἘȴFWGῂ ᵓ ӢȸӦῂЏ ὑῂ ᵓ ӣᾼЮ ῂ ᾼȲṿ ὑῂ Ӣ Ṇц ḆצϤᾼϠ Ȳṳ Ӣцї ῀ ȴ

94

ἬЮ

OL דӐ Ӧҳᴯד ד ד Ȳ emsp цῂ

Мї Ȳ ẁemsp ȳ ȳỰ ȳῂ sbquo ὢ ȴ Ӧᶙ вȳҵȳ ȳẐȳȳᴔϢד ȳ Ṯ ῂ ȲҠѿẁ ἤȳ ԓἤȳẦ ἤȳҠῺἤȳ ἤᾼȴ

PL ἪF Ԛ Њ GӐ ὑONNכדӴOPᶩᾼ ἪȲṳצ Ԛ Њẁ ὑӢỄӒ ᾼ ȴӐ ןⱢOȳԓ ᴰ М Ɏ_poundmicro shycentcurrenpoundgtmacrplusmnregbrvbarplusmncurrensup2sup2umlmicrocurrensup2sup3 sup3acutesup2ɏ Ϣצṝ ȳї ȳ ἤѠ П ḖȴPȳ ϢМצ ᵺ Ἠ ȴQȳắ ὢ ᾼה Ϣц ȴ

Ӑ ế МїȲ Ϡ ẁᴰ ПҵȲṜ Ϣᾼї ḖȲ Ầᵗ Ϣц

ᾼ Ф ȴ Ȳ Ҕᵶצ ῂЏ ȳỨᶳЏᾼ Ȳ ẁ ṝї ᾼὢ ȲẦᵗ ᾼ ϩц ҷҟ Ϣᾼ⁷ ȴҫҵȲ ᾼɦԚצ ɧ ɦỰ ɧȲ ᶙכᾼ ế Ȳ ẁԓϢȳԓ ȳԓ ȳԓ ᾼɦҳԓ ɧȴ

QLῂ МїFỰ GӐ Ự ӴὑӖכ VRדȲῆ Ự ᾼἘȲѿ ᵗȳӣїדᶿȳѿїד ȳ ȲpartӴѿ ⱢМїПỰ ȲṼ ᵑ ḖȲẦᵗ ᾼ М ẞ Ϣ ᾼ Ȳṳ Ự῏ц Ἤ ᾼ ᶾ ȲẦᵗ ῏Ȳ partӢȲȴ

Ự Џᵂѻ ᴷ ṝȳїȳ ȳῂ ᾼ ḖȲԉ ῏Ṕᴥ ȳ ḖќȲḆ ẁ

ᾼὢ ȲҔ ȳї ȳῂ ἤѿцrsquoԓ ȴὢ Є ȳ ЮҵȲẔ Ӑ ϫꞋⱢὢ ȴ

RLϚ вדӐ Ϛ вדԚצϡᴯ ѻᾙ Ȳ ᶩ ȲϚ вדemsp ҵȲṳ и ȳ ҵɎ ן ἬɏцỰ ȴϚ вדⱢӐ נӴᾼדᵑПϚȲҠ Ἤצвדᾼ Ϛ ȴ

SL דFOG Ầד ȳц Мї ὢ Ȳᴩ ἤȳ ἤȳ ἤᾼ ᾙȳ Џ

95

ἬЮ

ȳ Џᵂҷ ứȳ ԅ part ȳЏẦᵗȳ ᴷȳԓ ӢṮ ȳ sbquoȳ ȴFPG ד вדȳҵדȳequiv ȳ ᶩᾬדȳ ȳד ȳᴘד ȳד ȳῂȳЏ ԓȳ ӢȳϢЏ ȳ ᾎȲ ẁҠῺἤȳ ἤȳ ԓἤᾼԍ ЏȳцеҨѻ ȴ

FQGϚ emsp ѻ ӢМ ЛὙ ᾼ ȳв ṓᾼequiv ἤ ȳṝї ϩἤᾼ виᾆ

ҷ Ȳ Сῴ ἤȳ ἤȳ ἤᾼϚᾙ ȲӼҠѿ ẁ ᵗἤȳ ἤȳ rsquo ἤᾼᾙ ȴ

TL דӐ ᾼדϡϫצБד ҭȲ emsp ȳequivᴰ ᾼ ȲϚ ї ӢᾼЏᵂϱ ᾼṔᴥȴӐד ẁ аоȸה₤ ẁӖ ᵑоᾼ ȲϚצ emsp ȳṝї ᵑemsp ȳẐ zwnjюדїᵑemsp ȳ ד equiv ȳṝї Ἢԓѡᴰ ȳἪѡ ȳᴰ ȳứ ї ᾙ ȳᵑ Ṏȳensp ᵑї ᾙ ȳӢ ὍᴩⱢᾙהפ ȴ

UL דӐ Ɫừד ю ᶟϢ Ṏế ᾼ ᶟ sbquo Ȳứᶟ цвиᾆד Ȳ в Ϣ Л

Ӈ үҖ Ӑ ϱ Ȳṳ ẞвиᾆ Ἠ ᶟᾼ Ṏ иȴ

Ӑדѻᾙ ᴩ ᾌ ᾼ Ȳӧᾭ ḱᾼ ẛᾼז Ϸ в ȴ

VL דӐ ҳᴯצlsaquoӭד ԉ Ȳצừ ᾼᾌ цὧ Ϛᾼ њ МїȲὢ Ҕȳד ȳЛҺד ц Ѕᶟҷ Ȳњ ᵑ ὑвњ ȳ Ѕᶟҷ њ ц ד њ ȲӐ Ӣᴾԓ ϚᴯȲ ᶙצ ᾼ ᶓ ц ӢẐҒἪ ȲԓѠᴯᾼ ȴ

WLЊẐדӐ ЊẐדԚ Хᴯѻᾙ ȲẔѿɦ ȲϢἤȲ ế ȲἭԒ ∟Ȳש Ȳ Ḗầ ɧẃẞὢ ȳ ṅПש ṾѬ Ȳ Ӑד ḕᾼװ ȳ ȳ Ἢ Ȳ

96

ἬЮ

Ғѿ Ȳѿ ѷꜜԒ П ᶾ ȴ

ONL Мїɦ ȲѿדӴὑPNNPכἘМїɧנᾼ Ɫ ӭ Ȳ ẁ ד ה

Ṯᾙ ȴ צ ʟṵ ȳоṆ ȳῐц Ṇ ȳᾆᶟṆ ȳ ₅ цȳṊ ȳ цᴨ ђ Ȳṳצ Ԛ

ȲḕϚ ꞋҔד ᾼҵדȳвדȳᴨȳὍד ȳὍד ȳד цẔדד Ϣ Ȳ ẁ Ϣ ד ȴה

OOLῂ ЏᵂӐ ῂ Џᵂ ӣ ᾼ῀ ᶾҾцЏᵂѠᾎȲẦᵗ

цẔ ד Пῂ ȳї ȳȳ ȷsbquo ṏ hellipѠ ȲῂЏ Ϸ цẔ П ᾼṔᴥȲѿӐ ɦכⱢѻ ȳ ПԓϢ ɧᾼ ȴ

OPL ὧ Ṯиὧ Ṯи ừ Ṯᶝ ϡ ṮЄ ȲẔῘὧ equiv Єԉȴ ὧ Ṯи Ϡ

Ṯ ḳЏᵂҵȲҫϚ Џᵂ equiv ὢȲnew ὑῂ Ӑ Ϛщᴩ Ȳ Ṯҏ ԉ Ȳѿ equiv П ȲϠ ҵӼҠ Ἤ Ȳצ ᾼ Ṯ ϯȲẦᵗ ᵂῴḔ ȴ

OQLḉὭᴔϢensp МїḉὭᴔϢensp Мїᴯừ ҍЍ Ȳ ὧӀ ῺȴẔⱢừ Ἀ ӴПᴔϢ ἬȲṳⱢừ

Ϛ ȴ Ϡ ᾼהᾁҵȲḆ ᴔϢ Ȳѿ ᴰӖП ȴ

ORLᴎὭᴎὭ Ϣ ү ᶩᴯЛṜȲדὑOWWNױ Ӵ Ȳ דן ȳМ ȳҷ ȳ ἤПᴔϢȴOWWOדӦ Ϣ ӴᴎὭ ȲẔϩḖ₇ Ȳ вᴔϢц ΊứȲ Ḗ П

ҒȲױὑOWWTד partⱢϮ ῟ȴᴎὭ ὑOWWTדRѣ в ᵗ Ҙ аpart о ῟ȲӦ part Ὥ шъ Ԛasympȳש ȳ ȳ ȲṳὑTѣPTѡӦrsaquoῂ Ҩensp ύrsaquoừ enspȲԚѻ Ёẕ ȴ part Ȳ

в ensp ѻѝὑOWWVדSѣPѡ ṳ ЏhArrȳ₇ ȲONѣPUѡỐḆⱢɦ ᾎϢừ ṂӴ

97

ἬЮ

ᴎὭ ɧȴOWWWדOѣ Џ∟ȲOOѣԌ ɦOWWWדү part ɧȴᴎὭ Ϡ ȲẔῂЏϢϩר ѹ҉ṜȲhellip Мїᾼẕ ȴ

OSL ὧ Ӵ Ἤὧ ἬⱢе Ӗ Ȳӭrsaquoỗ ᾎϢ ῂᵓ ȲẔ צ ц ϢȲצᵑϚ Ȳ ₤ⱢЊכ Ȳ ӭrsaquo в Єѹ צ ȴ

OTL ῂ МїẦᵗ ῏ Ḕ цῂ ғ П Ȳὑῂ ẁ Џᵂ ϩȳЏᵂ hArrȳῂӻᶾҾȳѡ Ӣ ϩ ᾙ ȴ

OULṂӴ ПṶ ד ЏᵂPNדᾼ Ȳ ẁ ἤҙrsquo ἤᾼỰᴰ ἬȲṳѹצɪ ɫᾼ ȴứ ᴰ ȴᵀҏ ∟ϭ ᾎ ϱ ӢȲ Ҡѿẞ П ᴶ ӴӢȴᴖ ῂ ȴ

OVLӦ ᴯї ῏ᾼ ensp Ԛ Ȳ ẁדᴖᶙ ᾼὢ ȸҔᵶ цῂ Є ἘᾼΩ ȳ

ї ὣх ד enspᴖ Ӣҏẃҷ ∟ᾼӢȳ ќὢ ȳẒἤц hellipȲѿц иᴞѻ ϩᴖ ‒ ὢ ќȼ ɸԓϢ ɹ

ᾼὢ ȴ

OWL ԏιϢ partМїӖ ҳϫϥדϮѣӦ Ϣ ד Х part῟ȲכӴ Ṷ ȴ ᶙצ ᾼ ṆȲ ѿὢ ⱢҏȲ ẁ ῏ṝї partц Ӣᶾ ȲṿẔᴞϩḆӢṳ ὢ ῂ ȷṳ Ự ӢцἬȲ ẁᶙ П цғ ȴ ẁ partȳ ὢ ὢ ȴ

PNL bdquo Ἤbdquo ɦừ ᶟ ɧᾼ ϢПϚȲἬѿ ה ẁ ᶟ ԓѠᴯᾼ ȴ ậ Ὅה Ȳ ẁ ᾼῈ Ȳ ѿ ȴѹצȳ ҉ṜϢϩȲ ȳ

ᴩȴṳѹ ϩȳ Ἁ Ȳ ẁṏᾼᶟ ȴ

98

ἬЮ

POLᵦ М ἬF ὧῂ Gᵦ М ἬⱢ ὧῂ ᾼϚ Ȳ ϢⱢᵦ МȲẔⱢвד ד ד Ȳ Ἤ צ ȲẔϢ Ϡ П ᾼӂᴩ ЮҵȲӼ ὧц ӕ ᵂȴ

PPLвẐד ἬF ὧῂ GвẐד ἬϷ ὧῂ Ϛ Ȳ ϢⱢЧכ ȲẔⱢ ד ד ȲӼҒϤừ Ӣᶝ ᶟ Ȳ ȲҠ ẁ דἬ иṹȴ

PQLҖכ ἬFӂῂ GҖכ Ἤ ӂῂ Ȳכ ҔϮ ἬȳҖכἬȳ ᴃ Ἤȳ Ἤȳ ᴘ ד Ἤц‒ ἬȴϢ ạⱢPᴯᴫ цQᴯ Ϣ Ȳ ẁῂ Ӗ ṏ ὢ ṳ ῂ ȴ

PRL ‒ ἬFӂῂ G‒ ἬⱢӂῂ כ ПϚȲ Ϯ ἬȳҖכ ἬF ᴞӴ Jשѝ Gȳ ᴃ ἬȳἬȳ ᴘ ד ἬԚⱢῂ ȴ

ẁ Ω Ȳṳ ῂ ȴ

PSL ї ἬFԓ ῂ Gї ἬⱢừ ԓ ῂ ᾼ ᴩМїȲ

ԓ ῂ ѻ hellipӦ ȳדȳвד ȳᴘדד ᵍꜟד Ἤ כ Ȳױ ὢ ἘⱢẦᵗἬצ ῏ ӣ Ϣцῂ rsquo Ȳ ẁ῏цẔ ἤȳ ȳѻ ȳ ₇ ᴖ ᶾד Ȳ Ḃ ᾼensp

Ӣ Ṏ rsquo ὢ ȴԓ ῂ і Ԓ цᾙ Ȳṳừ ќ ȳ ц ȲҠѿ

ṹắ Ἤכ Ѡ―ц ю rsquo и Ȳṳ Ӧ ᾼ ẞ ῏ᾙ ц ᶩ ȴї Ἤ ӣgtqnot laquolaquogtàcutesup2umlshycurrensup2sup2gtqcurrenplusmnmicrocurrenplusmngtPNNQцqoj

sup2currenplusmnmicrocurrenplusmngtPNNNȲ оȲpart gtcurrengtо їӂүȴ gtcurrengtоṆ ᾼẦᵗȲ ї Ἤ ῏partӴṏᾼФ hellipȲⱢ ῏ ẁ Ғ ὢ ȲϷᵂⱢ Ἤ

ᴩ ᾼ Ṽ ȴ

PTLѵ ὕ ἬF ὧῂ Gὧῂ ᾼ Ҕᵶצȸ ȳҵדȳвדȳד ȳדȳẐד ד ᴘ ד ד ȲẔ ᴥⱢ Ἤ ӂᴩ Ȳѿ юӖ ᴣṞ ПӼҠ rsquoẔ ȴ ὧῂ ṳ

99

ἬЮ

ὧ Ȳ ὧ ӕ partӴᵂ ӂүȲᶮכϚỆᴖᶙ ᾼῂ ȴὧῂ ẁῂ ỰӖ ᾛ цἤᾼ ὢ ȲϴϚ ẻᵮ ȳ ᾼ ᾙц ἤ ensp ᶟ ȳ ᴨ ȳ ȳ ᶁἤᾼ ȴ

ѵ ὕ Ἤ ὧῂ ᴩМїȲẔ Ἤ ᶙȲḆצв Ṇ ȲȲҠѿХỪ Ἤṓᾼẞ ϱȲѿᵓ ȳ ȳѿц Ϡ ȲҠѿὁ ᵂrsaquo∟ᾼѩ Ȳ ד ᾼ ȲῺᾼᴘ ד Ἤ ẃḖᵗȴϠ в Ἤ Ю ҵȲ ὧῂ Ӽ ensp

ᵂȲױ П ȳѠᴣП ȲẔМ П ѻ ϢЄ ἤ

ῂ ϩЛṾᾼ ẂȲЄFWNKWSCGӦ ЮᴖẃȴӦὑ ṷ ѿӭrsaquoѠהỮ ᾎᾙ Ȳ

ϢἏἏ Ựᴰױ ϫדȴ

PUL ὧ ӢἬὧ ᴯὑừ Мїᴯ Ȳ OOLQRӂѠеṭȲⱢԓϷӐ ЊП Ȳ ϢЀ ԓ PᴯȲ ὑừװ ӀȲ hArrϢЀῂ ȴ ὧ ừᾼЏ Ȳ ἇὭӴȲ ᴯȲӐ ḕѡ ᴷצפOS ϢװȲכױⱢừ ᾼЊ Ȳẓצɦ ЊȲᵀХԓɧᾼ ȴὧ ӢἬ Ӏ₤ ӢἬȲױ еԚӢ ȲẔϚѠ ᾼ МϢϩȳᾬϩц ϩ ῂ ȲҫϚѠ Ϸѻ Ḗȳ ȳῂ ѿцrsquo ᶳЏ ᴴȲὑῂ МԚ

Ȳ Ԛ ῂ ЏᵂᾼȲ Ӊ ɪ ὧ₨ɫᾼӭ ᴖᵘϩȴὧ ӢἬӑẃ hellip і Ӗ Ɫɦכ ῂᾼ ц њɧȲṳ СӖ ᴞᶺ ᾼṿỄѻ ἤᾼ Ȳ ḕ Ϣ ɦ ᴞѻἤɧȲᵂԀẃ Є їᾼ ȲӉ Ϛ ϩצᾼ ὧ єϚѷנ Ӣ ȴ

PVLϮ ӢἬϮ ӢἬכӴὑӖ RSדȲצҳ ӢȲиᵑЄ ȳ Ѝȳ Ὥȳѿц ЍȲ ᴯ ȲϢЀפҬצẒ ϢȲᵀ ἬḆюȲ ҬצϮἬȲױϮ ӢἬⱢױ ᾼ ȲẐṥ

Ϸ ᴥПϚȴenspϵѿẃȲϮ Ӗ ѿ Ϛצ ᾼ ᴥӥⱢ ȲϷѿ צ Ӣ ᾼ ᴔ Ɫ ȴϮ ᴖⱢừכ ϢЀ ᾼ Ȳᴖɦensp ɧȳ

100

ἬЮ

ɦ ḋɧᵑ fraslЛ ᴖṛȺϮ ӢἬѻԉⱢ Ȳױ Ϡ ҵȲẔῂ ȳ ȳ еԚ Ӣ Ṯᾙȳῂ ᾼ ɦеԚ Ӣɧ ȲЛϩȲṳ Ϥῂ Ȳᶦ ԓ ẁ Ϛ Ѿ ᾼӢ Ȳsbquo Ӗ ᴩⱢȲ ӢȲṳѿἬỰᴰⱢ ȴ

101

ד Ḋ

OL ᶩњҌPLnlaquo shyshyumlshybrvbarJgtgnotmacrlaquocurrennotcurrenshysup3umlshybrvbarJgt shypoundgtcmicro laquoacute sup3umlshybrvbargtfcurren laquosup3sectnplusmnregnotregsup3umlregshygtnplusmnregbrvbarplusmn notsup2Xgt_gtnplusmnumlnotcurrenplusmnQLaregnotnotacuteshyumlsup3cedilgtfcurren laquosup3sectgtcpoundacutecent sup3umlregshygtkcurrensup3sectregpoundsup2Xgt_gtnplusmn centsup3umlcent laquoeacuteumlpoundcurrenRLῂ њҌFẒҌGSLἤᵑ ṎTLfcurren laquosup3sectgt`currensect microumlregplusmngt shypoundgtfcurren laquosup3sectgtcpoundacutecent sup3umlregshyXgtrsectcurrenregplusmncedilJpcurrensup2curren plusmncentsectJgt shypoundgtnplusmn centsup3umlcentcurrenUL ṮVL Ӣϱщ gtф Ϣᴰ ἪWL ῂ ԚONL їOOL gtXgtӖ ᴩⱢQNOPL ԓϢ F њҌϚӐGOQL ‐ϢӢgtXgt ЄORL ιώᾼ gtXgt Є ϩbtbOSL ᾼ ạOTLOUL ᶩ gt[gta sup2currengtpoundumlsup2centacutesup2sup2umlregshygtumlshygtcentlaquoumlshyumlcent laquocurrensup3sectumlcentsup2OVLῑאל ᶩ њҌOWL ᶩњҌPNLPOL ᶩњҌPPL Ἢ ᾼ gtX Ϣ ᾼ ᾙ ӣњҌPQLPRLϚ ṎPSLPTLᾬ ᾙ gtXgtasympPUL ЛzwjPVL Њ gtX ẂPWL ϢѝgtXgtӣїJ ḆרQNLr_g ῏ ПạứXỰQOL ᾼר ꜜQPL ᶩ ỗ ṓ oD_QQLϢQRLQSLῂ іQTLῂQUL ἪQVL ᾼ ẘȸ ᾼQWL Ϣ іRNLROLfcurren laquosup3sectgtmacrplusmnregyencurrensup2sup2umlregshysup2gtcurrenpoundacutecent sup3umlregshygtXgt gtiexclplusmnumlpoundbrvbarcurrengtsup3regdegacute laquoumlsup3cedilRPLϚ ṎX∟q_pq ᾼ Ṏ

102

ד Ḋ

RQL ᶩӢỄRRLᵃᾼӢỄϩgtXgt ᴞӦRSLaplusmnregsup2sup2umlshybrvbargtsup3sectcurrengtdegacute laquoumlsup3cedilgtcentsect sup2notgtXgt gtshycurrenparagtsectcurren laquosup3sectsup2cedilsup2sup3currennotgtyenregplusmngtsup3sectcurrengtPOsup2sup3gtcentcurrenshysup3acuteplusmncedilRTL

ῶȸ

NOKORXNNKOUXQN

Ԛ ἤȸῂ

OLЊẐדṓ

PL Ṯᾃ

OL ᶟ

PLӧᾭ

emsp ῂ

NPKNVXNNKOPXNN

ȳҳԓ

MẦᵗ ᴩϚẂ ἪϢП ᴷ

OL Ẃ

PLᾼȳᵺ

enspṆȳῂהЏЮϤ

OL Ю

PLᾭᾓ

NOKNVXNNKOPXNN

OL ẞPLЮ

OLІἳѱ ЮPL ד

rsaquoȳ Ӣrsquo ȳᶩ

ἤᵑד ᾓȳ

NQKORXNNKOUXQN

הЮạhArrЮ

Ϡ enspṓ

ᶾ

ᴔϢדᵫ

ỰȸỰ

NRKNVXNNKOPXNN

Ẑюцṝї ῏ᵓӣцῂ

ᾭᾓЮהȳќὢ

OL ᶟ

PLӧᾭ

ἬП rsquoạhArrЮ ȳrsquoԈ

ԉạhArrἘ ὢв

NPKORXNNKOUXQN

Ӣײ ȳ

Ἐȳạ

MᴩϚ

Ẃדᵫ῀

דᵫ

ҏὢ

цạứȳ

ῂenspȲϠẔ цӣ

NQKNVXNNKOPXNN

OL Ю

PLᾭᾓ

OL ᾙ

PL

ᴩϮМᴔדṓ

ἤᾙ

ỰȸѿӢᾬї ῂה

OL ἤ

PLᴔϢ


103

NUKORXNNKOUXQN

ῂцẔῂ

ȸOL

PLἤ Ṏ

ῂ ӢȸцמẐἬȳῂἇ

OLῂ ṮꜟЏᵂᴩPLӖṮЮ

OLЮ ȴPLᾭᾓ

NUKNVXNNKOPXNN

ὧӢἬȳῂ

ῂȳῂᾎ

OL Ю

PL ṮᾃЮ

ῂȸ

₇цȳ

OL rsaquoᴩ ПиPL Ṇ

NVKORXNNKOUXQN

equivЄ₤Ὲ

ῐ ПȳȳϚвד ṓ

ѿӢᾬїῂה emspϢ

ᴩꜟПи ạhArrȳᾎứЮ

ῂ

ї иṹ

NVKNVXNNKOPXNN

OL ὧṮ Ю

PL equiv

OL Ю

PLὙ

Ӣᾬїῂ הӢᾬה

ᾼ

ṮȳῂṮꜟ

ῂᵫ

NTKORXNNKOUXQN

OL

PLṥц Ӣғ

ῂ Ӣ

иέȳῂṮꜟ

ῂȸцȳἤц

ῂȸṮᾙЮ

OL ӃӢṎrsquoPLῂӢsbquo

NSKNVXNNKOPXNN

ӐЁἤԉạhArrȳה

ȳȳȳ ᶟ

ῂ Ԛȳ₇с

OLạhArrPLῂ

ἤᵂ ȳ

ᵂ

NRKORXNNKOUXQN

Ю ȳᾭ

ᾓ

ᾼᾙ

ȳᴞṮᾙȳ

ὢв ȳғ ȴԚ

ȳΉ

ὢ

NTKNVXNNKOPXNN

OLϮӢἬ

PL Ṯᾙ

ᴩῂ

ПѠᾎḔ ȳῂ

OLṮᾙ ЮPLbmrq

OLᶟЮ

PLam

ṮȳȳẒ

ἤ Ṏ

NSKORXNNKOUXQN

Ѭӂ ₣᾿Пȳ

љ

OL ꜟӉᴷPL ἤ

OL Ṯrsquo

PLᵂ

ԉạhArr

ὢ вȳemsp

OL Ṯrsquo

PLЊẐדṓ

104


L



OL ȸ ᶙכњҌП ї part ȲṳӦ ᶙכ ȴPL hArr ῶȸӦ ᶙכ ṓ ῶɎ ᴷв Ҕȸ ȳ в ȳӭɏȲ Ӧ П part Ȳ Ɫ Ḃ П ᴕȴ

OL ȸӦ ᶩ ц Ԛ в цנ Пᶙ ἤȴPLᴕ ῶȸFOG ᴷῶȸӦ ᴔ ᴕ П ȳᶾ цȳ₇ ц ἬᵶПϫ ӭȴFPGЀ ῶȸӦ ᴔ ῂ ᵫᾼв ȳЀ ȳ иέ ϫӭᵂ Ȳṳ Ẕpart ᵛ С ȴQLᵂ ȸ ứᶙכnewד ᵂ П ӻȲṳӦ ᶩ Ḃ ȴFOGῂ ᵫȸ ὑ R ҏ ᵫ ӭцῴḔשṅѠהȲ∕ ᶩ part ∟ȲὑV ᴩῂ ᵫЀ Ȳṳ ᵫ ӻ ȴFPGῂ ד Ẃ ᵫȸ ῂ ᵫҵȲҫ ӻХԌῂ ד Ẃ ᵫFẔМ ҔᵶϚԌἤᵑ ᵫGȴRLї иṹȸ ὑḕP Ϛװᾼ ϱ Є иṹ ї Ȳ ᶮȲ ҏ partȴṳӦ ц ᶩ С ϱᾼ ц ȲҒ ȴ

OLὑ Ϛщ ẞ ȲӦῂ Ȳ њҌП цϱ ד ứȴPL М ȸὑḕϡ Ӧ ц ד ᶩ Ȳṳצ נ Ȳ צ ȳӢ ד ȲfraslӦ ẁẦᵗц ȴQL ȸὑ ḇ ∟Ϛ ȲӦ ѻң Ȳ ᶩᴔ ц Ӈ ҏ ȴᶩ Ӧױ Ȳ ȳṼ ᴷ ᾼpart ὨȲԚכ ӑẃḂ ѠהȲѿᵓ ḆҒᶙ ȴRL Ἠ ȸ ẁ ᶩ П ц І ԈȲ ẁ ȴ

HẔ ṓ gtɇgtῂ ϱ Lmacrpoundyen

105

ɎRɏ ᵂ ᴯ Ѡה

_LЛứ Мї ȸѻ Лứ Ӑ ῂ Ἠ Ϣ ȲңȴѿϠ ᾭᾓц Ѡ ṓ ӻȴ

`Lᵂ ᴯ Ѐȸῂ ᵂ ᴯἨ ҵᵂ Ꞌ Ϛᴯ ϢȲѻ ѿᶩ ⱢѻȴaL ȸḕѣᾼ ȲhellipѿḕѣϚװȲ Ѡהѿ ἨcKnot umllaquo Ȳ

ᾓц ᵡ ȴbLῂ ȸ ҵᵂ Ầᵗѿ ᴷῶ Ȳ ὑ ҵᵂ part frasl Ӧ ṓ ῶ∟ȲӦӐ ῂ ȴcL ᶩ ȸӐ ḕѣң ῂ ϡװȲЛứ ҵ ȲϚ

иṹȴdLᵂ ᴯ Ϣц ȸOLвẐד ἬgtgtgtЧכgtgtgtgtNQKWSUTTRQPLᵦ М Ἤgtgtgtᵦ МgtgtgtgtNQKWSTOOPPQLᴎὭ שltltlt gtgtgtgtNQKWVVWQSURL ὧ ӢἬgtgtgt gtgtgtgtNQKWSRPQPOSL ὧ Ӵ Ἤgtgtgtgtgt gtgtgtgtNQKWTONNUVTLϮ ӢἬgtgtgtᴂ gtgtgtgtNQKWVWPPPUULԓ ῂ gtgtgt gtgtgtgtNQKWQOOPQNVL ὧ Ṯи gtgtgt ӐὕgtgtgtgtNQKWSTPUUUWL ὧῂ gtgtgtgtgtѵ ὕgtgtgtgtNQKWSUUOTWONLҖכ Ἤgtgtgt ᴞӴgtgtgtgtNQKWSORRTUOOL ԏιϢ partМїgtgtῂЏ gtgtgtgtNQKWSVONNOOPL ‒ Ἤgtgtgt ‒ gtgtgtgtNQKWSUUUWSOQL bdquo Ἤgtgtgt bdquogtgtgtgtNQKWSSTTUNORL gtgtῂЏ gtgtgtgtNQKWSQNWNO

106

Pgt ѣῂ Z ȸ ᾎϢ

ɎOɏ Ϣ

вד ensp 15 Ϯ ї вד ԉѻᾙ

М Ӗ вד דМ Ӗ ї ї ד

ү ᴔד דԉ ї вדѻԉ

ensp




ȸ

в

ῂ ӭ ȸOL Ϡ ῂ ᾼ ȴPL ứῂ Ȳ ứῂ ӣȴQL ṳ ῂ Џᵂȴ

UЊ ȴ

TЊ ȴ

в

ῂOL ɦ ᴩῂ ᾼѠᾎ Ḕ ɧȴPL ᴩῂ Ӣ иέȲҏϚ ῂȴQL ṳ ᴩῂ ᾼ ӣȴ

ѠהOLѠᾎἨḔ ȸ ẂиέMЊ M ᵂPL ῂ ᾼ ӣȸЊ M ᵂQLῂ ṳ иέȸЊ

ד Ḋ ῂ њҌ

ἬЮ

в ὢ МїOLв ὢ Мї ѻԉϚJgt ϚLPLиⱢҳ ᴯgt ȳϢṶȳ ȳ sbquoQL ᴯҫצϚפ ϢRL enspϚȳ enspϚȳ ҳȳ ЂϫϮSL sbquo enspϚȳ ЂPȳᶾᴸȳ Ṷ ȳȳ Ϛ

107

Ѡה

OL ῂ ӣ ȸ ᵂMЊ ȲὭ

PL ṶϢ ῂὢᾎȸ ᵂȲὭQLῂ ȸЊ ȲὭRLῂ ӣȸЊ ȲὭSLѻ Ầᵗ ȸ ẂиέMЊ ȲὭTLῂ ї ӢṮᾙȸ ẂиέMЊ ȲὭ

OSЊ ȴG

ἬЮ

в ὢ МїOLӐ Мї ѻԉϚJgt ϚLPLиⱢҳ ᴯgt ȳϢṶȳ ȳ sbquoQL ᴯҫצϚפ ϢRL enspϚȳ enspϚȳ ҳȳ ЂϫϮSL sbquo enspϚȳ ЂPȳᶾᴸȳ Ṷ ȳȳ Ϛ

ד Ḋ в Мї Ḋȳῂ њҌ

ἬЮ


Ѡה

OLв Мї Ṕᴥȸ ẂиέMЊ ȲὭ

PLῂ ȸЊ ȲὭQL ῂ ȸЊ ȲὭ

ד Ḋ ᵂ ȳῂ њҌ

в


108

в

ῂ sbquoӭ ȸOL ῂ ᾼ הPL ῂ ȳ ЏᵂQL ṳ ῂ ȳ Џᵂȴ

Ѡה

OLῂ ȸЊ gtȲ ȲPL ἤ ᾼ ᴷȸЊ gtȲ Ȳ

QLῂ ȸЊה gtȲ Ȳ

RL ȸ ᵂ

OPЊ ȴ

ד Ḋ ȳӢᾬї ῂ ה ȳῂ њ

WЊ ȴ

в

Ӣᾬї ῂ ה П ӣӭ ȸOL ҏ_IÌaIb[vᾼӢᾬї ῂ П ПӕהἬῶᾼ ᵑ цẔ ȴPL ҏᴞА Ӣᾬї ῂ Ӣᾬ ῏Ẓה Ϣ ПQL ѿӢᾬї ῂ כ Ȳẃה ῂ

П ȲẂ ἬἨ ӢἬemsp ϢᴟюPᴯỰ ṳϢᴟюOᴯȴ

ἬЮemspד Ȳ emspד ὑӐ P ȲӭrsaquoOᴯ

ד

ѠהOLӢᾬї ȸה Ẃ MЊה M ᵂPL ҏӢᾬї ה Ӣᾬ ה ȸЊQL ᵂӢᾬї ῂ ה ȸ ᵂ

Ѡה

OLῂ ṮꜟЏᵂ ᴩȸ ẂиṹMЊ M ᵂȲ

PL ᾼ Ṯц ȸ ẂиṹMЊ MᵂȲ Ȳ

TЊ ȴ

ד Ḋ ᾼ Ẃ ȳ ȳῂ њҌ

ἬЮȲӐ Ϛᴯצ

ц ᾼ ȴ

в

ῂ ṮꜟOL rsaquoᴩꜟ Пи ạhArrц ṆPL ῂ ṮꜟЏᵂᾼ ᴩQL ṳ ᵫ

109

в

ῂӭ ȸOL ү ӭrsaquoᾼῂ ᾓPL ῂ ᾼΩ ЏᵂQL ṳ ῂ

ONЊ ȴ

Ѡה

OLῂ ȸ ᵂPLү ῂ ᾓȸЊ MQL Ӕ ᾼΩ ȸ ᵂRLemsp ȸ ᵂ

ἬЮӐ ȲӭrsaquoצϚᴯ ѻԉ в ד

ד Ḋ Эꜟ ᾼи ạhArrȳ ȳῂ њҌȳ

ἬЮ


PRЊ ȴ

Ѡה

OL ᴞ ҭứ ȸ ẂиέMЊPLԓӖ rsquo Ṯrsquo ȸ ẂиέMЊQLsqnqrdⱢẂ ᶩ Ṯȸ ẂиέMЊRL emsp ȸ ᵂSLԓӖ rsquo Ṯrsquo ȸ ẂиέMЊ

ἬЮẁemsp Ҕȸ emspד ȳẐ Ṯrsquo

ȳ ӃẐ Ṯᾃ emsp

ד Ḋ ד Ω ȳῂ њҌ

в

Ṯ Ἐц ӣӭ ȸOL Ϡ ᴞ ҭᾼХ цῴȳװцӒṮứPLѿר Ṯὢ Њ FsqnqrdGⱢẂȲ ҏ ᶩṮ Ἤ ПҳЄв цẔ ᾼϮ Ṽ fraslQL Ϡ ӭrsaquo вԓӖrsquo ὢ ᾼ цכϢ ṮrsquoвRL ҏ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼכᾎpartSL ᴞА FἨẦᵗG ᴩԓӖ ϢцẐכrsquo ṮrsquoцІ ἳѱ

110

ד Ḋ ῂ њҌȳד в ד ц ҉

ѠהOLᴔϢ ȸ ᵂPLϫЄײцХЄ ȸЊQLᴔדϢ ᵑ Ӣ Ṏȸ ᵂ

ἬЮ

QPЊ ȴ

Ѡה

OL ἬЮ ȸЊPLӐЁἤ ạhArrȸЊQLῂ Ԛ ȸЊRL ṳ Ѭӂ ₣᾿ ὢ ȸЊSL Ϣ ц ȸЊTL Ṇ ῂ П ӣȸЊULɦӢ₤ Ḃ ɧᾼ ȸЊ M ᵂVLῂ ₇ ȸЊWL вẐד ἬȸЊ M ᵂONL emsp FԚ emsp Gȸ ᵂ

в

ῂ П ᵂӭ ȸOL ῂ цӐЁἤ ạhArrᾼpartӴPL ῂ Ԛ цԚ emsp ᾼ QL ṳ Ѭӂ ₣᾿ПRL Ṇ ῂ П ӣSL ῂ ₇ ὡTL ɦӢ₤ Ḃ ɧᾼ ᶾҾ

ד Ḋ Ṯrsquo ד ȳῂ њҌȳ

в

Мᴔד П ц ӣӭ ȸOL вМᴔϢ rsaquoϫЄײцrsaquoХЄ PL ᴞА ᴩϮ Мᴔד enspԈ ἤ ᾼ ᾙ ד

QL ҏ ᴞАӐṝ ᴩᴔדϢἨ ἤ Ϣᵂ ᵑӢ Ṏ ᾼ

UЊ ȴ

ἬЮвẐד Ἤ

Ὥ gtgtҖӀв ғכ ϮOWQ

ד Ḋ ῂ ᾼạhArrȳῂ њҌ

111

ד Ḋ ד цᵂ ȳ ȳῂ њҌ

в

rsaquo Ӄ Ӣ Ἐц ӣӭ ȸOL Ϡ в rsaquo ȳ Ӣrsquo ȳẐ Ṯrsquo цЅ Ṯrsquo ὢ ПвPL ᴞА ἨẦᵗ ᴩ rsaquo ц Ӣrsquo ὢ Пᶩ ᵂQL ᴞА FἨẦᵗG ᴩẐ Ṯrsquo ц Ѕ Ṯrsquoὢ П ᶩ ᵂ

ἬЮῂ Мїȸ

ԚצP Ϣ ȸ Ⱶ enspȳȳ Ṿ

в

Ἐц ӣӭ ȸOL Пӭ ȳ ц в ȴPL FἨẦᵗG ᴩϚẂ Ự Ἠ Ἢ ϢПᴷцQL Ἠ ᴩϚẂ ד ᾼ ᵫ῀ȲҔ ϢцRL ҏᴞА ὑ ᾼ Ἠᵺ

OPЊ ȴ

Ѡה

OL ᾼ ᴷц ȸ ẂиέMЊ MᵂPL ד ȸ ᵂQL Ӣ ὑ ᾼ ȸЊ M ẂиέRL ᾼ ȸ ᵂ

QЊ ȴ

Ѡה Ṯrsquo ὢ ȸ ᵂ

ἬЮ


ד Ḋ Ṯrsquo ὢ ӭȳ њҌ

112

ἬЮ

Пϝ цϥ Ȳ ϟϫгᶩȲЛ ẁensp῏

ԓȳ ᾼ Ȳ ᾼ МȲ צ ᾼӢ₇ ế ᾼῈ ȴὢ

ʃ ᴷц ӔʃḕщᴟюPЊ ṝOװʃḕщᴟюϯᶩPװʃ ᴰӖ Ṃὢ

ʃ ḕ Ϛװ ᴷὢ

ʃ Ѡʃ ᶩ ḕѣ ᴷᴰӖ ᾬᾙ Ὠ ₇ὢ

ʃ ᾬ ᾙ sbquo ᴰӖ Ӵᴞѻ ϩʃ ẁ ᾙ ѿ ṝї оὢ

ʃṼᴰӖ ẁ ᴷṳʃ ẁʃ ẓ Ḋ ὍѾῂЏὢʃ ẁϤᴰ ȳї ц ЮʃӢ ȳ ȳʃᶳЏὢ Ầᵗ ῧȳ ȳᴴ

ʃ ứensp

в

ῂ enspӭ ȸOL вῂ ensp ṆцỰ ȳ ȳῂ ensp

הPL в ensp П ἤȳensp ϢПןц ӣQL ῂ ensp ȳᶔ ӣRL ensp ensp ᶾSL ҏ ὢ цạứ

QRЊ ȴ

Ѡה

OLensp ȳỰ ȸЊהPL ἤȳ ϢПן ȸЊQLῂ ҏ ц ӣȸЊRLensp ṓ ȸЊ M שSLҏ ὢ цạhArr ȸ שTLensp ᴔϢỂԓἤ ᴷȸ ש M ᵂUL П ȸ ᵂVL ȸ ᵂ

113

RLSЊ ȴ

ד Ḋensp ȳה ȳῂ њҌȳensp

в

ῂ ȳ Ṇ ד ᾎӭ ȸOL ד ᾎradic ЮPL ү ᾼᾙ ȳה ᾼᾙȳה Ṇ ЮQL ῂ М П Ю

114

Ѡה

OLGgt Җ Ɫ ϡ ȴFPLGgt ϚщנϱV ᴟ е ẞњ Ȳṳứῶȴ

FQLGgt Ӧ᾿ Ϣ ȳ ѻᾙ Ἢȳѻᾙ emsp ȳ ȳ ᶩ Ẃ ȳ ᶩѝשѠהȲ ᴩ ї П Ȳ ᶙכ∟ṳ ᶙ

כ נ қF ԈϚGП ȴ Ѡה ȸ L ᶩ ȸḕщ ϱрϥ ὑᴰ еἨ

Ғ F ẞGȲ ϚϱрVXQNᴟѡ ἪҒ Ἢ Ȳṳ Ȳѹ ᴰ цѻᾙП ϯȲ equivȳ ἤ Ἢṥ Ȳѹ Ӧemsp ȳequiv ȳ Ἢ Ϣ Ȳ ϢПϒйᾙ ȳ Ϣȳ ᶾ ȳᵒὨɎї ɏȴ

iexclLᶩ ȸḕѡ Ἢṥ Ȳ ắѻᾙ Пᶩȳ ᵫ Ȳ ȲpartӴ Ϣ Пṏhellipѿ Ϣ‒ԉ Ȳ ҏ ṳדФ Ȳắ Ȳ partӴ ϩȴ ṳ Ȳן ᶩϱ ṓᾼ ᾭҒѿ ȴ Ἢцѻᾙ ϯȲ ᴷṳ ᾼ equivᾭ

ᾓȴcentL emsp ᵂȸḕ ϡװȲ Ϡ emspד Ϣ₤ Ȳ Ғ Ừ ц ϢП цϩȴḕ emsp Ofrac12Pᴯῴ ϢȲ ∟Ӵᵛ

∟ ṶừȴpoundL ȸ ậ Ȳ

῀П ґש ᵫȲѿ ȴӐצ ȳ Ẃ ȳײϺ Ẃ ȳᶩ ȳҏ Ẃ ȳẆ ȴcurrenLῂ emsp XᴟюϚװ Мї П Ɏ

ὑ ХϯрORXNNɏἨЍϯemsp F ὑḕ

ҳϯрOQXQNGȲѿ Ӑד ṓ ⱢѻȴyenL Xgtḕ ϡϱрⱢ ȲҔᵶ

ȳẆ ȳ ґ ȳҏ ếѻᾙ

Ȳ еӁὑϚ еṛ ӪὰϱȲӇᾃ Ȳṳ ẞȲ ҒȲѹ ד

П ї ȴ

115

ѠהbrvbarL Ἢ X rsaquoϚщequiv П Ẃ Ἢ ȴsectLỰ X ϚװỰ Ȳ ῂ ȴ

ἬЮ

LϢ ȸҖ ԉϢ צ enspȳ enspOϢȲѻԉOϢȳ ѻԉOϢȳדѻԉOPϢFᵶ ד

OϢGȳẔѻᾙ SϢȳ ṅשד SϢȳᴰRϢFᵶᵗ PϢGȳᴰ OTϢɎᵶϮ OϢɏȳ ᾙ OOϢȳ ᶩї WϢȳῂЏ VϢȳOTϢȳ OϢȳц Ϣ OOTϢFᵶ WS

ϢGgtȳ ạ PϢȳ ᵗ SϢɎᶁẓɏȴӐ צ ד ד PPϢȲẐ zwnjюדװד ד PϢȳвד ד PϢȲ ד OϢȲᵍꜟ ד OϢȲ Ὲ ד PϢȲ

ד PϢȲ ד ד PϢȲѲ PϢȴἪȸиⱢequiv ᶩgtFTᶩGȳequivἤ ἪҔᵶἪцṝї ἪɎOWWᶩɏȳ ἤ ἪgtFPVUᶩGȳѡἪɎTNᶩɏцῂ partQUП ȴequiv ἤ Ἢѿԓѡ

ןה Ȳѡ Ἢѻ Ɫ ἤẁᶙ ᾼ partᾙ цЏᵂ Ȳῂ partfraslғ צ ϩᾼ Ȳ ẁќἤЏᵂȳᶨ

ἤЏᵂȳц ȴiexclL ȸԚצQ Ȳẓ Ȳẁ ȳ ȳש ПӣȴcentL ȸRצד Ȳẁ ȳӻ ȳ ȳשПӣȴѹWSדRѣ Ϛ ẓ П ӣП Ὲ ȴ ἪвԚצT ӴП ẁ Ἢȳ ȳц Пӣȴḕ ᶁצӪὰ ḊⱢ ש ᵗЏẓȴpoundL ȸӐ ЄЊԚOPצ Ӵ Ҡẁ ҭן ȳȳї ȳї ᾙ цҨᾎ ứṿӣȴcurrenLשṅц ȸӐ צ ṅȳῂש ṅȳשӢ ṅȳӢᾬש ṅѿцש Ȳ ẁȳשṅѿц ᶩὢ ЏᵂṿӣȴyenL ᾙ ц ᾙ ȸẓ ᾙ ғ Ȳצ цḊȲцẔһȲҫצQ ᾙ ȲҠẁ ȳ їᾙ Ἠї Пӣȴ

ד Ḋ ד ᾬ ґȳ ȳМѝ ґ

116

в

ᴞ Ṯᾙӭ ȸOL ᾼ ᾙPL ү ᾼᴞ ᾓQLԉᴞ ᾼ ᴷ Ṯᾙ

RLSЊ ȴ

117

Ѡה

FOLGgt Җ Ɫ ϡ ȴFPLGgt ϚщנϱV ᴟ е ẞњ Ȳṳứῶȴ

FQLGgt Ӧ᾿ Ϣ ȳ ѻᾙ Ἢȳ ѻᾙ emsp ȳ ȳ ᶩ Ẃ ȳ ᶩѝ ש ѠהȲ ᴩ ї П Ȳ ᶙכ∟ṳ ᶙכ נ қF ԈϚGП ȴѠה ȸ L ᶩ ȸḕщ ϱрϥ ὑᴰ еἨ










П ї ȴbrvbarL Ἢ X rsaquoϚщequiv П Ẃ Ἢȴ

118


Ѡה sectLỰ X ϚװỰ Ȳ ῂ ȴ

ἬЮ







119

в

ᾬ ӣӭ ȸOL כ ᾬד ᾎPL כ ᾼ ᾙ הQL כ ᾼẆRL כ ῂ ᾼ

OLSЊ ȴ

120

Ѡה













121



ἬЮ







122

в


ѠהOLῂ Ṯrsquo ц ȸ ᵂȲӐ ȴPL emsp ȸ ᵂȲӐ ȴQLῂ Ṯrsquo ᵫȸЊ ȲӐ ȴ

Ẓ

в

ѻ ȸ ₤ ав ȸ MӒ Menspӭ ȸOL ӣ Ṯ ῀ ᶾ ȴPL ᴩῂ Ӣ иέȲҏϚ ῂȴQL ױ Ȳ ӣῂ Ȳ ứῂ

ȴ

ד Ḋȳ ȳ ד ȳῂњҌ

ἬЮ




ʃ ḕ Ϛװ ᴷὢ



ʃṼᴰӖ ẁ ᴷṳʃ ẁʃ ẓ Ḋ ὍѾῂЏὢʃ ẁϤᴰ ȳї ц ЮʃӢ ȳ ȳʃᶳЏὢ Ầᵗ ῧȳ ȳᴴʃ ứensp

123

ד Ḋ ȳ ᾬ ґȳ ȳМѝ ґ

ἬЮ ON M

ḕ OЊ ȲԚTЊ ȴ

Ѡה ẂиέMЊ M ᵂ

ῶȸ

NPKNVXNNKNWXNN

ῂKүῂ

ᾓ

ᴷ вȳҵד ȳẐד

NOKORXNNKOUXNN

ṮKemspד

ṮKemspדІἳѱ

ṮKҏԓӖrsquo Ṯrsquo ᾼכᾎ

ṮKӃẐṮᾃ

ᵂӢᾬїῂה

NPKOPXNNKORXNN

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

NPKNWXNNKOPXNN

ῂKῂ

Ω

ῂKemsp

ῂsbquo Kῂ

ה

ῂsbquo Kἤ ῏

ᴷ

ῂ ṮꜟKῂ ṮꜟЏᵂ ᴩ

NOKOPXNNKORXNN

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

NOKNVXNNKNWXNN

ῂЮ

вȳҵד ȳẐד

NOKONXNNKOPXNN

ṮKᴞ

ҭứ

rsaquoӃ

ӢKṮrsquoὢ

ṮKԓӖ rsquoṮrsquo

ṮKѿsqnqrdⱢẂ ᶩṮ

ҏӢᾬї הӢᾬה

NOKNWXNNKONXNN

ṮKᴞ

ҭứ

rsaquoӃ

ӢKṮrsquoὢ



Ӣᾬїῂ הKӢᾬїῂ Пה


124

NQKOPXNNKORXNN

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

NQKORXNNKOUXNN

F emspGԚemsp

ῂKϢц

ῂKвẐ

ד Ἤ

ῂKῂ₇сП

ῂKвẐדἬ

NRKNVXNNKNWXNN

вὢ МїṔᴥ


NQKONXNNKOPXNN

ῂKῂԚᾼ

ῂKṳ Ѭӂ ₣᾿ὢ

ῂKṆ

ῂП ӣ

ῂKɦӢ₤ Ḃɧᾼ

ῂKᵂ

ד

NPKORXNNKOUXNN

ῂKῂ

ṮKẐ Ṯrsquo

ῂsbquo Kῂȳ

ῂsbquo K

ῂ ṮꜟK ᾼṮц

NQKNVXNNKNWXNN

ῂKἬ

Ю

ῂKц

ᵂ

вȳҵד ȳẐד

NQKNWXNNKONXNN

ῂKӐЁἤạhArr


ῂKṆ

ῂП ӣ


ῂKᵂ ד

NRKNWXNNKONXNN

ῂKѠ

ᾎἨḔ

ῂ

Kῂ

ῂ

K ῂ

ῂӣKῂ

ῂӣKѻẦᵗ

NRKONXNNKOPXNN

ῂKῂᾼ ӣ

ῂ

Kῂ

ῂ

K ῂ

ῂӣKῂ

ῂӣKѻẦᵗ

NRKOPXNNKORXNN

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

125

NTKORXNNKOSXNN

emsp ῂK

ᶩᶾҾ

ῂK

ᶩᾙדЮ

ῂ Ựᾙ

ῂK

ᶩ ῂЏדЮ

NTKOPXNNKORXNN

рԅFnew еG

рԅFnew еG

рԅFnew еG

рԅFnew еG

рԅFnew еG

NSKOOXNNKOPXNN

Ἢṥ

Ἢṥ Ἢṥ Ἢṥ

NSKOPXNNKORXNN

рԅFnew еG

рԅFnew еG

рԅFnew еG

рԅFnew еG

рԅFnew еG

NSKONXNNKOOXNN

ῂדЏᵂ

Ἢṥ

ῂK

ᶩЮ

ῂK

ᶩ ᴞṮᾙ

ῂKῂד

Ю

NRKORXNNKOUXNN

ῂKῂ

ṳиέ

ῂӣKῂ

ӣ

ῂӣKṶϢ ῂὢᾎ

ῂӣKῂ

ӣ

ἤᵑ

NSKNVXNNKNWXNN

ῂדЏᵂ

Ἢ Ἢ Ἢ

NTKNWXNNKOOXNN

Ἢṥ

ᶩ ᶩד

emsp

NTKOOXNNKOPXNN

Ἢṥ

Ἢṥ Ἢṥ emsp

NTKNVXNNKNWXNN

ῂדЏᵂ

Ἢ Ἢ Ἢ

NSKORXNNKOSXNN

emsp Ἢṥ ῂ Ựᾙ

emsp Мї

NSKOSXNNKOUXNN

emsp ῂK

ᶩ

ῂ Ựᾙ

emsp ῂKӢᾎד ᾎ

126

NVKNVXNNKNWXNN

МᴔדПKᴔ

ד


NUKORXNNKOUXNN

П ῂ Ự ῂ ensp ῂ enspKensp

ᴔϢỂԓἤ ᴷ

П

NVKNWXNNKOPXNN

Мᴔד

KϫЄцХײЄ

ἘKד

ᾼ

ἘKӢ

ὑ

ῂ

FЀG

NVKORXNNKOUXNN

МᴔדПKᴔ

Ϣד ᵑӢ Ṏ

ϢПᴷế

П Ϣѝ ῂ

NVKOPXNNKORXNN

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

NUKNVXNNKNWXNN

ῂ enspKensp

ה


NTKOSXNNKOUXNN

emsp ῂK

ᶩᶾҾ

ῂK

ᶩᾙדЮ

ῂ Ựᾙ

ד

NUKNWXNNKONXNN

ῂ enspKỰ

ה

ῂ enspKenspᾼ

ἤ

ῂ enspKῂҏцӣ

ῂ enspKҏὢ

цạhArr

ҏὢ ц

NUKOPXNNKORXNN

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

рԅFONdG

NUKONXNNKOPXNN

ῂ enspKῂenspה

ῂ enspKἤȳϢПן

ῂ enspKensp

ṓ

ῂ enspKҏὢ

цạhArr

П

ᴷ

127


L



Ϛȳ ȸ_L ɦῂצ Ӑ Ẫɧ ԈϮȲв Ҕᵶ ї П в ȳѠᾎȳhArrȳ Ḋц П ᴩ Ȳṳ Ɫ ї в цḂ ПṼ ȴ`L ɦnewOצ ᶩ ῶɧ ԈϚȲв Ҕᵶ ᶩ ᾼ ῶ ȳв ȳ ᴞᶺ ȳӐ П Ȳ Ɫ цḂ ПṼ ȴ

ϡȳ ȸ_L ɦnewOצ ᶩ ῶɧgtῶ ԈϚȲẁ ᶩ П в ȳѠᾎȳ hArr ᴩ Ȳṳ Ɫ ᶩ цḂ ПṼ ȴ`ȳứ Ӧ ὑ ѣῴếѣἉ ế Ϛ Ϛ Jgtѿ ḟ Ӣц ϱᾼ Laȳ Ҡ ếϚ ᴩϢ Ἠ Jgt П ᴩц ᴷL

Ϛȳ ᶩ ȸṼắ ɦ ɧȲѿẓ ᵧ ȲᵂⱢ ПṼ ȴϡȳ ȸ_LṼ ɦ Ḗ כ ᴞ ῶɧП rsaquo Ḗ ᴷц כ∟ ȲϠ ắ

ᶮȲᵂⱢ П ᴕȲṳὑ ∟ ї в ᴩ ∟ ȲѿϠכ ȴ

Ϯȳ ȸ_L ɦצ ᾎϢ ῂ ắ ᴕ ῶK ɧῶ ԈϡȲὑ

ḇ Ӧ ᶩ ȲṼ ắ Пῶ ᴩ Ȳṿ Ϡ Пῶ ȴ`L ɦצ ∟Ϛ ῶɧῶ ԈХȲὑ ḇ Ӧ ȲṼắ Пῶ ᴩ Ȳṿ Ϡ П ῶ ȴaȳứ Ӧ ὑḕѣẒװ Ϛ Ϛ Jgtѿ ḟ Ӣц ϱᾼ LbȳЀ ȸḕᴯắ Ӈ ῂ ϯȲ Ϛ ѿ Ἤῂ Ɫ ПɦῂɧȲ ᴩ Ϡ Ȳṳὑ ḇrsaquo ҏц ᵫױ ᾼ ḟpart Ѡȴ

ϚȳԒӦ ᴔ ϱᵂ ȲԛӦ ᴔ ᴷכ ЛṾԛװϡȳ ὨЛṾ Ȳ Ṽ כ ᾭᾓế ד ȲṼ вԛ כ ЛṾᾼϮȳԛ כ ὨЛminus Ϛ ᴔ ᵂ ᵑ ȴ

HẔ ṓ gtɇgtᴕ ῶLmacrpoundyen

128

ɎRɏ ᵂ ᴯ Ѡה

Ϛȳ rsaquo_Lң ᵂ ἬẦ Ȳ цrsaquoϚדhArrắ ч П Ȳ ЭדhArrП ᴩ ȴ`L rsaquoԒ ᵂ Ἤ Пӭ ȳ цв ȴaȳṼ ḖЛứ ѻ ѿ Ἠ І Ԉ

ϡȳ МKӐ Ἥ ῂ Ϣ ᵂ Ἤ ПẦ ц ȸ_L ắ rsaquoȲӦ ᴩϢ Ȳ ẞ ȳцῶ ȲҠ ᵂ ᴩ ȴ`L ắ ȲӦ ᴩᵗ hArrἨ hArrᾼ ȴaL ắ ∟ȲӦ ᴩϢ ќҀц ד Ṷừȴ

Ϯȳ ∟_Lң ᵂ Ἤ Ȳ ЭדhArrП ᴩ Ȳ Ẕ ᴩᴩ ᵂ ȴ

`L ∟ hArr ҏ ȴ

ҳȳדhArrМ rsaquoц ∟Ԛ ϡװẦ ц ȲҔᵶ ϢȳἬצ ᶩᶁӇ ȴЛ П ױ ᾼῶ Ғȴḕ ϢὑדhArrᴟюϚװẞῂ ᾓȲ ԉ ᵗ ḕѣἉ ᶩ Ȳṳ П ᵫȲצ Ἠ ҫҵ Ϣ ȴ

Хȳ Ѡה_ȳ ѻ ѠהȸӐ ҵ ЀȸϢȸgtgt ᶪȳgtὭἣᶪᴯȸ enspѠהȸFNPGPTQRSSNN PVTOȳPVTVІ Ԉȸparasup3^not umllaquoLordfshysectLregplusmnbrvbarLsup3para

`ȳ ῂ ᵂ ᴯ ѠהȸḕѣӦ Ϛ Ἥ Ϣ ԉ Ѐ ᴯ Ṷừȴ

129

Pgt ѣῂ Z ȸ Ч

ɎOɏ Ϣ

ὭᶛЎ ד ѻԉ 14 ד ד




ȸ

в ῂ ц ἤ ṆЮ

O

Ϛ

вῂ ПԓϢ gtFѿҏӢᴟᴔоײϺⱢ

G

Ѡה

_L ש X Ԓש ᴕ ȲѿϠ ῂ Ṯrsquo ᾼ ғ ȴgt`L а XgtOL

ῂ ᴷ ῂ ȲϠӢ ȴPL ἤ ᾙȳ ᶟ emsp ȳ ц ᶟ Ԛ ȴQLgt ạhArr

Ӑ Ю ȴRLgt ȳ ϢẂȴSLgt Ӣᾬї ῂ ה

П ӣȳϚ ц ltⱢẂȴTLהЊẐדemsp ȳ Ṯᾃ ȳ Ẑemsp ȴULgtῂЮ ȴgtaL ᵂXgtOL Ṯ ȲцẔӣὑ ἤ Ṯrsquo ᵂ ȲכϢцᴔϢ ȳemsp ᶹ ȴgtPLgt Ϥῂ Ϡ Ӣ

Ȳ ᴩ ᴷц ṮᾙȲѿᵂⱢ∟ Ϡ gt ᴶ ὢ ȴQLЊẐ Ṯᾃц Ẑemsp RLgtemsp ᶹ цҼҡϜ ᾬᾙ SLІ ἳѱ TLgt ᶾҾ

ד Ḋ

OL ῂ њҌgtPLϚ ṎgtQL ṮrsquoK gtRLemsp ᶹ ᾙ Ṏ ӐḊgtSL ᶩњҌgtTL gt ϮᾪgtULế K VL Ṽ ᴞᴩП Ḋȴ

ἬЮ

OLӐ emspד PLӐ вדȳҵדȳ ȳדemspדȳЊẐד ц ȴӐ ȳרᶙ ȲⱢὲЍ ṏП Ȳ ד Ꞌẃᴞ Мїц Ȳ ẁὲЍ ῂ Є₇ ὢ Ȳṳ ԓӖ rsquoЏᵂцῂ ὢ ȴQLӐ МїRLӐ ῂὢ

130

P

вῂ ѿensp Kῂ Ɫѻῂ ѿensp K ⱢѻɿӐẒ Ɫ а

ἬЮOLӐ emspד PLӐ вדȳҵדȳ ȳЊדẐדц emspד gtQLӐ equiv Xequiv ᵑ цȴ

Ѡה

OLequiv K LϠ ԓ equiv ᾼ ᵂ ה ȴiexclLϠequivᾭᾓϯᾼῂ иӁ ᵓӣ ᶮȴcentLϠequiv ῂ ꜟ Ṯᾙᾼ ạȴpoundLϠ Ю

ἬᾼФ equivȴcurrenLה ȴPLϠӢᾬї ῂ ה П ӣȴȱQLϠӢᾬї ῂ ה П ӣȳῂ Ϛ ҵדцвד RL ῂ Ѕ цІ

ἳѱ SL ῂ ṓЊẐequiv ц equiv цП TL ӣӢᾬї ῂ ῂה ἤᾙ UL ῂ цῂ Ё иέ ᶙכгẂKOL ᾎradicOẂȲ ȳ Ἢ ᵫ῀ȳ blpPL OẂgtQL ạOẂgtRL ₇ OẂgtSLἤᵑד OẂXҵ цῂ gtTLῂᵫϚẂXѿ Ἤῂ Ɫ Ӧῂ ᴔ ԉ

ᴔ Ȳ ᴩ ᾼ ȲѿgtẦᵗ ᶙכᵫȴắ Ҡ Ӣ ὨȲ ῂ ᴥȲ ứϚ ῂ Ȳὑῂ ϯȲᴩ иέȲṳ ҏױ ᾼ ḟpart Ѡȴὑϡ ц Ȳ Ϯȳҳ ứ ɦῂɧц ứ Ȳ Х ן циέȲ г Ẫц Ȳ ϝ циέ ḟ Ȳ ϥ ȴWL ц ȴ

ד ḊQ ҏᾪПɦῂ іɧȳɦῂіɧȳɦῂ њҌɧRL Ṽᴞᴩ П Ḋ

131

Ѡה

_L а XOLҏ ȳᴔד ᴷȳӣ ԓȳῂ ȳῂ ᵓ Ȳ ᴔדϢ equivἤϤῂ Ю ȴPLensp KϠ ỰȲцᴶ Ự gtẞѿῂ Ɫ П rsquoὢ ȴensp Ự gt ЮȲ П ц

ҷ ϢȲ Ự ᴩ Ȳҏ ȳ ẁ gt ứ∟П ȴQL KϠ ᴔϢ ᴷ Ȳцῂ ᴔϢ Ṇᾭᾓȴgt`L ᵂXgtOLỰ X Ựᴩ Ȳ П gt ц ҷ ϢȴgtPLҏ ὢ X ҏ ȳ ẁ ứ∟П ȴgtQL ц цῂ ᴔϢ ȴRLῂЏXϠ Ӑῂ ᵓ ᴔדὢ ȴgtSL X ῂ ᴔϢ ᴷȴgtTLemspד Xᴔד ṓ Ȳἤ Ḗᾼᴔד ᾼ ȴULẻᵮᵂK Lensp ẻᵮ Ἢ Юц ȴiexclL

ᾙ ᾬᵮϤᾙ ȳ ᴨ иέȳẻᵮ ȴcentLẻᵮ ц ẻᵮӢ ȴpoundL ṓẻᵮ П Юц ᵂȴgtVL Ἢ XFOG ȲFPG

ᵫWL а Xѿ ⱢẂȲỰ ὢ ᾼв ȳ цῂ ᾼ ȴ

ἬЮ

OLЧ ц ЧᴔϢ ἬȸⱢүҖӀᴔϢ enspȴgtPLҖӀМЍ ᴔϢὢ Мїȳѡ М

їцᴔϢᴰKⱢү ensp ṆМП ϮϚgtᴔהῂ῏enspד Ȳה ẁϚ ṿדensp῏ṝgt ȳї ῀ȳӢ ϩếӢ Ѡ Ȳ ṹắ

ᾼӢ ȴQLүҖӀ ἔᶕ цүҖЄ Ἢȸ ᶩ ȳЊȳ Ѡה ȲϢ ṳϠ Ӓ цẔ П

ṳצ Ự Ȳ Ϡ Ӓ цẔ Ӣ ȳї ȳῂ ц ἤП ȴ ϠȸFOGѿῂ Ɫ П FPGltה Ự ὢgtFQG Ự ὢ в gtFRG Ự ן П

ứ Ҁ gtFSG Ю Ự ᾼ gtFTG Ự ᾼṔᴥ ғ gtRLӐ ẻᵮ Ἢȸןᾙequivἤ

ứ∟Ȳ ∟ ẻᵮ Ȳ ẁẔỂԓἤȳἤᾼ ȴӐ ẻᵮ ᶩ ԚQNᶩȴṳצד ȳ ẻᵮᾙ ȳ ȳ Ϣ ȳȳ ȳ ד ȴSLӐ

ד emsp ȴTLӐ ῂЏȴULӐ ȴgtVLӐȴWLỰד ȴ

132

O

Ѡה

OLӦ ѿ Ѡה Ȳ ד ᾎradicȳү ᾼᾙ ȳה Юȳῂ М

П ЮȴPLӦ ѿ Ѡה Ȳᾼ ᾙ ȳ ү ᾼᴞ ᾓṳ ᴞᾼ ᴷ ṮᾙȴQLӦ ѿ Ѡה Ȳ כᾬד ᾎȳ כ ῂ ᾼ Ȳכ ᾼ ᾙ цה כ ṓᾼẆ ȴRL emspד X ὔ ᾭᵒ Ȳ

ltד ᶾҾц ȴSL ᾭᵒᾼ цᾙ Ȳ Ӧ gt ὑ ᴩϠ ȴgtTLᴞ ᾼ ᴷ Ṯᾙ ȲϠὑgt Пᾙ ȴgtULѿה Ѡה Џᵂ

ᵽȳѡ ὑῂ МἬ Пғ gtVLѡ Ἢц X ѡד Ἢ gt ῏ᾙȴgtWLῂ ϩ XFOGЮ ϩṮᾙ

ᾎȲFPG gt ϩד Ϣ rsaquo ứ ȲFQGϠϩד Ϣgt ἤȲFRGẒἤ ц ȴ

ἬЮ

ҖӀ ὲ Ɫԓүг ї ПϚȲᶩצ OSSᶩȲẔὢ ӭҔᵶῂ equiv ȳῂї ӢМїemsp ȳPRЊ equivד ȳ Юц ὢȳ ὢ ȳ ὢ МїȲṳצש ȳ sbquo ȳц ҟᴆо ȴṳ ѡצ ȲḕϚ OPfrac12ORᴯ ϢȲѿї ȳῂ ᾙ Ɫ Ȳ ᾙ Ɫ ȴ ᴖҠϠ ԓ ῂ ȴ

ד Ḋ

OLᴔד Kᴔד ᴔоПϚ fraslgtPLỂԓἤᴔדᴷᾼ frasl ᶾҾgtQ ҏᾪПɦῂ

іɧȳɦῂ іɧȳɦῂњҌɧRL Ṽ ᴞᴩ П Ḋ

в

ῂ gt emspד ȳ ἪȳѡȳϠ ῂ ₤ҖӀ ὲ ȳ

ῂ ї ӢЏᵂȳ о ȳ цᴞṮᾙ ȴ

ד ḊҏᾪПɦῂ іɧȳɦῂіɧȳɦῂ њҌɧȷц Ṽᴞᴩ П Ḋ

вῂ Ṯrsquo ц ӣ gt ἤ Ṯ Ἐцӣ

O

133

ד Ḋ

OL Ṯrsquo K ȴgtPLPS ᵑ ᵂіȴgtQL ҏᾪПɦῂ іɧȳ

ɦῂ іɧȳɦῂ њҌɧȴRL Ṽ ᴞᴩ П Ḋȴ

Ѡה

_L ש X Ԓש ᴕ ȲѿϠ ῂ Ṯrsquo ᾼ ғ ȴgt`L а XgtOL ἤ

Ṯrsquo ȸ ȲҔᵶ Ϣכ ṮrsquoȳgtІ ȳṵἪ ȳЀ ȳЄȲ Џ Ȳ rsaquo ȲϚ ᴞȴPL Ự Ӣ ᾼ ἤȲϠ ȴgtQLῂ ἤ ᾙѿ ᾙ ᾙ ⱢẂȴRLϠ ῂцṮꜟ ц ȴSLϠ ῂ ῂ ᵗц ӣȴgtaL ᵂXgtOL Ṯ Ȳц

Ẕ ӣὑ ἤ Ṯrsquo ᵂ Ȳῂ ȴgtPLϤῂ Ϡ Ӣ Ȳ ᴩ

ᴷц ṮᾙȲѿᵂⱢ∟ Ϡ gt ᴶ ὢ ȴgtQL ῂ ṳ Ẕ ᵂRLgt ῂ ᵓ equiv ᵗ Ȳ Ϡ ῂῂ ᵓ ᾼ ᵂ цה ᾓ ȴgtSLц ȴ

ἬЮ

OLӐ emspד gtPLӐ gtвȳẐדemsp QLӐМїXⱢϚҠ ᴩ ҔᵶX Џṥ ȳҵȳ Ӣ ȳ ᵂ ПgtԓѠᴯ М

їȴQLӐ ῂЏȴRL ᾎϢӘדῂ ᵓ ȲכӴὑӖ ϥϫϟדҳѣȲכӴỨסⱢ ᵗȳequiv ᵗцῂ е ד Ṷ П ᴩȲὢ ӭҔȸ L ᵗiexclLequiv ᵗcentL ᵗד ῂ е ȴ

вἤ Ṇ Kѿе Ṯꜟц ⱢẂἤ Ṇ Kѿῂ sbquo ц ӣⱢѻ gtῂ ᴷ

O

134

Ѡה

_L а X Ἤ ῂ Ȳ ὡ₇ ȳpartӴ ạhArrȳ ῂ ȳạhArrȳ ю ȴgt`Lemsp ȸgtOLғ цὢ ȴgtPL emsp ȳϚц ἤ ᾙȴgtQLϠ Ἤῂ Ἤ ᾼṔ

ᴥғ ȴgtaL ᵂXgtOL Ἤemsp ȲϠЮ ạ ῂ ἤ ᾼФ ȴgtgtPLה Ч ῂ ᶟ ȴgtbL ᾼ

ȸᾃ Ф МᾼϢ hellipФȲṳѹ о Ϣᾼ Ȳ ϩ

ᾼ Ἠ ȲҠѿ ᴩצ ᾼ Ή ȴ

O

ἬЮ

OLgtὲЍ ὢ МїX ὢ МїеԚ Ӣᴩ ȳṮꜟЏᵂ rsquo Ȳṳ ῂ еԚ ӢЂ ȳ gt ȳ Ṯᾙц ȳῂ ӢἬ Ȳ Ϥῂ Ȳ ῂ ἤgt ᴩῂ Ω ȳῂ Ӣӣȳ ᴩῂ Ȳ Ӗ Ṯgtrsquo

ἘȲ ῂ sbquo ȴ

Ѡה

_L ש X Ԓש ᴕ ȲѿϠ ἤṆFgshysup3currenbrvbarplusmn sup3currenpoundgtpoundcurrenlaquoumlmicrocurrenplusmncedilgtsup2cedilsup2sup3currennotGᾼ ғ

ȴgt`L а ȸOL ӢἬ ȳϠ еԚӢПgt ἤȳ Ṯrsquo ȳϠ ῂ ᴷПṔᴥцғgt ȴgtPL ἤ ȲϠȲцṳה emsp ȴgtQLgtῂ цῂЁ иέ ȴgtaL ᵂXgtOLᴟ ὢ Мї еԚ Ӣᴩ ȳṮꜟЏᵂgt Ṯrsquo Ȳ ῂ еԚ Ӣ Ђ ȳgt ȳ Ṯᾙц Ȳῂgt Ω ᴩȲϠ ῂ ᴷғ цеԚ ӢПἤȲ цϠ ῂ Ӣ ӣȴgtQL ῂḋṭenspФ ȲϠ ц ῂ ȴRLgt ᵂX Ϥῂ Ӗ Ṯrsquo ἘȲᴩ ᵂц Ӗ Ф ȴgtbLЊ Xῂ

Ȳ цῂ gt ȴcLῂ ᵫX ὑắ Ἤѿᵂцѻ ȴ

ד ḊOLῂ њҌgtPL Њ gtQLῂד Kῂ і

в

ῂ Kѿῂ Ɫѻ gtἬП ȳ ₤ ȳᴩ

Ȳ ạhArrȲϠ ῂ gtᾼṔᴥ ғ Ȳ о Ἤ ᾼФ‒ᵂgthellipȲ ẁԓϢ ȴ

135


ἬЮ

ῂ цẔ ἬȲӦ Ч үҖὧХ Ἤ ɪὲכ ῂ ɫȲ ɦ

ɧᵂ Ȳ ӦМҶ rsquoᶝɦἤ ạhArrɧ ᵗϯȲѿ ὢ ѠהẁὲЍ Ӗ Ϛ ἤᾼ ȴ Ч OL вẐד ἬȳPL Ӑ ἬȳQLӅԏᴘ דἬȳRL вẐד ἬȳSLὭᶛ ἬȳTLשừвẐד ἬԚᵂȲ ẁϚṆԝᾼ ὢ ѠȲȸԚ emsp ȳ ȳὢ ȳ Ṯrsquo Ӣ Ṏȳ ạȳ צứ Ϣ ẁ ἤᾼ Ȳ ạhArrȲ

ѿц ҖӀϝ נ Ἤ ᴩП Ѝ ṥȴ

ῶȸ

NOKORXNNKOUXNN

rsquoПṮrsquo ὢȳв

Ю

ЊẐemspדȳ Ṯᾃ ȳẐemsp

ЏK Ӣ

Ӣᾬї ῂהП

ӣ

Ӣᾬї ῂהП

ӣ

NPKNWXNNKOPXNN

ẞ∟equivᵑ цȷ

equiv

ῂKῂṭensp

ῂKῂṭensp

ϢȲẁ

ϢȲẁ

NOKNWXNNKOPXNN

ẞMῂ

ЮȳЮ

Ϣכȳ rsaquo

rsquoПכϢ Ṯrsquo emspד

ȳІ ἳѱ

emspדȳ

І ἳѱ

NPKORXNNKOUXNN

ῂXgtѠ

ᾎ

ὲЍ ῂѝ

ṵц ҵῂṵќ

דrsaquo ȳӢrsquoȳ ЅṮrsquo

ῂ Ё

иέ

NQKNWXNNKOPXNN

ҏᵫ

KѿᴰⱢẂ

ц

ц

הПȲϠensp

Юȳensp

ỰЮ

ῂ ᴔϢӣ ԓ


136

NUKNWXNNKOPXNN

ὲЍὢ Мї

ὲЍὢ Мї

ὲЍὢ Мї

ῂцῂ

ԍ

ạṝїứȳ

ᵓ

NTKORXNNKOUXNN

ῂ

ᵂKῂἬ

ῂ

ᵂKῂἬ

ῂ

ᵂKЍ ṥ

ᶹ ᾙ ҏῂ

D ᵂẪ

NUKORXNNKOUXNN

ῂsbquo ц

ῂӣKKKṝї῏ Мї

ῂӣKKѫ῏Ầ

ῂӣKKῂᶝц

ῂц

NVKNWXNNKOPXNN

ἤ

ᵂ

ῂȸ

Ẫиέ

ṶϢṼῂ ᾎ Пד

ҵῂỰ ϢԓϢỰ

ῂц

Ё

ѝ

NTKNWXNNKOPXNN

ῂᴩМ

їП ᵂӢῂ ṮꜟKṮꜟ ᾙ ᾙ

Ӣ

NRKNWXNNKOPXNN

ȲԓϢ

ц

ц

ẻᵮᵂᵫ῀ ч ц

ᾼfrasl

NQKORXNNKOUXNN

ᴔדᴷ ῂ ц

ц

הПȲϠensp

Әד ῂ ᵓᴔדὢ

ῂ Ё

иέ

NRKORXNNKOUXNN

Ự ῂ ᴔϢᴷṓ ἤцҷ Ϣ

ᵫ῀ȳо Ϣ

ѿᴔϢῂ

ⱢẂȲ

NSKORXNNKOUXNN

ὲ ὲ ὲ ὲ ὲ

NSKNWXNNKOPXNN

ὲ ὲ ὲ ὲ ὲ

137

NVKORXNNKOUXNN

ứῂ

ӣ

enspṓ

ᶾ

ПҫṔhArrо

Ϣ KK

ᵺ П


L



Ӧ ὑἬ ᾼ ȳ ȳ ᶩ ȳ в СnewOῂ ᴕ Ȳѿ ῶᵧ ȴF ԈPG

Ӧῂ ᶩ ὑ ᾼ ᶵцῶ СnewOῂ Ӑ ᴕ Ȳѿ ᴕ ῶᵧȴF ԈOG

OL ẃ Ϛ ц ∟Ϛ Ȳ ᶩ ȳ ᶩ ȳ Ԛ Ȳ МἬᾼᵺ Ȳѿц ϱᵡצpart Ἠ Ӕ ȷḕ Ȳ rsquoй Ȳᴟюḕ Ϛװ ȴPLЛứ Ӧ ᶩ ц ḟ Ӣц ϱᾼ ȴ

HẔ ṓ gtɇgt ∟Ϛ Kᴕ ῶLmacrpoundyen

ɎRɏ ᵂ ᴯ Ѡה

OL ᵂ ᴯ Ầ ᴯȸOLOӦ Ϣ ᵂ ᴯ Ầ ד ṶừцᴩϱṶ Ȳ rsquo ц ẁẦᵗȴOLP Ởц ḇ Ȳᵓӣῂ ד Ȳ ᴩ ȲѿᵂⱢѡ∟ ᾼṼ ȷӂ ῂ ᴩЛứ Ȳѿrsquo ӭ Ϛ ἤц ứ ₇ ȴOLQắ ὑᵂ ᴯắ Ȳḕ ứ Ӧ ắ ṳhArrȲצ ẁẦᵗȴ

OLR ᾓצ ד Ϣ ȴPL ᵂ ᴯ ȸPLO ᵂ Ầ ȴPLP ắ Ѡ Ầ ȴPLQ Лứ Ầ ȴ

138

Pgt ѣῂ Z ȸ ҖӀӴ

ɎOɏ Ϣ

ԑᶛ ד ѻᾙ 6 ῂ ế




ȸ

RNЊ

в

ῂӭ

OL ɦ ᴩῂ ᾼѠᾎ Ḕ ɧȴPL ᴩῂ Ӣ иέȲҏϚ ῂȴQL ṳ ᴩῂ ᾼ ӣȴв

OL ї ᾼ ᾭᾓцῂ hArrḕѣϡȴװPL Ầᵗῂ П ᴩḕѣϡװȴ

Ѡה

OLӦ ц Ԛ ῂ П ᴩȴPL ᴩѠהӦ ҏῂ ȲӦ ц

Ԛ ẪПв ц ПиέȴH ҏῂ Ȳ דП ᶩ ẁד П ȴ

ד Ḋῂ њҌ

XqnqqП ӣ

ἬЮQ Ӑ цד П

139

в

ῂ ӣӭ

OL ῂד ȴPL ῂ ӣȴQL ṶϢ Ṽῂ ᾎ ᾼד ȴRLѻ Ầᵗᾼ Fa sup2currengtyenumlshypoundumlshybrvbarGgtȴв

OLῂ ᵓ Ю ȴPL ạ ứ ṝ ᵓ ӣȴQL ἤndash Ṯᾙ Ю ȴRL ῂ Џᵂὢ ȳẐ юד ᵓ ӣȴSLῂ вד ῂ Пῂ ᵂ ȸ ⸗ ȳᴞ Мїȴ

PVЊ

Ѡה F ᶙכOẂἤᵑ ᵫG

VЊ

в

ῂ ӭ

OL ῂ ᾼ ȴPL ứῂ Ȳ ứῂ ӣȴQL ṳ ῂ Џᵂȴв

OL Ӣᶝ ЮPL ӢἬ еԚ Ӣ F ἤ ȳ ₨Ӏȳῂ ӢἬ ȳ ᵂGQL דRL equivSLṮꜟTLї ӢМї ЮULensp Мї Ю

Ѡה

ד Ḋῂ њҌᴯ Ю

ἬЮ

ҖӀἈ ӢᶝȸҖӀἈ Ӣᶝ ὑ ҖӀἈȲ צ ạМȲᶝensp ᶝ ҵȲ ᶝenspPϢȲѻԉ OϢȲϯȳ ạȳ Ṷ ȳ ₇ ᾬ ȳ Ӣԍȳї Ӣцensp ȳ ȳ Ӣ Vדцȳ ȳϢṶȳ RȴᶝвӔה ạPSSϢȲPWӢἬ ạRRSϢȲӀӴ ạQRPϢȲԓᶝц

Ἤ ạԚONRPϢȴ

140

ἬЮ

Ӑ emsp XӐ ԉѻᾙ ѹ ϮדѿϱȲИҠԉ emsp ȴҖӀᴄѦ ӢἬXᴯὑ ҖӀᴄѦ Ȳ ϢЀפOWRJPNNϢȴὢ ȸemsp ὢ ȳẐ Ṯ ȳ Ṯᾙȳ Ṯ

ᾙȳ Ṯᾙ ȴ

Ѡה ᵂF ᶙכOẂ ᵫG

ד Ḋ ῂ њҌ

OTЊ


ἬЮ

Ӑ ῂὢȸѻ ѿẦᵗ ḟ ד ᾼῂ їȲ Ὠѿцsbquo ῏ṝї ȴ ẁῂ ӣц ȴᾎϢүҖӀ ⸗ ȸ

ᴯὑүҖӀȲѻ ὢ Ɫ ӖІЅцẔ Ɫὢїȴὢ ӭX ὢ ȳ Ӗ Ѕ ϩ цὢȳЄүҖ ӖІЅцẔ ὢ ȴѻ

ҵᾼῂ ȴᴞ МїȸᴯὑϮ ȲⱢ Ἀṝ ᵓ ῂȲẦϩ ᴞ Ẑ П rsaquoц ṎЏᵂȲṳҒᴞ Ẑ enspП Ṏ Ȳ с rsaquoцМᴞ Ẑ П ṕ ῀ Ӣᴞ ȳԅ Ӣȳ

ϩȲḂ Ẕ ế Ṏ ȴὢ үҖӀц ҖӀ ṝצ њҌἨצ

Ὑ ᾼᴞ Ẑȴѻ ҵᾼῂ ȴ

в

Ӣᾬї ῂ ה П ӣӭ

OL ҏgt_IÌaIb[vgtᾼӢᾬї ῂ П ПהӕἬῶᾼ ᵑ цẔ ȴPL ҏᴞА Ӣᾬї ῂ ה Ӣᾬ ῏Ẓה Ϣ П ȴQL ѿӢᾬї ῂ כ Ȳẃה ῂ

П ȲẂ ἬἨ ӢἬemsp ϢᴟюgtPᴯцỰ ϢᴟюgtOgtᴯȴв

OL emsp ḕѣϚװȴPL ӢἬemsp ḕѣϚװȴ

141

в

ῂ Ṯꜟӭ

OL rsaquoᴩꜟ Пи ạhArrц Ṇ ȴPL ῂ ṮꜟЏᵂᾼ ᴩȴQL ṳ ᵫ ȴв

OL ᾼứ цẔ ӢȴPLῂ П ȸХ ᾎứ ПЮ ц ȴQLῂ ПṮᾙѠᾎцṮᾙЏᵂ ȸῐ ȳȳḹѴ ȳѬ ȳ ȳ ȳ מ ȳϢ

ᵍꜟ ѽ ȳ ȳ ȳ ѫ ȳМὧẻᵮprimeᾭ ȳfUlWgt ȳ ἤ ᾣȴ

RL Ṯᾙ ȸӐ Ἢ цז ᴪȴ

SL ꜟ ȴ

ѠהᵂF ᶙכOẂ ᵫG

OPЊ

ד Ḋ ῂ њҌ

PNЊ

в

ῂ sbquoӭ

OL ῂ ᾼ ȴהPL ῂ ȳ ЏᵂȴQL ṳ ῂ ȳ Џᵂȴв

OLzwnjюד sbquo ȸ Ẓἤ Ἠᶹ Ω ȳὢ ȲЛứ П ȴ

PLemsp цῂ ȸḕᴯ װϚצ ȴQLῂ ἤ ȸῂ ứ ὢ ḕѣϚװȴRL ȳІ ꜟ ᵂȲЛứ П ȴSL ȳᶹ ȳ ȲЛứ Пȴ

ἬЮ

Ӑ ῂ ȸὢ ensp Ɏҏ ὢ ȳỰ ɏȳɎ Ự ȳ Ԛ ɏȳ Ɏ

ἤ ɏȳῂ sbquo П Ȳ ẁӖ ἤȳ ἤᾼ ₇ Ȳ ɦԓϢ ɧᾼῂӢ ȴ

Ѡה ᵂ

142

Ѡהᵂ

OTЊ

ד Ḋ

ῂ њҌӢ ᵓ Ӗ ȸsectsup3sup3macrXMMparaparaparaLsectmacr LbrvbarregmicroLsup3paraM`fnlcurrensup3MucurreniexclMfcurren laquosup3sectrregmacrumlcentMrregmacrumlcentL sup2macrmiddot]umlpound[PNNUOPPSNNQN

ἬЮӐ ṮᾙМїȸѻ ЏᵂȳpartӴ Ṏ ȳȳ Ԛ ȴ

ד Ḋῂ њҌ

Ἢ њҌᾎứ Џᵂі

ἬЮ

Ӑ ạЊ ȸѻ в П ȳ Ӵц ạіȲ ЏᵂϢ ṳ ᴷ ᴩכ ȳ Пȳ ц ᵂ ȳ ạП цᶾ ӱ Ȳ вҵП ц Ṏ ȳẦᵗ Џrsquo ћП Ṯ ȴүҖӀ‒ ὢ МїȸᴯὑүҖӀ‒ Ȳ ẁ Ɏ Ựensp῏ȳМ ȳȳ ц ɏȳ ἤ ц ᶙ ᾼȲ ὢ Мї ῂ ӂүᾼṔᴥȲpartῂ ȲḂ ҟ ẁ Ϛѹѱᾼὢ Ȳה ῂ ᶝȳ Ἤȳ Мїȳ

цӖ е ῂ Ȳ Ϛ ѻẁ ὢ Ȳṿ ἤ Ὼᵓӣῂ ᶝậ ȲМ П⌠ Ὼᵓӣῂ Мї ᴩ partȲҷц ᶔצ Ȳ ӖцẔІЅ ẞаᾼ

ὢ Ȳ ɦῂ ɧכⱢ‒ ỰӖ ᾼȴѻ љ ȳ ὢ ȳ

Ӣrsquo ȳМᴔדṮᾙȳцẔ Ṷ ȳӢȳ Ӄ Ӣȳ ṮᾙȳӢỄ ȳῂȳequiv ᶾ ȳ Ӣ ṎΩ ȴ

в

ῂӭ

OL ү ӭrsaquoᾼῂ ᾓȴPL ῂ ᾼΩ ЏᵂȴQL ṳ ῂ ȴв

OLҳЄ ЮȸЄ ȳЀ ȳṵ ȳІȳ ȳ Ѡהȳ Пᵺ

ȴPL ҳ ᾼ ȴ

143

ἬЮ

Ӑ דӐ דҖӀᴄѦ ӢἬXᴯὑ ҖӀᴄѦ Ȳ ϢЀפOWRJPNNϢȴὢ ȸemsp ὢ ȳẐ Ṯ ȳ Ṯᾙȳ Ṯ

ᾙȳ Ṯᾙ ȴ

ד Ḋ ῂ њҌ

Ѡהᵂ

в

Ṯ Ἐц ӣӭ

OL Ϡ ᴞ ҭᾼХ цῴȳװцӒṮᾼứ ȴPLѿר Ṯὢ Њ FsqnqrdGⱢẂȲ ҏ ᶩṮ Ἤ ПҳЄв цẔ ᾼϮ ṼfraslȴQL Ϡ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼ цכϢṮrsquo ᾼв ȴRL ҏ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼכᾎpart ȴSL ᴞА FἨẦᵗG ᴩԓӖ ϢцẐכrsquo ṮrsquoцІ ἳѱ ȴв

OLה Ṯrsquo ȸ ȳ ӭȳ ȳ ѠᾎȴPLӐ ϢцᴔϢכד Ṯrsquo emsp Ȳᵶ Ϛц ϡ ȴQLӐ Іד ἳѱ ȴRL ҖӀᴄѦ ӢἬẐ Ṯrsquo ȴ

OTЊ

144

ד Ḋ ῂ њҌ

ἬЮ

ᴂḋ ἬᴯὑϮ Ȳὢ Ϛ вדemsp ȳ emspד ȳכϢ ᾙ ȳẐ ᾙ ȳ ᴨ ȳ ᶟȳ Ȳѻ в Ɫ ἬᾼἘ иṹȴ

Ч ἬᴯὑϮ Ȳὢ Ϛ вדemsp ц МїȲѻв Ɫῂ ц ȴӇӔ ἬᴯὑϮ Ȳὢ Ϛ вדemsp ȳῂ ԚцԚ emsp Ȳѻ в Ɫ ц rsquoạhArrᾼ ᾓиṹȴ

в

ῂ П ᵂӭ

OL ῂ цӐЁἤ ạhArrᾼpartӴ ȴPL ῂ Ԛ цԚ emsp ᾼ ȴQL ṳ Ѭӂ ₣᾿П ȴRL Ṇ ῂ П ӣȴSL ῂ ₇ сП ȴTL ɦӢ₤ Ḃ ɧᾼ ᶾҾȴв

OL Ἤ Ἐ ȸ ἬП ȴPLῂ ṓ ȳ П ἤ ȳ цȸ ạhArrȳ ᵂ ȴהQL ἬᾼṔᴥȳғ ȸⱢ ц rsquoạhArrᾼ ᾓиṹȳ Ἤ Ө ד ᾎ ȳ Ἤȴ

RL ῂ ᾼṔᴥ ứᴯȴ

OTЊ


145

ד ḊӢ ᵓ rsquo Xsectsup3sup3macrXMMparaparaparaLshysectumlLbrvbarregmicroLsup3paraMparacurreniexclpound sup3 Mparacurreniexclpound sup3 L sup2macrmiddot]notcurrenshyacute[PNDnotcurrenshyacuteumlpound[WPTDubgb[WPTDparacurreniexclpound sup3 umlpound[QTTN

в

Мᴔד П ц ӣӭ

OL вМᴔד rsaquoϫЄײцrsaquoХЄ ȴPL ᴞА ᴩᴟюϮ Мᴔד ṓ ἤ ᾼ ᾙцד

ȴQL ҏ ᴞАӐṝ ᴩᴔדϢἨ ἤ Ϣᵂ ᵑӢ Ṏ ᾼ ȴв

OL П П ᴷȴPLᵓӣ ї ЮᴔϢ ц ԓἤᴔד ᴷȴQLemsp ȴRLМᴔד ṮᾙцΩ ȴSLҷ ῂ цΩ ȴTL Ựensp῏ ȴULensp щṿϢϩ ᴩ ὢ ȴVLῂ ϮϚ цϮ ȴWL їᴨ Ṯᾙ ц ᶟ Ṯᾙ ȴ

ἬЮ Ӑ ד

в

ԉ ạhArr ₇ϡ rsquo П ӭ

OLϠ Ϣ ќҀ ה ạhArrᾼӔᴩ ạȴ

PL Ϣ ϯȲᴶה ɦӖ ȳ ẁ῏rsquo ɧϮ ᾼ ɎȸҒ hellipȳ

ȳ Ṯ ȼ ɏȴв

OLϡ rsquo П P ԉ ᾼạhArr ἘQL ԉ ᾼὢ вRL ϡ rsquoᴶ Ḇ

VЊ

Ѡה

OTЊ

Ѡה ᵂ

146

в

FᵶӢײ ȳ G Ἐц ӣӭ

OL ɦ ế Ẃɧц Пӭ ȳц в ȴPL FἨẦᵗG ᴩϚẂ Ự Ἠ Ἢ ϢПᴷц ȴQL Ἠ ᴩϚẂ ד ᾼ ᵫ῀ȲҔ Ϣц ȴRL ҏᴞА ὑ ᾼ Ἠᵺ ȴв

OLPL ᾼὢ ἘếQLү ᾼ ᾓRL ᾼ ᵂὢ הSL ПὢTL ỰULӐ ᴩ П ᾓ

VЊ

ἬЮ

Ӑ Пᴯὑὰ Ȳῆ ɪ П ȳᴔᵠᴔѿцϢПᴔȳ ϚצϚᴔצ ɫᾼὢ ἘȲὢϮ Ϣȳ ἤ ἨӢ Ự Ϣ ῏ȳҏ ∟Ь ῏ȳ ҖӀensp МїứП ȳϤᴰ Ԉȸ ן ԈȲ

ἤ ȳ ḃ ᴩⱢȳ ứ῏ȴҖӀЁ₨ ӢἬᴯὑ ҖӀЁ₨ ȴὢ ȸ emsp ὢ ȳẐṮ ȳ Ṯᾙȳ Ṯᾙȳ Ṯᾙ ȴүҖӀ‒ ὢ МїȸᴯὑүҖӀ‒ Ȳ ẁ Ɏ Ựensp῏ȳМ ȳȳ ц ɏȳ ἤ ц ᶙ ᾼȲ ὢ Мї ῂ ӂүᾼṔᴥȲpartῂ ȲḂ ҟ ẁ Ϛѹѱᾼὢ Ȳה ῂ ᶝȳ Ἤȳ Мїȳ




ד Ḋῂ њҌ

ᴷ

147

в

rsaquo Ӄ Ӣ Ἐц ӣӭ

OL Ϡ в rsaquo ȳ Ӣrsquo ȳẐ Ṯrsquo цЅ Ṯrsquo ὢ Пв ȴPL ᴞА ἨẦᵗ ᴩ rsaquo ц Ӣrsquo ὢ Пᶩ ᵂȴQL ᴞА FἨẦᵗG ᴩẐ Ṯrsquo ц Ѕ Ṯrsquoὢ П ᶩ ᵂȴв

OL rsaquo ȴPLӕ ȴQL Ѕ Ṯrsquo ὢ Fṵ ȳІ GgtȴẐ Fנ ṎМїGgtȴ

OPЊ

Ѡהᵂ


ἬЮ

Ӑ דӐ ṮᾙМїȸѻ ЏᵂȳpartӴ Ṏ ȳȳ Ԛ ȴ

ד Ḋῂ њҌ ế

VЊ

Ѡה

ἬЮ Ӑ ד

в

F ӢGӭ

OL ЏᵂϢ ᾼ ἤȴPL ᾼ ЏᵂȴQL ṳ ᾼ Џᵂȴв

OL ῂ ȸ ӭᾼ ӣȳ frasl вȳד ᾎ ȳ ∟ ȴPLῂ ṓ ᾙȸ ȳ ứ ȳ

љἨ ứПᴕ fraslȳ ṓ ȳ ᾙȴ

ἬЮӐ דӐ ẐדӐ ד

ד Ḋ ῂ њҌ

148

QPЊ


в

ῂ ensp FᵶᴔоПensp ἘGӭ

OL вῂ ensp ṆцỰ ȳ ȳῂ enspȴה

PL в ensp П ἤȳensp ϢПןцẔ ӣȴQL ῂ ensp ȳᶔ ӣȴRL ensp ṓ ᶾ ȴSL ҏ ὢ цạứ ȴв

OLensp П ᾓ ȳ ẓ ЮцҏPLỰQL enspה F ѷ ȳӐ П ȳӐ ẻᵮ ἪG

ד Ḋ ῂ њҌ

ἬЮ

OLӐ Ự ȸỰ ᴟ М ᴩ ȳᶟ ȳ йПḆ ц Ȳ Ҡ Ự ᾼὢ вȲӼҠ ᴩ ἤ ᴷȴPLӐ Пᴯὑ ҖӀὰ Ȳῆ ɪ П ȳᴔᵠᴔѿцϢПᴔȳ ϚצϚᴔצ ɫᾼὢ ἘȲὢ

Ϯ Ϣȳ ἤ ἨӢ Ự Ϣ ῏ȳҏ ∟Ь ῏ȳ ҖӀensp Мї

ứП ȳϤᴰ Ԉȸ ן ԈȲἤ ȳ ḃ ᴩⱢȳ ứ῏ȴ

QLӐ ẻᵮ Ἢᴯὑ ҖӀὰ ȲⱢ ẁṿӣẻᵮ П Ϣ צᾎȳԓȳ ȳ―ᵓц ₇ Пensp Ȳensp ϩȲ Ӵẻᵮכ ἪȴԚ QNᶩȲⱢḕTϢ ϚἪȴכRL ѷ ᴯὑ ҖӀὰ Ȳῆɦ Ϛᴯ ᾬϢȲ Ϛɧᾼ ἘȲ ԓү ὢ Ȳὢ ӭᾬϢȳ ϮҷFҷ ȳҷ ȳҷṼGᴔϢȳ ᵗ

хȴ


149

ἬЮ

Ӑ דᴞ ṮᾙМїȸӭrsaquo Ϣᴞ Ϻײ ד Ȳѹᴞ Б ϥדԝϤϢϫЄײПԝȲᴩ Ӣ FPNOQדUѣс ⱢӢ ᵓ G ỗ ү ᴞ Ṯᾙ ᴞ ṮᾙЏᵂȲӴכ ᴞ ṮᾙМїȲẦᵗ Ӏ ᴞ Ṯᾙ

Ȳsbquo оᴞ Ṯᾙ цЮϤ Ȳ םѠ сᶺ ї Ӣ Ȳ ῂ ќȲ ὑѿ ϢⱢМїȳ Ɫ ᴯȳῂ Ɫ ПԓϢ Ȳṳצ ᴞ ԍ ῏ ᴩᶔ Ȳ ῂѝоФᵗ ȴ

ד Ḋῂ њҌᴞ ṮᾙṆԝњҌ

Ѡה

ἬЮ Ӑ ד

в

ῂ ȳ Ṇ ד ᾎӭ

OL ד ᾼᾎradic ЮȴPL ү ᾼᾙ ȳה Ṇ

ЮȴQL ῂ М П Юȴв

OLЮ в Ṇ ᾎȴPL в ד ᾼᾎȲ ᾼᾙȳה Ṇ ЮȲϠ ῂ в

П Юȴ

VЊ

ד Ḋ ῂ њҌ

VЊ

Ѡה

в

ᴞ Ṯᾙӭ

OL ᾼ ᾙ ȴPL ү ᾼᴞ ᾓȴQL ᴞ ᾼ ᴷ Ṯᾙȴв

OL ᴞ Ṯᾙȸ ȳԚ ȳᾙ ḔȴPLᴞ ṮᾙМїȸϠ вᴞ Ṯᾙ Ѡȳᴞ ṮᾙemspϢЮ ȳO P Q ЮᾼᶾҾȴ

150

Ѡה

Ϣכ цẐ ȳ Ѕ Ṯrsquo emsp ṥ ȲṮ Ἐ ӭrsaquoԓӖ rsquoП в ȷȲḂ Ӗ ᴩⱢ ῂ Ṯꜟȳrsquo П

ȲϠ ᴩПῂ Ṯꜟ ạȴ

RNЊ

в

а X Ṯ ῂ Ṯꜟ Ἐц ӣв X

OLה Ṯrsquo ȸ ȳ ӭȳ ȳ ѠᾎȴPLӐ ϢцᴔϢכד Ṯrsquo emsp ȴQLІ ἳѱ ȴRLẐ Ṯrsquo ȴSL ᾼứ цẔ ӢȴTLῂ П ȴULῂ ПṮᾙѠᾎцṮᾙЏᵂ ȴVL Ṯᾙ ȴWL ꜟ ȴ

Ѡהᵂ

VЊ

в

ᾬ ӣӭ

OL כ ᾬד ᾎȴPL כ ᾼ ᾙ ȴהQL כ ṓᾼẆ ȴRL כ ῂ ᾼ ȴв

OLᾬ ӣ Юȸד ᾎȳ ṓᾼẆ ȳᾙȳה ῂ ᾼ ȴPLרḘҍemsp

ד Ḋ ῂ њҌ

ἬЮ

Ӑ emspḘҍרẁרḘҍ ᾎѿậ spades Ȳ Ғ Ԉ

ѱ כ ῏ȳד PN ȲἨӑ PN צᾎứ Ϣ ȳ ᾙ Ȳ ắȴ

151

ד Ḋ ῂ њҌ

ἬЮ


ᾙȳ Ṯᾙ ȴүҖӀ‒ ὢ МїȸᴯὑүҖӀ‒ Ȳ ẁ Ɏ Ựensp῏ȳМ ȳȳ ц ɏȳ ἤ ц ᶙ ᾼȲ ὢ Мї ῂ ӂүᾼṔᴥȲpartῂ ȲḂ ҟ ẁ Ϛѹѱᾼὢ Ȳה ῂ ᶝȳ Ἤȳ Мїȳ




ῶȸ

NOKOQXNNKOUXNN

ῂѠᾎḔ

ῂ ӕЮ

⸗

emspד

NPKNWXNNKOPXNN FЁ₨

ӢἬG

Ѕ ӢцІἳѱ FЁ₨ӢἬG

ṮᾙK

FЁ₨ӢἬG

ῂ ἤ

FᴄѦӢἬG

ῂ

NOKNWXNNKOPXNN

ῂ

ὙцЮ

І

ṵᴞ Ṯᾙ

equivῂ

ᾼ

ῂ

NPKOQXNNKOUXNN

ῂ

FЁ₨ӢἬG

ἤFЁ₨Ӣ

ἬG

ҳᵂ

FЁ₨ӢἬG

ꜟᵂ

FᴄѦӢἬG

Ϣכ Ṯrsquo ὢFᴄѦӢἬG


152

NUKNWXNNKOPXNN

ῂ ᵓЮ

ἤndash ṮᾙЮ

ῂЏᵂὢ

ᴔϢц ӢᶝЮ

NTKOQXNNKOUXNN

enspᴷpau Ю ѷ

KẞẓЮ

ἬᾼṔᴥȳғ

NTKNWXNNKOPXNN

ПЮ

ѷ Ю

ѷ Kẞ

ҏ ῂ

NVKNWXNNKOPXNN

ї ӢМї Юцד

цῂ ᴞМ

ї

ԓ ᴞṮᾙМї

ῂ

F ӒᵫG

NUKOQXNNKOUXNN

ї ứṝᵓ

ӣ

ῂ Ẑ юדᵓ

ӣ

Ự

ensp МїЮцד

NRKNWXNNKOPXNN

еԚ Ӣ ЮF‒ὢ

МїG

ῂ enspzwnjϩF‒ὢ

МїG

ῂgtF‒

ὢ МїG


МїG

ῂsbquo gtF‒

ὢ МїG

NQKOQXNNKOUXNN

ןᾙṮᾙ

זᴪ

zwnjюדsbquo

ᶹ

NQKNWXNNKOPXNN

ṓ Ю

ῐ ᵂה

Ṯᾙ

emsp ῂ

NSKOQXNNKOUXNN

ЮᾼғṔᴥ

ἤМї Ю

ῂ ṓȳἬ

ἬἘ

NSKNWXNNKOPXNN

ῂ ứὢ

ῂ ỰFҵ

ҏ G

ῂ ứὢ

ῂ ṓȳἬ

ῂ

NRKOQXNNKOUXNN

ὢМїЮF‒ὢ

МїG

ῂ ṮꜟЏᵂF‒

ὢ МїG

ῂѡF‒

ὢМїG

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МїG

ῂ еԚӢF‒ὢ

МїG

153

NVKOQXNNKOUXNN

Ṇ דᾎ

ᾬ ӣFרḘҍemspG

ᴞМ

ї

zwnjюדї ᾙ


L



ᴯ С Ȳ ᴯПᴕ כ Ὠṳ ὑḕװ Мᵂ ȴ

МӦῂ иắ ὑ rsaquoц ∟Пכ ᴷȲṳ ȴḇ∟Ӧῂ ц Ϣ ӦɚnewOῂ ᴷ ɛцɚ ᴕ ῶɛ ᴷῶ ṳ ᴟ ȴ

ᴖṕȲ ᴷ ᾼ hArrц hArrᴕ Ȳ ᶩ ᾼ ᵂ ȲϢȲӦᴯῂ ὑḕ ѣ ḇ∟Ȳ ᴩכ ᴕ ȴ Ѡ ȲfraslӦ ᶵ вhArrȲ ῂ ᾼ Ѡ ȲӦ ὑ ḇ∟Ȳ С ṓ Ȳṳὑḕד Мȳ

Ӓ Ȳẃᵂ ᴷц כ ᴷȴ

HẔ ṓ gtɇgt ῶLmacrpoundyen

ɎRɏ ᵂ ᴯ Ѡה

Oȳ ῂ ᵂ XOLO ϠzwjӔה Лứ ᾼ Ầ ҵȲӐדhArr ứ ϯȸFOGḕѣứ ᴩ ȸḕѣứ ң Ϛװ Ȳ үЄ Ȳ

QNиפ Ȳ Ɫ ЏᵂȴFPG ᵂ ȸ Ϛװ Ȳ rsaquoἏᵂ Ȳ Ϡ ᶮȲṳ ᵂ ᴩ ṓӻȴFQG ᵂ Ἥ ϢЛứ XOL Є XἭ ϢXᴶflוȳ XPQOPQRSTHTUSPOȳcurrennot umllaquoXsup3curren centsect^shysup3acutesectLbrvbarregmicroLsup3paraPL XἭ ϢX ȳ XPUNVPOPOHONSSȳcurrennot umllaquoXnew^centbrvbarsectLregplusmnbrvbarLsup3paraQL XἭ ϢXὭ ȳ XPPOWQQWOHTTNOVȳcurrennot umllaquoXcpoundacuteLcentsup3sect^brvbarnot umllaquoLsup3paraRL ế XἭ ϢXᶚ Ⱶȳ XPPRWNNVVHVVTRȳcurrennot umllaquoXOPOVR^sup2Lsup3notacuteLcurrenpoundacuteLsup3paraSLṸὧ XἭ ϢX ȳ XVWTTUNNNHPNVTȳcurrennot umllaquoX VTVUOQWS^brvbarnot umllaquoLsup3paraTL XἭ ϢXᵦ ȳ XVWTTUNNNHPNVTȳcurrennot umllaquoXmiddotpoundNONNSN^sup3sup1acutecentsectumlLcentregnotLsup3paraUL ԏ XἭ ϢX´ ῠȳ XPVQQPPOOHPTVQȳcurrennot umllaquoXvNNWNQS^notsup2Lsup2ordfsectLregplusmnbrvbarLsup3para

Pȳ ắ XPLOgt ὑ ẃӐ ắ Ȳ ῂ ӭ ȳ Ѡ ᾃ Ṷ ᵂẓ ὙȲṿ Ḇ ӑẃẒ ѣᾼ ȴPLPgtῂ ѣȲḕỂỆứ צ ắ МἬ ᾼ Ȳᵛ ҏḟȴ

154

Pgt ѣῂ Z ȸ ҖӀӴ М

ɎOɏ Ϣ

ד ѻԉ 26 ȳᴔϢ ȳ ӣᴩ ȳ




ȸ

O FRNЊ G

в ῂ ȳῂ ȳῂ ӣ

Ѡה

OLӦ ὢ Мїȳ ӢἬПе Ђ ɦ ᴩῂ ᾼѠᾎ Ḕ ɧȲṳ Ӑῂ Ӣ иέȴPLὑ ὢ Мїȳ ӢἬѿ ῂ ȳ ѿϠ ῂ ᾼ ȴṳ ứῂ

Ȳ ứῂ ӣ ȴQLӦ ѿ Ѡה Юῂד ȳ ṶϢṼῂ ᾎ ᾼד Ȳṳѿ Ϥῂῂ ὢ ПѠהѻ Ầᵗᾼ Fa sup2currenyenumlshypoundumlshybrvbarGѿц ῂ ӣȴ

155

ἬЮ

OLМЍ ὢ МїὑӖ TVדUѣṼ ᴩ ӱҒ rsquoὢ ȲכӴМЍ rsquo Ȳ ṭȳὙ ṭȳṭế ṭП rsquo ȳṮꜟȳеԚ Ӣȳ Ӣ

Ṏȳї Ӣ ȴӦὑ ҖӀἈ Ӣᶝ ᴩȲ ӢἬḂⱢɪ ҖӀМЍ ὢ МїɫȲ

ви ц sbquo ⱢӐ ӀӖὢ ȴPLЄ ὢ МїЄ үҖ ᾼנ Ȳ צ ⱢSTJVOSӂѠеṭȲүҖ OP ᴩ М Њᾼȴ ὢ Мїᴯὑῂ ᶝ part еЄ вȲױЄ ṳ Ӣцῂ ᵓП Ӵ Ɫ rsaquo Ȳ иⱢц sbquo Ȳ ῂ Ӗ ȳ Ӣ Ṏȳ

ЏᵂȴQL ἇ ӢἬὑӖ ϥϫϚדϫϚѣ partᶙכ ӣȲӔהⱢӀӖẁ ὢ ȴᴯ ӻ ―ᵓПӀМїȲ еἬȳ ȳљ ᴯѩ ȲӖ Ѡ―ᴖ ṿӣ ȴ ẁ Ṯȳ ӃẐrsquo ȳМᴔדrsquo ȳensp ȳ Ṯ

ᾙȳ Ṯᾙ ὢ ȴRL ẃ ӢἬӖ ϥϫϮד ȲⱢҒ rsquo ὢ Џᵂpart ӢἬ Ṇ Ȳԓ emsp цrsquo оᵂȴ ẁ ȳ ꜟ ȳṮꜟ Ɏ ȳ Ὅɏȳҵ

ȳ ὢ ȴSL ӢἬ

ᴯὑү ὧҖṔȲὧ Ȳᴫ ӂ цỉὭ Ȳ ừ ₨ ȲҖ ῠ ד ȲQNеṭȲԓ ORTLPRӂѠеṭȲפ ᴟWUדOO

ѣἉϢЀⱢWVUPϢȴӦὑӐ ȳϢЀᴔоȳӻЛ―ȳ ѽȲᴶ Ṝ Ӗᾼ rsquoḖȲӐἬЧדẃᵘϩᾼѠȴ ẁ ӢȳӖ ȳ ȳ ₇ Ӣ ȳ Ṯ ȳנṎ ὢ ȴ

TLМ ῂ ὢ М ῂ Џᵂ ῂ Џᵂד ȲѿẦᵗ ḟ ד ᾼῂ ї JὨѿцsbquo ῏ṝї J ԓϢ Ɫᵘϩӭȴὢ ӭȸemsp ὢ ȳ Џᵂȳᶳ ὢ ȳṝї ứ ȳ х ὢ ȳ ѡ ȳ ᴩ Ừ цЄ ד цΩЏᵂȳ ῂ ד Ȳ ϴṭensp ȳỰensp῏ ὢ ȲpartӴῂ Ӗ ‒ hArrȳẔῂ ᵓדὢ ὢ ȴ

156

в ῂ ȳῂ sbquo

ד Ḋ

OL ҖӀӴ М ῂ њҌPLῂ њҌɉQL F ϮᾪGɉүRL ɉүSLеԚ Ӣ ɉ Җ Ṯ

O FRNЊ G

в Ӣᾬї ῂ ה П ӣ

ד Ḋ

OL ҖӀӴ М ῂ њҌPLῂ њҌɉQL F ϮᾪGɉүRL ɉүSL ᴩ ɉỂ њTLеԚ Ӣ ɉ Җ Ṯ

ἬЮ

OLѵṾѝ ἬṂϢвẐד ἬȲ ẁῂ ד Ӗὢ ȴPLҔ ד ἬṂϢ ד ἬȲ ẁῂ ד Ӗ

ὢ ȴQL Ӣ ἬṂϢҵד ἬȲ ẁῂ ד Ӗ

ὢ ȴRL ἬṂϢвד ἬȲ ẁῂ Ӗ ὢ ȴ

SLᴂḋ Ἤɪᴂḋ Ἤɫ ᵿⱢɪᴂḋ ɫȲכӴὑӖҳϫҳדȲ ⱢϮ ữϚᾼ ȲⱢῺדẃүҖ Бד ₤ӴЄכ Ȳὑϥϫгדϝѣԓ Ȳ Ȳ ȲṳḂⱢɪᴂḋ ἬɫⱢ Ӗ ẁ ₇ Пὢ ȴTLМЍ ὢ Мїemspẁ rsaquo Ӣо ȳ Ӗrsquo ὢ ȳӃẐṮᾃ ȳцכϢ Ṯᾃ ȴULЄ ὢ Мїemspẁ rsaquo Ӣо ȳ Ӗrsquo ὢ ȳӃẐṮᾃ ȳцכϢ Ṯᾃ ȴ

ѠהӦ ᶩ ѿ_IÌaIb[vӢᾬї ῂ כȲẃה ῂ П ȴ

O FRNЊ G

157

Ѡה

OLӦ ԉϢ ү ӭrsaquoᾼῂ ᾓȲѿ ᵂᾼѠה ῂ ᾼ цΩЏᵂȴṳ ᴞА FἨẦᵗG ᴩԓӖ ϢцẐכrsquoṮrsquo цІ ἳѱ ȴPLӦ ᴞ ҭᾼgt цῴȳцӒװ Ṯᾼứ ȴQLӦ ᶩemsp Ṯ Ἤ ПҳЄв цẔ

ᾼϮ Ṽ fraslȴṳӦ ᶩemsp Ϡṳ ҏӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼ цכϢṮrsquo ᾼв цᴞАᾼכᾎȴRLὑῂ М ᴩ Ӣ ṎПѠה ῂᾼ ȴהSLѿ ᾼѠה ῂ ȳ Џᵂȴ

158

ד Ḋ

OL ҖӀӴ М ῂ њҌPLῂ њҌɉQL F ϮᾪGɉүRL ɉүSL Ṯrsquo ɉ ɉүTLеԚ Ӣ ɉ Җ Ṯ

ἬЮ

OLМЍȳЄ ὢ Мїῂ FІ ἳѱ ȳṵἪ ᾌ ȳ ἤ Ӣ ṎGѿ ц ПRN ѿϱӖ Ɫѻ Ȳὑᴩ ῂ Ȳ ӭҔᵶᴨ ɎṊғ ȳ ғ ȳ`₤Ṋᾣȳa₤Ṋᾣȳ rsaquoᴨ ȳ Ệ ȳϮ ӡᾒɏȳ ― ᴨч ȳ vԏȳṵἪ ᾌ ȳ ṵἪvԏפ ȳІ ἳѱȳЀ ȳ ц Ẫ ȴPLМ QLМ emspדẁד ȳЛ ᵑӖ ȳ ᾙцЮὢ ȴRLМЍ ṭὑױ ᴯ ᴩӖ Ӣ ṎЏᵂȲ Ӣ Ṏ ᾼȳ Ṯ ᾙ דצ ᾼṔᴥȲṳҠẦᵗӖ

Ӣ₇ ᾼ сȲ ю ᾼ Ȳד ᾼϷҠ юᾼ ȴ

SL ᾎϢү מ מ ᴕѷꜜ ᴩоᾼṮᾙ ȲϤדzwnj Ṏᾼᴩ ȴ ɦ ɧ

῏Ϥ Мѿϱ Ω ȳ Ṏɦ מ ῂ ɧȳц М Ӣ ȳ דzwnjᴩ ӻȳ ѷꜜ Є ẛ ȷṳenspכדzwnj Ṯᾙ Ȳ ᴩӇ ᾼΩ ṮᾙЏᵂȴױ

ҵϷ Ṯᾙה ᾼשṅ Ȳsbquo ᶮȴכTLМ emspẁה ὢ ȸ ᾭᾓ ᴷȳ`g_ṝ כứȳ F ᶟ ȳ ᴨ ȳ ȳGȳ ц ᵂ F ȳ ȳᵅȳᵅ Ӫ ї Gȳ ạF ȳ GȳϢӢ

F Ẑȳ rsaquoȳ ȳzwnj ȳ Һȳṵȳ Gȳ F ȳ ȳᵅӪ ї Gȴ

O FRNЊ G

в ῂ П ᵂ

159

ἬЮ

OLӐ ῂḕѣ Ϛ ϡң Ӑ ᵂПῂᴟӐ ң Ȳ ᴩ ȳ љ דᾼ ȴPLѵṾѝ ἬṂϢвẐד ἬȲ ẁῂ ד Ӗὢ ȴQLҔ ד ἬṂϢ ד ἬȲ ẁῂ ד Ӗ

ὢ ȴRL Ӣ ἬṂϢҵד ἬȲ ẁῂ ד Ӗ

ὢ ȴSL ἬṂϢвד ἬȲ ẁῂ Ӗ ὢ ȴ

TLᴂḋ Ἤɪᴂḋ Ἤɫ ᵿⱢɪᴂḋ ɫȲכӴὑӖҳϫҳדȲ ⱢϮ ữϚᾼ ȲⱢῺדẃүҖ Бד ₤ӴЄכ Ȳὑϥϫгדϝѣԓ Ȳ Ȳ ȲṳḂⱢɪᴂḋ ἬɫⱢ Ӗ ẁ ₇ Пὢ ȴUL ц emspדẓɦ ᶟ Ԛ ɧȲ ᾼ Ἤדדцד Ϣ Ȳ ן ∟Ȳứ ᴨ ȳf`_OaȳṊ ғ ȳṝ ȳ ȳṜ Ȳṳᶟ ᴞᶺ П ȴVL ᶹד emspẁᶹ ὢ ᾙ ᾼemsp Ȳѿemsp ѠהȲϢᾙ ᾓȴ

WL ד emspẁ Ѡᾎȳ Ȳ ᾬȳ Ὶ Ȳ ᵗϢ כ ӭ ȴ

Ѡה

OLӦ ѿ Ѡה Ю ἤ ạhArrȲṳѿ Ӑ ḕѣ Ϛ ϡМрПῂȲ ῂ цӐЁἤ ạhArrᾼpartӴ ȴPL rsaquoἏ Ἤ ṳ Ѭӂ ₣᾿Пȳ Ṇ ῂ П ӣцԚ emsp ПᵂȴQLѿ Ѡה ᶟ Ԛ ᾼȴRLѿ ᾼѠה ɦӢ₤ Ḃ ɧᾼᶾҾȴ

160

ἬЮ




ЏᵂȴQLӐ Ӑ ȳ Ϣ ứ Ɫד Ȳ ẁ ∟rsquo ȳṎẐ ῀ ȴRLМ emspדẁ Ӄ Ӣц ד ȴSLМ emspדẁד ȳЛ ᵑӖ ȳ ᾙцЮὢ ȴTLЄȳМЍ

Ѡה

OLὑῂ װ FἨẦᵗG ᴩẐ Ṯrsquo цЅ Ṯrsquo ὢ П ᶩ ᵂȴPLӦ ѿ ѠהЮ Ẑ Ṯrsquo Пв ṳὑemspМ ἨẦᵗ ᴩrsquo ὢ П ᶩ ᵂȴQLӦ ᶩ ὑemsp МЮ в rsaquo ȳ Ӣrsquo цЅ Ṯrsquo ὢ Пв ṳ ᴞА ἨẦᵗ ᴩ rsaquoȴ

RLӦ ᶩ ὑemsp МЮ ᴔד ṓП ἤ ṳẔ ᾙѠᾎ ᴖ ᴞᴩ ᴩȴSL ȳ ᴩṝ ц Ṯᾃ ȲṳϠ trade ṓ ȴ

ד Ḋ


QPЊ

в Ṯ Ἐц ӣȳ rsaquo Ӄ Ӣ Ἐц ӣ

161

Ѡה

OLӦ ѿ Ѡה ȸ Пӭ ȳц в ȷ Ἠ ᴩϚẂ ד ᾼᵫ῀ȲҔ Ϣц ȴPLӦỰ ᴩ Ự ṳ FἨẦᵗGᴩϚẂ Ự Ἠ Ἢ ϢП ᴷц ȴQLӦ ѿ Ѡה ȸ вῂ ensp ṆцỰ ȳ ȳῂ ensp Ȳṳה в ensp

П ἤȳensp ϢПן цẔ ӣȴRLӦ Пҏ Њ ѿ ѠהЮ ҏ ὢцạứ ȴSLӦỰ ᴟỰ ПӖ ȲṿП ῂ ensp ȳᶔ ӣȴTL ᴟ Ȳ ᴞ Ҡ П Ȳ ᴩỂԓἤᴔϢ ᴷȲѿ ensp ṓᶾ ȴULὑӐ ḕѡϱрѿ ᵂѠה ᴩᴔϢ Пṳ ẁᴔϢד ȴ

ד Ḋ


O FRNЊ G

в FᵶӢײ ȳ G Ἐц ӣȳῂ enspFᵶᴔоПensp ἘGȳМᴔד Пц ӣ

162

ἬЮ

OLἔᶕ Ἢẁ Ӓ Ϣц цї ќȲѿɦҳԓɧⱢ ἘȲҔᵶȸԓϢȳԓ ȳԓ ȳԓȴPLἔᶕ ỰӒ ᾭ ứ Ҡҏ Ự ȲӦỰᴟ М ȴ

QLМ Ựẁҏ ∟Ь Ϣ ᾼ ϢȳenspỰ П ῂ Ἠ ὢ ȴ

RLМ Ựҏ ὢὢ Ɫԓ ᴰ Ȳ Ṽ ɦҏὢ ῶɧЄὑἨ ὑХи῏Ȳ Сן ṳ ϚḔ ᴷ ὢ Ḗȳᴰ М צ о῏ȳҏ ∟Ь∟ ц ῏ ẁ ᴷȳ ȳ Ю ὢȴSLМ Ựensp Мїensp Мїὢ в Ɫ ὢ ȳ ȳ ЮὢȳӢ ẓ Ȳṳ צ П ȲϷ ẁỰὢ ȴTL ПὑӖVVד Ở ȲⱢҖӀ Ϛ Ӵ₤ П ПȲṼ ȳМȳ ₤ иᵑ ὑϮ Ȳḕѣứ ṥ Ȳ ȳ ȳ ᾙ ȳᾬᾙ ц Ȳḕ ẞ ὢ Ȳ נṳϠ ᴰӖṝ ᾭᾓȲ ṳ ẁ ᵑἤᾼ ȴUL Ἤ Пẁensp ῝ᶩᾼ ἤ ȳ ҷᴞᶺ ϩ῏ПӢ ȳ ὢ ȳ ὢ ȳ Ṷὢ ȳ ὢ ȳὢ ȳῂЏὢ ȳῂ ὢ ȴ

VL ᴔϢ Ἤῆ ɪᴔᵠᴔѿцϢПᴔɫᾼ Ȳ ӢỄȳrsquo ӢỄȴ Ἀ ᴔϢ ᵓ ᾼӭ Ȳ ẁ ԓᾼ ȴ ẁа ἤᾼᵑо Ȳ ensp῏ צϢἤצ ᾼ ӢȴדWL ӢӢү Ϛ ȲᵂⱢ ἤ ȳṮᾙᾼ emsp ȴ Ӣ Є иⱢϡȲɦɧⱢequivἤ Є F ` ȲѿOWQᶩцemsp ẁЄ ῂ ὢ G Ӣ Ӗ Є gtF _ ȲⱢ Ӣ emsp ц ӖӢỰᴰṿӣGȷɦ ɧfraslӂἪה ῟FᵶӂἪ῟ Ѝ F GȲӼⱢϵỰ Ӣ П Ӣ Ӗ ᴰἬGȴONLМ ᴔϢ МїМ ϡ ᴔϢ МїȲ Ἥד үҖӀ ӢᶝἬ СПᴔϢ ԉ ȲӐ МȳצЄᶳЏ Ϣ Ȳḕד Ϣ PNNNϢȲҠפ ᵗ

163

в ῂ Ṯꜟ

PщFOTЊ G

Ѡה

OLѿ Ѡה rsaquo ṮᾙПPLӦе Ђ Ϥῂ ῂ ṮꜟЏᵂᾼᴩQLӦ ѿ ȸ rsaquoᴩꜟ Пи ạhArrцṆ ȴ

RLὑῂ П Ṯᾃ

ἬЮ new ᴔϢ ṓ ȴ

ד Ḋ

OL ҖӀӴ М ῂ њҌPLῂ њҌɉQL F ϮᾪGɉүRL ɉүSL ế ᶩЏᵂіɉ TLеԚ Ӣ ɉ Җ Ṯ

ἬЮ

OLМ Ӗ Ṯ ẦӖ Ȳүד ȲԒ ȱ еъϢᶚר ЅЂϞ МҵϢЂȲ Ṯ Ȳṳɦү Ṯע Ầ ɧȲὑӖ כהѣѡӔדӴȲ Ғ ӻȲ Ṯ ῀Ȳᾨậ ҵќȲ ὑӖ ѣѡד Є Ḃ ⱢɦМ ӖṮ Ầ ɧȲѿ ԓ їṮ П цꜜϢЂẦϩ ԓ Ṯ צ Ṷ Ȳ Ӗ ⱢỨסȲṳ Ṯ ȲҒ Ɫ ὢ ȴPLМЍ ὢ МїὑӖ TVדUѣṼ ᴩ ӱҒ rsquoὢ ȲכӴМЍ rsquo Ȳ ṭȳὙ ṭȳṭế ṭП rsquo ȳṮꜟȳеԚ Ӣȳ Ӣ


ви ц sbquo ⱢӐ ӀӖὢ ȴQLЄ ὢ МїЄ үҖ ᾼנ Ȳ צ ⱢSTJVOSӂѠеṭȲүҖ OP ᴩ М Њᾼȴ ὢ Мїᴯὑῂ ᶝ part еЄ вȲױЄ ṳ Ӣцῂ ᵓП Ӵ Ɫ rsaquo Ȳ иⱢц sbquo Ȳ ῂ Ӗ ȳ Ӣ Ṏȳ

ЏᵂȴQLМ RLЄȳМЍ ȳṭ е

164

Ѡה

OLӦ ѿ Ѡה Ȳ ү ᾼᾙȳה Ṇ Юȳ ד ᾼᾎradic Юȳῂ М П ЮȲṳѿ ѠהЏᵂᵽὑῂ МἬ Пғ ȴ

PLӦ ѿ Ѡה Ȳ ᾼ ᾙȳ ү ᾼᴞ ᾓṳ ᴞ ᾼ ᴷ ṮᾙȴQLӦ ѿ Ѡה Ȳ כ ᾬד ᾎȳכ ῂ ᾼ Ȳṳ Ϥ ἪМכ ᾼ ᾙ цה כ ṓᾼẆ ȴ

OPЊ

Ѡה

OLӣ ц ᾼѠה ЏᵂϢ ᾼ ἤȴPL Џ Ȳ ПЏᵂв ṳᾼ Џᵂȴ

в F ӢG

ד Ḋ


вῂ ȳ Ṇ ד ᾎȳ ᴞṮᾙȳᾬ ӣ

O FRNЊ G

ἬЮ

OLүҖӀἈ Џᶝ ХדЏԓ ӢᾎΩ ȳԓ Ӣ П ᴩȳȳḳ ȳ ὢ ȳ Ṇ Пц Ṷ ȴ

PLЏ

ד ḊOL ҖӀӴ М ῂ њҌPLеԚ Ӣ ɉ Җ Ṯ

165

PNЊ


ἬЮ

OLѝЍ ЏᵂᵽҖӀӴ ѝЍ ЏᵂᵽὑϥϫХדϟѣѿẃȲṤЭḕѣצפOONϢ Ғῂ ᾙ ȲⱢṿᾭ ứᾼ צ rsaquo цᶨ ἤЏᵂᾼ Ȳὑϥϫϥדϟѣ Ṟὢ Џᵂ ȲḆὑϥϫϥϫϡѣד ᶨ ἤṞὢ ЏᵂȲ ὡ ПЏᵂϩцכ Ȳ ᴖ ᾨἤ Ӏ ȲẔכṾȴPL Ѝ ЏᵂᵽҖӀӴ Ѝ ЏᵂᵽὑVVדаѣ ѿẃȲṤЭḕѣצפQVϢ Ғῂ ᾙ ȲⱢ ẁ ᾭứᾼ ῏ rsaquo цᶨ ἤЏᵂᾼ ȲᴞWOדⱢ ᾭ ứᾼ ῏ ȳᴰἪ ᴚȳ― ҵ ὢȲṳ ẁ Ȳѿ Џᵂᶾ ȳЏᵂἤȳ ϢФ ᾼ ц Ϣ hellip Ȳsbquo ῏Ȳṿ х Ҡѿ Όῂ ȲⱢῂ ϚԌїϩȲЛԛṼ ϢЀȴQLῂ ї ӢМїӖ WQדᴟЭȲⱢsbquoṿї Ӣ ṎЏᵂὢ Ȳ ῂ е ἘȲ ӐӀἤӖ ḖȲpart ɦї Ӣῂ ɧȲ ẁɦῂ оɧї Ӣὢ Ȳ Ӵᵛἤ ȲṳẦᵗ Ю ᴯȲѿ ї ӢЏᵂϮ ṮἘȴRLὲ דԓүг ї ПϚȲẔὢ ӭҔᵶצῂ equiv ȳῂ ї ӢМїemsp ȳPRЊequivד ȳ Юц ὢ ȳ ὢ ȳ ὢМїȲṳצ ש ȳ sbquo ȳц

ҟᴆо Ɏї ɏȴѡצ Ȳ ᶩצ OSSᶩȲḕϚOPfrac12ORᴯ ϢȲѿї ȳῂ ᾙ Ɫ Ȳ ᾙ Ɫȴ

в ῂ ד ᵫ

166


Ѡה

ắ ὑ Ἤѿ ᵂцѻᾼѠהᶙכTẂῂ ד F ᾎradicOẂȲȸ ȳ ᵫ῀ȳ῀ ц ṏ hellipПẂ ȷ OẂȲȸῂ Пȳ П ȷ ạOẂȲȸ

מ ȳ ȳ ṮᾙȳṮᾙȷ ₇ OẂȷȸemsp ԓϢ ȷἤᵑד

OẂȷȸẒἤ П ȷѿцѿ Ἤῂ Ɫᾼῂ ᵫOẂGȲṳὑḕẒ Ϛװ

цԚ ПЊ ȲӦῂ ᴔ ԉ ᴔȲ ᴩ ᾼ ȲѿẦᵗ ᶙכᵫȴẔМῂ ᵫ Ѡᾎϯȸắ Ҡ Ӣ ὨἨ ῂ ᴥȲứϚ ῂ Ȳὑῂ ϯȲ ᴩȳиέȲṳ ҏױ ᾼ ḟpart ѠȴϚȳϡ ȸ ц ȷ Ϯȳҳ ȸứ ɦῂ

ɧц ứ ȷ Х ȸ ן иέFѝGц Ẫ ȷ г ȸ Ẫ ȷ ϝ ȸȳ ҏ ḟ ȷ ϥ ȸ ȴ

ἬЮOLῂ ἬPLМ

ῶȸ

NOKOQXNNKOUXNN

ᶟש

ῂ ῂה

ד emspᶟש

NOKNVXNNKOPXNN

Ю ῂȳῂе

emspדɉ

ᴔϢ

е ɉ

Ἤemsp

NPKNVXNNKOPXNN

ӢἬ

Fᵶῂ

G

Єemspש`nqכה

ṮᾃцӃẐrsquo

ῂ Ἤ ᴔדϢ emspש`nqכה

NPKOQXNNKOUXNN

ӢἬ

Fᵶῂ

ᴷG

ῂה

Ἤemsp

Ẑ ᵓ

ӣ

OL їᵫ

PLЊ


167

NTKOQXNNKOUXNN

ῂ ῂ ῂῂ

OL їᵫ

PLЊ

Ӑ Ɫ₤ а

NTKNVXNNKOPXNN

ῂ ῂ ῂῂ

ῂӣ

Ӑ Ɫ₤ а

NUKNVXNNKOUXNN

Ṇ דᾎ

ῂᴞ Ṯᾙ ᴞ Ṯᾙ

ᾬ ӣ Ӑ Ɫ₤ а

NVKOQXNNKOUXNN

OL їᵫ

PLЊ

ЊẐדemspש`nqכה

ῂ Ṯꜟ ῂה

ῂכ

Ὠ ᵫ

NVKNVXNNKOPXNN

Ἤemsp

ῂ Ἤ ῂ Ṯꜟ Мїɉ rsaquoȳ

Ӣrsquo

ῂכ

Ὠ ᵫ

NQKOQXNNKOUXNN

ῂ Ṯꜟ ῂ МЍemspש`nqכה

Ἤemsp

NQKNVXNNKOPXNN

ῂ Ṯꜟ emspדɉemsp

е ɉІἳѱȳṵἪ

emspדɉ

ᶹ emsp

NRKNVXNNKOPXNN

ῂ Ἤ emspדש`nqכה

ӃẐṵ

ὢМї

Fᵶῂ

G

NSKNVXNNKOUXNN

ῂ enspɎᴔ

ϢỂԓἤᴷɏ

Ἢ ῂ enspɎᴔ

ϢỂԓἤᴷɏ

Ự ῂ enspɎᴔ

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168


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ϚȳӦῂ ắ Ϛװɦ ῴ Ὑ ɧȳϡװɦ М Ӣ ɧцϚװɦӒכὨ ῶ ɧȲẃϠ ᾼ כ ṓȲṳӦ ч ᾼ ṓᵂⱢ ῂ ᾼᴕȴϡȳ ɦצ ∟Ϛ K hArr ῶɧ ԈϚȲв Ҕᵶắ ὑ∟Ϛ ỨסȳӭᾼἨדв в ӭП hArr ᴩ ȲṳⱢ цḂ ПṼ ȴϮȳ ɦצ ∟Ϛ ῂ ᴕ ῶK ɧ ԈϡȲ

ᶩ П в ȳ ᾓȳѠᾎȳ hArr ᴩ Ȳṳ Ɫ ᶩ цḂПṼ ȴ

Ϛȳ ɦצ כ ᴷῶɧ ԈϮȲӦ ᴞᴩ ᴩ rsaquoȳ ∟Пᴞᶺ ц ᶩrsaquoȳ ∟ ᴩ ȴ

ϡȳṼắ ὑắ Пɦ ɧȲ ᾼ hArrцןgt ᶮṳᵂⱢПṼ ȴϮȳ ɦצ ∟Ϛ ῂ ᴕ ῶK ɧ ԈҳȲὑ

ḇ Ӧ ᶩ ȲṼ ắ Пῶ ᴩ ȴҳȳὑẒ ѣᾼ Ȳắ Ӈ ᴟюᶙכг Ẃ ᵫȲẔМ ϚẂצ ἤᵑ דȳϚẂ ѿ Ἤῂ Ɫ ᾼɦῂ ɧ ᵫȳϚẂ ᾎradicȳϚẂȳϚẂ ạцϚẂ ₇ ȲṼ ӻП ᵫ ᴩ ȴנ ῶ ԈХȴ

Хȳắ ὑắ ḇ ӻɦ ї ᵫɧ ԈгȲѿẁ ᴷ כ ṳ ⱢцḂ ПṼ ȴṳ Ɫ цḂ ПṼ ȴгȳὑ П ∟Ϛѡ ᴩЀ Ȳ ӭҔᵶῂ ᵫцẒ ѣῂПכὨ ᵫȲṳ ῂ ד П Ԛ Ғ ȳ ᴩ ц С ȴ ᵫἬῂ ד П ἤȳ ц sbquo ϱᾼ hArr ᴩ ȴ

ắ Ӣ Ϡ Ẕ ᾭᾓ כ ȷ ЛṜȲӼצ ԉᵗ ѿḕѡϠ ᴩ Ȳṳ ᶩ rsquo й ȷ ӒכὨȳгẂ ᵫȲӦῂ ц ῂ

ᵑ Ȳṳ ӣԓ Ầᵗ ᵫ ᴩȴ

HẔ ṓ gtɇgtῂ ῶ Lmacrpoundyen

169

ɎRɏ ᵂ ᴯ Ѡה

ϚȳӦᵗ ᵂ ᴯП Ѐѿ Ȳ П ȳ ẞ цẔ ᾃ ПṶừȴFϚGӐ ҵ Ѐ ᴯȸ ṅᵗש gt ȸPSSPKQPQRи QPVRFϡGᵂ ᴯҵ ЀOLЄ ὢ Мїȸ ἣᵩgtgtgtgt ѠהȸPSVSKQPPUAOOOPLМЍ ὢ Мїȸ ѝӞgtgtgtgt ѠהȸPSNORTOTAUQOQLὲ ȸד gtgtgtgtgtgtgtgtgtgtgtgt ѠהȸPUPTKQOROAOQRNRLἔᶕ ἪȸḈᵩ gtgtgtgtgtgtgtgtgtgt ѠהȸPUVTKOPVVATWNNSL Ӣ Ἤȸ gtgtgtgtgtgtgtgtgtgt ѠהȸPQNONQWUTLҔ ד ἬȸҔ gtgtgtgtgtgtgtgt ѠהȸPSSQKUSPTULѵṾѝ ἬȸѵṾѝ gtgtgtgtgtgtgtgt ѠהȸPSWQKPSSSVLᴂḋ Ἤȸ ԁgtgtgtgtgtgtgtgtgtgt ѠהȸPWVQTWTWɼOTWL ἬȸỂϞἆ gtgtgtgtgtgtgtgtgtgt ѠהȸPSWTKPWOOONL ṭ ȸᶳЏῸ gtgtgtgtgtgtgtgtgtgt ѠהȸPSQPKORRTOOL П ȸὭ gtgtgtgtgtgtgtgtgtgt ѠהȸPSRWKPNNNOPL П ȸ ѣgtgtgtgtgtgtgtgtgtgt ѠהȸPSSPKNSSUOQL ᴔϢ Ἤȸ Ύgtgtgtgtgtgtgtgt ѠהȸPSWVKPQNOORL ἇ ӢἬȸ Ә gtgtgtgtgtgtgtgtgtgtgtgt ѠהȸPWOOKQWVRAQNNOSL ӢἬȸҡ gtgtgtgtgtgtgtgtgtgtgtgt ѠהȸPRWQOPONOTL Ѝ ӢἬȸ ἣṠgtgtgtgtgtgtgtgtgtgtgtgt ѠהȸNWQNQVPNPVOULמ ȸ gtgtgtgtgtgtgtgtgtgt ѠהȸPSSWKPNSWAOOOVL ЍЏᵂᵽȸ primegtgtgtgtgtgtgtgtgtgtgtgt ѠהȸPVTPKPRUNOWLῂ ї Мїȸ asymp gtgtgtgtgtgt ѠהȸQQWQTUUWAPSPNLῐ ȳἤ Ṯᾙ ȸ ừ gtgtgtgtgtgt ѠהȸNWQSKWNNQPS

ϡȳᵂ ᴯᶁצ П ЀȲῂ Лứ Ѐ Ϡ ПᶮȲṳ ᴩ Ἠ в ȴϮȳῂ Лứ ᴩ ӻȸ ᴟᵂ ᴯϠ ᶮṳᴩ ṓӻȴҳȳ ɦῂצ ᴕ ῶɧȲ ῂ ᶩ П ᾭᾓ С иȲṳ Сṓ Ȳ ᶩ ӴᵛПצ Ҡ᾿ ῂ ἨẔᵗ ȴХȳứ ᵂ ᴯᴟӐ ң ȲϠ ᶮȲṳ ṓ Сᵂᴯѿц ᵂד Ṷừȴ

170

Pgt ѣῂ Z ȸ ҖӀӴ ếӂ Ӄ

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Ђ ד ѻԉ 16 ῂ ȳᴔϢ ȳԓϢ




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171

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172

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173

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L



OLῂ ᴷῶȸὑ ḇrsaquoȲ hArrȳῂ ᴔ ȲԛӦ С part ȴPL Ӣ נ ȸḕѣὑ ḇ∟ ᴩ Ӣ Ȳṳ Ẕ ṓ Ẕӻ ṓȴQL ї ᵫ

OLῂ ῶFrsaquo∟ Gȸῂ Ȳ ὑ rsaquo∟ ᴞ Ȳԛӻ ȴ

PLῂ new иῶȸὑ ḇ∟Ȳ ῶ ᴕQLЀ ᵫȸắ ῂ ϯȲ Ϛ ѿ Ἤ Ɫ Пɦῂ ɧȲ ᴩ

Ȳṳ ҏц ᵫױ ᾼpart ḟѠȴ

Мế Ӓ ᴩ Ȳ new ᾼנ ế ᵫȲ ї כὨȴ ῂ ԝ ȲԚ Ἤắ П ї ȳ ҷȳᵺ ҒѿשṅṓȲᴖ ϷҠ Ӧ ᾼ ṓϠ ᴩ ᶮȲ ẁ ᶩ ᵂ ᴕȲṳὑװѣМᵂ Ḃ ȴ

HẔ ṓ gtɇgtnew ạLmacrpoundyen

176

ɎRɏ ᵂ ᴯ Ѡה

OLứ ң ᵂ Ȳ Ȳ ϱἬ Ầ ПṶừȲч ᴟἬ ᴯȴPLᴩ Ӧnewᴩ Ѐ ȳk_gj ȴ

177

Pgt ѣῂ Z ȸ ҖӀӴ ἔᶕ

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ד ѻԉ 20 NNOUR

ṏ ד ѻᾙ 2 NRWQV




ȸ

24

в

ῂ їῂӭᾼ

OL ɦ ᴩῂ ᾼѠᾎ Ḕ ɧȴPL ᴩῂ Ӣ иέȲҏϚ ῂȴQL ṳ ᴩῂ ᾼ ӣȴ

Ѡה ᶩ ϯȲ ѻ ц ẂᵂЊ Ȳṳ ᴩ ᵂF ȳ ȳῂ Ṯꜟȳ

G

178

ἬЮ

в ὢ МїᴞӖ WRדOѣOѡ ҖӀв ӢἬḂạⱢɦ ҖӀв ὢ МїgtɧȲ rsquo Ȳѿ partᾼ Ṯrsquo Ȳ оῂ Ȳ сὢ ₇Ȳ ẁầ ᾼеԚ Ӣ Ṯrsquo ὢ ȴ

‒ ὢ МїӢἬᴞԏ דTNצӴБכ ҭȲ ҖӀ OTצ ᴩȲ ϢЀ ꜙЄȲ ҖӀἈ Ӣᶝ ἬἬП Ȳhellipᾘ Ӗ STדс Ɫ᾿ Ӏrsaquo

Пע Ӏ ȴ ҖӀἈⱢ ԓ Ȳ҉иғ ȲὑӖ UWדQѣOPѡ OTצ ᴩ ⱢOP ᴩ ȲӐ Ӧ ὲЍ ѿ Єếӂὧ QѿҖẆᴖכȲỄⱢɦ‒ ɧȲɦ‒ӢἬɧױᴖӢȲ ὑ‒ ХϫХ Ϛ

ȴWRדOѣOѡ ҖӀἈ ӢᶝⱢ МҶ Ӣԛ ḔȲ ӢἬḆⱢ ὢ МїȲⱢ Ӣ

ᶝ ғ ἤиЏц оῂ rsquo ὢ Ȳѿ ῂכ Ȳῂ веԚ Ӣц rsquo Ȳ

оῂ ₇ ᾼ ὡцⱢӀӖ ᾼ ῏ȴӐȲⱢ ẁ Ɏ Ựensp῏ȳМ ȳ

ȳ ц ɏȳ ἤ ц ᶙ ᾼȲ ὢ Мї ῂ ӂүᾼṔᴥȲpartῂ ȲḂ ҟ ẁ Ϛѹѱᾼὢ Ȳה ῂ ᶝȳ Ἤȳ Мїȳ


ὢ Ȳ ɦῂ ɧכⱢ‒ ỰӖ ᾼȴ

ӂ ӢἬҖ ӂ ӢἬ ᵿᴯὑӰἉḋ gtFᵛ ӴМї GȲӖ гϫϥדϱ Ӑ ȲᵗכӴϫиḋ ὧ ḋ ӢȲӦӂ ӢἬứ ᴟ Ӣ ẁὢ ȲѿѠ―Ḇ ӖП rsquoḖȴӖ ϝϫד ӢἬὑ ḋМ ᵿ partϡᵿȲӖ ϥϫϡעד Ӣ ᵗϯȲҒ ⱢϮЭ ȴ ạⱢѻԉϚȳеԚ Ӣ Ђгȳ ȳ ȳrsquo ȳЏх ϚȲѻ ⱢϚ emspȳ ӃẐrsquo ȳ Ѕrsquo ȳ Ṯᾙц ȴ ὑӐ Ȳ ѽȲⱢ сӢἬ ὢ ₇ ȳ о Юғ ȳ

Ӗ ȳ ד ȲὑӖ ϝϫϮדϫϚѣȲ ӢἬ Є ᵂȲpartӴɪМїɫȲ ӂ ϢЀ emspURVNϢȲḕѣӂᶁltפ

179

ד Ḋ

Lῂ њҌɉiexclL ᶩњҌF ϡᾪGɉcentL F ϮᾪGɉpoundL Ṯrsquo ɉ ɉcurrenLɦemsp ᶹ ᾙ ɧ Ṏ Ӑ Ḋɉ Ӗᶝц

yenLd notumllaquocedilgtkcurrenpoundumlcentumlshycurrengtnplusmnumlshycentumlmacrlaquocurrensup2gt shypoundgtnplusmn centsup3umlcentcurrengtTsup3sect

ἬЮ

Ϣ ⱢOOROϢȲϢ ạӼ Ὅ ᶾ ȳȳ ṞҨ Ȳѿ ẁ Ӗ― ȳ ₇ȳᶙ ᾼ ὢ ȴensp_L ȳМѝᴔϢ Ἤȸὢ ѿ ἤ ȳМȳᴔоȳҷ Ἠᴩ Л―ПTS ѿϱensp῏ⱢẔ ѡӢ ȴ`L ᴔϢensp МїȸⱢ ẁensp῏Ȳ ȳȳ Ӣȳ ᾼ Ӣ Ựᴰ ȴ ẁ∟ȳМ ȳ Ϣᶙ ᾼ Ȳ ᵓ ỌȴaL ᴔϢὢ МїWSדῴȲ МїצἅᾨậẞүҖӀἈῂ ᶝỗҵ ᾼ ᴔϢὢ Мї Ȳ Ӵᾼȸ Ϛ ᾼᴔϢὢ Ȳ צ ᶺᾼ Ἐц Ἃ Ȳ ᾼensp῏ȳ hArrҷ ᴟМhArrҷ Ȳцҷ ᾼensp Ȳ Лᾼ ἤȲ Лᾼὢ Ѡ Ȳ ẁаᾼὢ ӭȲ Ṝ ᾼḖȲṳѿᴔϢѝ ԅ ὢ ῂ Ɫ ὢ ѻȲ PNᶩѡ МїПὢ Ȳ ∕ṿᶺ ὢ ᾼḕϚᴯensp ᶁ Ẕצȳṹצrsquo ᾼצ ᵓ ȴbL Мїȸ ẁ צצ hArrἨ hArrἨПṝї њҌПӖ Ӣ ȳṝї ȳᶨ Џᵂȳῂ ὢ ȴ

ᶝⱢ Ϛῂ ᶝȲ ẁӖ ӣ цӣ ԓΩȴ

8

в

ῂ їῂ ӭᾼ

OL Ϡ ῂ ᾼ ȴPL ứῂ Ȳ ứῂ ӣȴQL ṳ ῂ Џᵂȴ

180

Ѡה

ᶩ Ẃ ӣӦ ᶩ ѿ_IÌaIb[vӢᾬї ῂ כȲẃה ῂ П ȴ

Њ ᶩ ϯȲ ѻ ц ẂᵂЊ ȴ

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24

ἬЮ

в ὢ МїF G‒ ὢ МїF Gӂ ӢἬF Gensp F G ᶝF G

Ѡה


ᵂ ᶩ Ἠ ϯȲ ᴩ ᵂF ȳȳῂ Ṯꜟȳ Gȴ


ד Ḋ


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в

ῂ їῂ ӣӭᾼ

OL ῂד ȴPL ῂ ӣȴQL ṶϢ Ṽῂ ᾎ ᾼד ȴRLѻ Ầᵗᾼ Fa sup2currengtyenumlshypoundumlshybrvbarGȴ

181

ד Ḋ ῂ њҌɉ

ἬЮ

ЍЏᵂᵽȸ ẁ ᾭ ứᾼ ῏ rsaquo цᶨ ἤЏᵂᾼ Ȳṳ ẁ Ȳѿ Џᵂᶾ ȳЏᵂ ἤȳ ϢФ ᾼ ц Ϣ hellip ȴ

ҖӀנ Ṏ ὢ Мїנ ᴷМїⱢүҖӀӼⱢ в Ϛ ᶙ ȳ П

ȳ נ ȲẔ Ẑ їȳЊẐ ȳЊẐ ȳ виᾆȳᾬ ᾙ ȳᾙ ȳ ṕȳї ȳ ϩȳ ҵȲḆҔ ȳῂЏ ȲẔᶙ ἤ ἤҠ Ԓ Пנѩȴד ᶩὢ ȳשṅ ȳ ὢ ȳ ᴔȳӖ ᵂ ȴ ẁẐ ԓѠᴯП ᴷȳᾙП ὢ ȴ

ҖӀῂ ї ӢМїȸѻ ϩ ї sbquo ἘȲ ῂ їӢ ṎЏᵂȲ Ϛ Ӗ Пї Ӣῴ ṮȴὑӖWOKWPד Ȳῂ ṶԈ Ӣ Ȳ ỞүҖ ї Ӣד ЏᵂȲ ῂ Ӗ

ї ӢЏᵂ῏Ȳ ẁӂ Ἐȷ Ӗ їצ Ȳц ẁӴᵛȲѿ ɦ сї ɧ ɦנ ᵺ Ȳנ ɧᾼї rsquo ᾼ Ἐȴᴖ Ӗ WQᴟЭȲⱢsbquoṿї Ӣ ṎЏᵂ ὢ Ȳ ῂе ἘȲ ӐӀ ἤӖ ḖȲpart ɦїӢῂ ɧȲ ẁɦῂ оɧї ӢὢȲ Ӵᵛἤ ȲṳẦᵗ Ю ᴯȲѿї ӢЏᵂϮ Ṯ Ἐȴ

ᴔϢὢ Мїȸ ѡצ Мїȳ ȳensp ȳҷ Ȳ ȳ ȳῂЏȳ ȳϢ Ȳ ṳ Ȳṿḕᴯ ӖꞋ ᾼȳϢἤоᾼ ȴ

8

в

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182

ἬЮ

ҵemsp X Џ emsp ȳ ὢ Мїemsp ȳὲЍemsp ȳв emsp ȴἔᶕ П ҵemsp Ȳ ẁ ẁῂ ד Ӗὢ ȴ

Џԓ ӢשṅἬ ӱ ȸ ӱᾼӭᾼᶦ ѿ ẂἨ ₤ Ὑ ЏЏᵂМἬἭắᾼ ȳrsquo ЏᾼӢỄ ȳѿцᴶѿϢἤоᾼѠה ᾼЏᵂȴ ӱᾼѻ Ὲ ɉ rsquo Ȳῴ ѻ ѿӱӐἬשṅכὨⱢѻȲ ὑӖ ϟϫϚד Ḇ ⱢӢȳ ѹӢоП Џԓ Ӣדᶾ ӱв ȲṳҒӴ Ȳѿ ӱ Ὠȴӑẃ Ṏ ᵂȲѿ ӱ Ɫ Џ Ӣ ҵ ἬȲ ӢЏᵂԓ ӢП Ȳѿ ю ӢЏ Ἠ ∟Пḳ ȴ

ὧ X Ч Ἤȳ Ἤȳ ԏ דἬȴӐ ᵂПὧ ẁ Ἤ ᶩṓ ȴ

М ἬȸӐ Ӧ ȲὑӖ TRדTѣOѡӴȲ ЊẐד ἬȴӦὑ ȲזҒϤὢ ȲὑӖ UVדSѣ ḆⱢӃὭ Ἤȴ

Ӗ VSדTѣȲӦ ẃἇ QNQ Ȳ QNS ȳQNU ȲᴖכӴМ ἬȲ ЄȲὢ в ϷҒȲ ԓӖ rsquoȲ ẁ й ᾼ ὢ ȴӭrsaquo вדȳẐדȳ ҵȲϭד Ғ emsp ȳ ᶟemsp ȳї ȳכϢȳӃ ȳ Ṯȳ Ѕṵ цІ ἳѱ ȳᶹ ᵑemsp ȳhArr ȳṝїrsquo ȳᾙד ᾙ Ȳ ẁӖ аᴖѠ―ᾼ ȴ

Ѡה



ד Ḋ



183

Ѡה


ᵂ ᶩ Ἠ ϯȲ ᴩ ᵂῂ Ṯꜟȴ

8

в

ῂ Ṇῂ Ṯꜟӭᾼ

OL rsaquoᴩꜟ Пи ạhArrц Ṇ ȴPL ῂ ṮꜟЏᵂᾼ ᴩȴQL ṳ ᵫ ȴ

Ѡה



40

в

ῂ Ṇῂ sbquoӭᾼ

OL ῂ ᾼ ȴהPL ῂ ȳ ЏᵂȴQL ṳ ῂ ȳ Џᵂȴ

ד Ḋ



ἬЮ

в ὢ МїF G‒ ὢ МїF Gӂ ӢἬF Gensp F G ᶝF GנӐ P emsp Ȳנ Ȳ ẁӖ῀ȳṳ ᴩ Ω ȴ

184

ד Ḋ ῂ њҌɉ

ἬЮв ὢ МїF G‒ ὢ МїF Gנ F G

24

в

ῂ ṆṮ Ἐц ӣӭᾼ

OL Ϡ ᴞ ҭᾼХ цῴȳװцӒṮᾼứ ȴPLѿר Ṯὢ Њ FsqnqrdGⱢẂȲ ҏ ᶩṮ Ἤ ПҳЄв цẔ ᾼϮ ṼfraslȴQL Ϡ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼ цכϢṮrsquo ᾼв ȴRL ҏ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼכᾎpart ȴSL ᴞА FἨẦᵗG ᴩԓӖ ϢцẐכrsquo ṮrsquoцІ ἳѱ ȴ

Ѡה


ᵂ ᶩ Ἠ ϯȲ ᴩ ᵂȴ

ד Ḋ ῂ њҌɉ

ἬЮ

в ὢ МїF G‒ ὢ МїF Gӂ ӢἬF Gנ F G

4

в

ῂ Ṇῂӭᾼ

OL ү ӭrsaquoᾼῂ ᾓȴPL ῂ ᾼΩ ЏᵂȴQL ṳ ῂ ȴ

185

Ѡה



ᵂ ᶩ Ἠ ϯȲ ᴩ ȴ

40

ἬЮὧ F GМ ἬF G

ד Ḋ ῂ њҌɉ

ἬЮ

ҵemsp F GЏԓ ӢשṅἬ ӱ F Gὧ F GМ ἬF G

Ѡה

ᵂ ᶩ ϯȲ ᴩ ᵂȴ


ד Ḋ



в

ῂ Ṇῂ П ᵂӭᾼ

OL ῂ цӐЁἤ ạhArrᾼpartӴ ȴPL ῂ Ԛ цԚ emsp ᾼ ȴQL ṳ Ѭӂ ₣᾿П ȴRL Ṇ ῂ П ӣȴSL ῂ ₇ сП ȴTL ɦӢ₤ Ḃ ɧᾼ ᶾҾȴ

186

в

FᵶӢײ ȳ Gӭᾼ

OL Пӭ ȳ ц в ȴPL FἨẦᵗG ᴩϚẂ Ự Ἠ Ἢ ϢПᴷц ȴQL Ἠ ᴩϚẂ ד ᾼ ᵫ῀ȲҔ Ϣц ȴRL ҏᴞА ὑ ᾼ Ἠᵺ ȴ

24

ד Ḋ

Lῂ њҌɉiexclL ᶩњҌF ϡᾪGɉcentL F ϮᾪGɉpoundL Ṯrsquo ɉ ɉ

8

в

Мᴔד П ц ӣӭᾼ

OL вМᴔד rsaquoϫЄײцrsaquoХЄ ȴPL ᴞА ᴩᴟюϮ Мᴔד ṓ ἤ ᾼ ᾙцד ȴQL ҏ ᴞАӐṝ ᴩᴔדϢἨ ἤ Ϣᵂ ᵑӢ Ṏ ᾼ ȴ

ἬЮ

в ὢ МїF G‒ ὢ МїF Gӂ ӢἬF Gensp F G ᶝF Gנ F G

Ѡה



187

ἬЮ

Ӳ ἪF ἪGȸӦắ ᾼϢ ȲⱢ Ӓ ц ẁ ὢ Ȳ ᵗצ ạ ц Ȳ ẁṝȳїȳ ᾼԓϢ ȲṳѹẦᵗ Ϣц Ϻᾼײ ȴא ἪF Ϣ ἪGȸ QTצ ᶩᴯȲןᴰ ѻⱢ ϢПṇṓ ȲҔᵶ аȳЊ ȳ ἤ о ȳᴜᴚ Ȳҷ ῝ᶩцԊ ẻᵮ ᾼ ⱢѻȴFOG ὢ Ȳה ц Ϣ ҵȲӼҒϤϠᾬᾙ ȳї ȳῂЏ Ϣ Ȳѿ Ṝ ῏Ἠаоȳ ᵑоП Ḗȴ

FPG ϱȲɦא Ἢɧ ӻצ цѡԏɎᵶɏ ẓ ԅ ғ Ȳ ṏ ᾼѬ

цḠ ȲӼ ẁϠ ῏ ȳ ᾼḠ Ȳṳѩ Ғ ἪȲ Л Ṇ ȳ цȲѿ ϢᾭᾓȴFQG ẓϱȲⱢẦᵗҷ ῏ ῶ ȲүҖӀӴ ἔᶕ Ϡ ӴМҶЄ Ἤ П ṆȲṳ ц Ȳᶦ Ṝṳ ϚḔ с ῏ᴞѻ ϩȴ

Ѡה



ᵂ ᶩ Ἠ ϯȲ ᴩ Ự ȴ


ד Ḋ Lῂ њҌɉiexclL ᶩӢỄ ɉ

188

в

ῂ ȳ Ṇ ד ᾎӭᾼ



Ѡה



24

ד Ḋ


56

в

ῂ ensp FᵶᴔоПensp ἘGӭᾼ


PL в ensp П ἤȳensp ϢПןцẔ ӣȴQL ῂ ensp ȳᶔ ӣȴRL ensp ṓ ᶾ ȴSL ҏ ὢ цạứ ȴ

ἬЮensp F Gв ὢ МїF G‒ ὢ МїF G

Ѡה


ᵂ ᶩ Ἠ ϯȲ ᴩ ᵂ ȴ

189

Ѡה



8

ד Ḋ ῂ њҌɉ

ἬЮ ὲ F G

ד Ḋ ῂ њҌɉ

ἬЮ

ὲ ȸὲ Ϛ Ṏ ц ӢứП ד ד ȲӼ ҖӀἈ ӢᶝἬȲ Ϛ ї Ӣȳ צ П ד דȳԓ ṆП МȲ Җ Пї Ȳ Җ ῺUNN ϢЀ ї ӢȲѿ ẁӖ цї Ӣὢ Ɫѻ ԉȲṳⱢᴩ Ӣ Ἤ ứП ד цϢ П ȴ

ὲ ѻ ᶩ Ϛצᵑד כȳד Ṯᾙȳїṝד FᵶϚד вדȳ вדцѲדGȳẐzwnjюד ד ῂ Fד ẁPRЊ equiv ȳῂ equivȳỰ ᾙ ȳ ȳ ҖӀῂ ї ӢМ

ї ỏ emsp ὢ GȴױҵȲӼ ẁῂ МїɎѝЍȳ Ѝȳї ц М ҳ Џᵂᵽɏȳῂ їц ᴞ ї emsp ὢ Ȳ ҖӀ в

Ɫ emspѹ ᶙ Ȳ ї Ѡᾼ ד ד ȴ

в

ᴞ Ṯᾙӭᾼ

OL ᾼ ᾙ ȴPL ү ᾼᴞ ᾓȴQL ᴞ ᾼ ᴷ Ṯᾙ

в

rsaquo Ӄ Ӣ Ἐц ӣӭᾼ

OL Ϡ в rsaquo ȳ Ӣrsquo ȳẐ Ṯrsquo цЅ Ṯrsquo ὢ Пв ȴPL ᴞА ἨẦᵗ ᴩ rsaquo ц Ӣrsquo ὢ Пᶩ ᵂȴQL ᴞА FἨẦᵗG ᴩẐ Ṯrsquo ц Ѕ Ṯrsquoὢ П ᶩ ᵂȴ

190

в

ӭᾼ

OL ЏᵂϢ ᾼ ἤȴPL ᾼ ЏᵂȴQL ṳ ᾼ Џᵂȴ

8

ד Ḋ ῂ њҌɉ

8

Ѡה




ἬЮ

Ӄ ȸӐ ẁ Ӄ ϚṆԝᶙ ȳ ἤѹỂ ᾼ ὢ ȴ ד ὢ Л ЅᾼȲ Ӧ rsaquoц Ӣ Ȳṿ Ẑ ắẞ ᾼ ȴЅѡ ᾼ ȲӐ ҫ ɦЛҺ ӢɧМїȳІ цṵ ȳ Ѕṝї emspȴ

Ѡה


ᵂ ᶩ ϯȲ ᴩ ᵂ ц ȴ

ἬЮ

Џ emspЏԓ ӢשṅἬ ӱ F Gἔᶕ Ṯᾙשṅ Мї

ᾼṮᾙЛ Ҭ Џ ȲἨ῏כ emspȷ ѿ ᾼѠהȲ sbquoȲ Џᵂ Ἤ Џԓ ᴷȲṳѿᾼ Ԛ Ȳ ẁ ᾼ ЮЏȴ

ד Ḋ ῂ њҌɉ

191

ἬЮ Ἤ

ד Ḋ ῂ њҌɉ

Ѡה



ἬЮ ὲ F G

в

ᾬ ӣӭᾼ

OL כ ᾬד ᾎȴPL כ ᾼ ᾙ ȴהQL כ ṓᾼẆ ȴRL כ ῂ ᾼ ȴ

4

ד Ḋ ῂ њҌɉ

8

Ѡה





в

ῂ ד ᵫṮᾙȳἤᵑד ȳ ᾎradicȳ ₇ O

Ẃц PẂȲԚT Ẃиέȴṳ ӻPԌᴞ ѻᵫFῂ цἤᵑ Gȴ

192

ἬЮ ὲ

в

ѻ ȸ ₤ ав ȸῂ ȳ Ṇ ד ᾎ

OLῴḔϠ ד ᾎradic ЮɎҔᵶᾼ ạц ɦ ϢⱢМїɧ Ἐᾼ ȳϢП ứȳῂ equiv ạ П ȳ ạᴰ ц ạῂ ᾙ П ɏPLṼ Ϡ Ṇц ЮȳᶔӣɎҔᵶ equivד ȳequivἤᴰ ȳῂ ȳ ἤ

цỰ ᾙ ɏȴהQLṼ Ϡ Ṇ ῂ еԚ Ӣ Ṇȳῂ ᵓ Ṇц Ṯ ἤПᵂ ȴהRL ῂ ṓ ᶾ ȴSL ẁ ᾼ ӭrsaquoῂ Ṇᾼȳכᾎ ӑẃ сד ₇ ᾼpart ȴ

TL ᾙ цᴶה Ҡѿ ạᴰ ᴶ ᴷᴞ ἤȲ ᴩ ᾼ

ȴהULϠ ṓᾬ ӣᾼ ᶩῶ Ȳṳ ῂ вᴩכ ᾼԓϢ ȴ

RNFБᵶὑ G

Ѡה

ѿ ᵂᾼ Ȳ ПɦἤῂṆɧᾼ ᵂ цה ЮѠהȲ ῴḔ

ᾼ Ϣ rsquoПᾎradic ἘȲṳ ῂ ϢᾼȲⱢӐᾼ ᴩӭ ȴ

Ӑ ᴩ Ӽṿה Ϡ ү ᾼᴞ ᾓ ᾬ כМᾼ ӣṼ П ἤ ᴷ ṮᾙȲ Ϡ ῂ Ἤ ᾼצ

ᾬ כד Ṯᾙ ᾼ Ю ṆɎῂ ї ӢМїȳ ὢ Мїȳ ӢἬȳ ᴔ ἨӢỄ ȳᾬ כ Ṯᾙ ᴯד ɏȲ

ѿᵓ ṳ ᾓ ᵂ Ғѿה partѿ ȴ

193

ד Ḋ

_Lgtῂ П үҖӀ ȴparaparaparaLcopyordfsectSRLcentregnotMumlnot brvbarcurrensup2M plusmnsup3umlcentMpoundregcentQLpoundregcentgtPNONMSMNT`Lgt Ӣᾎ Ẕᴞᾎ ʟ ạᴰ ד ѝȴgtᴩӢ ȴ

aLgt ∟Ϛ ῂ ד ד ȴbLgtүҖӀӴ ῂ ї ЮȳῂἨ ᴿ Ṽ ȴӀӴ ὲ gtPNONMSMTcLgtүҖӀ ӢӪӫ ϡϫϮ о ὢ цῂї Ӣrsquoʟї њȳ Ḍ ῧsectsup3sup3macrXMMparaparaparaLcentumlcentsectiexclLbrvbarregmicroLsup3paraMparasectumlsup3currenshycurrenparaMnotKQTLsectsup3notPNONMSMTdLgtᵨ ȴῂ Ṯᾙ ȴה ȳ ѝbdquoȲῂњҌ ȴῴᾪȴүҖȸ ȲPNNRȸQQSKWȴeLgtᵨ ȴᴞ Ṯᾙȴ ѝbdquo Ȳ ᶩњҌȴ ϡᾪȴүҖȸү ȲPNNTȸTRQKVȴ

ῶȸ

NOKNVXNNKOPXNN

ЮἘῂ

ᵂᵂ

Ӣᾬїῂ הӣᶹ emsp

ῂ

F ὢМїG

F ἬG

1200-1300

Ӣ

NPKOQXNNKOUXNN

ῂ

ᵂᵂF ἬG

МᴔדПц

ӣ ᶟ

ῂsbquo FеG

ῂsbquo FӢἬG

Ӣᾬїῂ הӣṮᾃemsp

NPKNVXNNKOPXNN

Ӣᾬїῂ הӣemsp

ῂ enspFG

МᴔדПц

ӣFנG

ῂsbquo FӢἬG

ῂ enspFϢG

NOKOQXNNKOUXNN

ῂӣFҏ

ẓG

rsaquoӃ

Ӣ ἘцӣFṵG

ἘцӣFἪG

ῂFὢ МїG

ῂsbquo FG


194

NTKNVXNNKOUXNN

ῂ

ῂ ᵂ

ה

ӣỰ

ῂПᵂМἬ

ῂПᵂМἬ

NSKNVXNNKOUXNN

ᴞ Ṯᾙ ᾬ ӣ

ῂȳӣ

Ṇ דᾎ

₤

NVKNVXNNKOUXNN

ῂПᵂ

FὲἬG

ῂПᵂ

FὲἬG

ῂӣẐюד ᵓFנ МїG

ᵂ

ᴷὨכ ᵫ

NUKNVXNNKOUXNN

ῂ

ῂ ϩМї

ῂ

ῂ ϩМї

ῂῂ

Мї

ῂ

ᴩМї

ῂᴷ

Мї

₤

NQKOQXNNKOUXNN

ṮἘцӣFכϢṮᾃG

ῂ enspFỰG

ῂ ṮꜟF G

Ӣᾬїῂ הӣ emsp

ῂ enspFỰG

NQKNVXNNKOPXNN

Ӣᾬїῂ הӣҵemsp

Ӣᾬїῂ הӣemsp

ῂӣFῂD G

ῂsbquo Fῂӣ ԓG

ῂ enspFỰG

NRKOQXNNKOUXNN

ῂ enspFG

ῂӣѝЍᵽ

ῂsbquo FG

Ӣᾬїῂ הӣemsp

ῂ

NRKNVXNNKOPXNN

ῂӣFṝїᵓG

ῂӣї Мї

Ӣᾬїῂ הӣemsp

ῂӣЍᵽ

ῂ enspFӣᴷG

195


L



_L ᾼ hArr ɦῂצ hArr ῶɧ Ẫȴ`L ȸ Ӣ Ȳ ч ᶩ ᶮȳ ᶵ ϩ ᴩ ᴷᴕ ȴaL ᴕ ῶȴbL ї ᵫȴ

_L ῂ ȳ Ӧῂ ᴩ rsaquoȳ∟ ᴷȲṳ ᴷ Ὠ ὑɦ ɧᾼ ῶМȴ`L Ởrsaquoц ḇ∟Ȳᶁ ɦῂ ɧ ȴaL ḇ∟ ᴷ hArr כ ȴbLЀ ȸḕᴯắ Ӈ ῂ ϯȲ ϒ ѿ Ἤ Ɫ ПɦῂɧȲ ᴩ Ȳṳ ҏц ᵫױ ᾼ ḟpart Ѡȴ

ᴷ_L ῂ ȳ Ӧῂ ᴩ rsaquoȳ∟ ᴷȲṳ ᴷ Ὠ ὑɦ ɧᾼ ῶМȴ`L Ởrsaquoц ḇ∟Ȳᶁ ɦῂ ɧ ȴaL ḇ∟ ᴷ hArr כ ȴbLЀ ȸḕᴯắ Ӈ ῂ ϯȲ ϒ ѿ Ἤ Ɫ ПɦῂɧȲ ᴩ Ȳṳ ҏц ᵫױ ᾼ ḟpart Ѡȴ

_Lḕ ẂᴩϚװ Ӣ Ȳṿ Ӣҏ hArrȳцῂ ᾼ ч ȴ`Lḕѣ ắ Ȳ ᶩ ԝ ȲԚ Ἤắ П ї ȳ ҷȳᵺ Ғѿשṅ ṓȲᴖ ϷҠ Ӧ ᾼ ṓϠ ᴩ ᶮȲ ẁ ᶩᵂ ᴕȲṳὑװѣ М цḂ ȴ

HẔ ṓ gtɇgt ῶ Lmacrpoundyen

ɎRɏ ᵂ ᴯ Ѡה

ἔᶕ Ḉᵩ ṅᵗשדש PUVTOPVVgtATWNNYcKk_gjXxPTVV^sup3macrcurrencentsectLbrvbarregmicroLsup3paraứ ң ᵂ Ɏ ɏ П ч ч ᴟἬ ᴯȲṳ ứḂ Ѡ ц ᵂ F Gȳ ᴯ rsaquoȳМȳ∟ ң ᵂԚ ȴḕѣ ц ᾼ ṓч ᶩ Ȳ Ϸ С ᾼ цḂ Ȳẞ ᾼ ạȴ ҵ צ ӼҠѿ І Ԉц ᾿ Ӑ П ȴ

196

Pgt ѣῂ Z ȸ ҖӀӴ Ὑ

ɎOɏ Ϣ

ᵇѝ ד ѻԉ 14 ȳῂ ȳᴔϢȳ Ṯrsquo

ᴶ Ӄ ד ѻԉ 16 ȳῂ ȳᴔϢȳ Ṯrsquo




ȸ

QPЊ

в

ῂ ї ȸῂOL ɦῂ ᾼѠᾎ Ḕ ɧȴPL ᴩῂ Ӣ иέȲҏϚ ῂȴQL ᴩῂ ᾼ ӣȴ

Ѡה

OL ȸ ѿ Ѡה ȲῂɎᵶῂ ᴷȳ иέ Ἐɏȳ ᴥ ӢἬῂ

ȳῂ ᴷȴPL ᵂȸ ῂ ȳῂЄ ȳῂ ensp῏ ȳ ỰᴔϢ ȳῂsbquo ȳ ȳ ȴQL ᵫ ȸṛ ῂ Ȳ ῂ ᴥȲȲ Ӣ ὨȲҏϚ ῂ Ȳ

Ȳ ῂ Ȳ ҏ ȴ

197

ἬЮ

ȳүҖӀҖѝо ȸ ҖӀҖ МҶ ϚRS ПOᾎϢҖѝо RѣPUѡȴҖדӴὑPNNNכỰӖῆ Ёᾼ ἘȲ asymp ӴҖѝоכ Ȳѿrsquoȳ ѝоц Ӣ rsquoṎⱢỨסȴד ᾎ ứ ϯԝ ȸʆrsquoѝо ȴʆ ѝо Ṏц ȴenspכʆ ѝо ӢῈ ȴʆ ѝо ӢоȳӢѝо оȴʆẔῂ е ȴʆẔ Ӑ ӴỨסПד е ἤѝо ȴҖѝо צӴᴟЭȲБכ Џᵂ ȲȸPNNPדɦ ѝо П ɧȳɦҖѝоӢ ɧ Џ ȳ ɦҖῂɧϫד цɦҖѝоӢ ɧȳ Җɦ ₤ῂ ɧ ȳҖѠҭ ӥ ҏᾪȳ ɦPNNPד ϚựҖ ש ʟῂ ȳ

ѝоȳӢ ɧȳ ȸүҖ үɦҖʟᵃᾼȳᾼȳᶺ ᾼ ṙȲϚủOQ ɧȳ үɦ ẃ ȲϡủPT ɧȲѻϢ ȳҖῂЄ ȳҖ ѝо ᾼpart ȴ Ẕד ҏᾪ₇צҖѝо ȳҖ ȳҖᴍȳ ᾼҖȳҖѠҭȳԅ ᴩȳPNNPᾒ ȴ ὑҖᾼѝоȳ ȳӢ ἬϠצȲ Ϛ Җѝо Ϡȴiexclȳ ҖӀҖῂ Є ȸ ҖӀҖ МЍ SKOPҖӀҖῂ Є ӴὑPNNQדדῴȲ ⱢɪүҖӀҖѝо ɫȲἭ Җѝо ᾼɦ ɧȲҖῂЄ ϩὑɦ ẁ ῂỰӖ ṝ ɧȳɦ ṎḆῂ ϢИɧѿцɦ ὡ ῂ еӖ ɧȷױȲҖῂЄ Ɫכ⧵Җ ỰӖᾼ ṝ ц їṳ еԚṶ ᾼȲ ᵑ ẓɦἤɧцɦеԚἤɧᾼȲѿ ᵂⱢҖῂЄӘ ᾼ Ȳṳ ἬצῂЄ ἘᾼԚ Ȳṿ ῂЄԚ

ῂ цеԚṶ ᾼ Ȳ ᴖᶮכеԚἤῂ Ȳ ῂ ЏᵂȲ Ϛ ừỰừ ѹ hArrᴞѻἤᾼҖ ₨Ӏȴcentȳ ҖӀӴ Ὑ ד ȸᴯὑӐМїO ῂ Мїצ ɎӁ ȳ ȳ ȳ ȳɏȳ ґ ȲӼⱢnew ԅ ȴpoundȳ ҖӀϮ ӢἬȸ ҖӀϮ ԏὙ UO QӴὑӖכ QUדTѣȲ OWOLRVNWӂѠеṭȲ ЍȲ ὑװ ẃ ȴϮ Ὼ ẃӦὑүҖЄדП Ӵế ȲϢЀᶶ Ȳenspכ ӢἬ ẁ Ӣrsquo

198

ד Ḋ

OLῂ Ṯ ȸѵӔ ѻ gt ד gtϟאPLῂ њҌȸ gtQL ȸүRL ЧɎPNNUɏȴ ῂ ᾼ ɎnewOῂד ɉῂ ῂ њҌɏȴүҖȸ ЍȴSL ЧɎPNNWɏȴ Ϛ ἅ ᾼῂ ʟpart Җῂ enspzwnjќ ᾼ ȴ ὑ ȳ´Ɏѻ ɏȲ ү ṆԝQK ᴔоɎ OTWKOVQɏȴүҖȸ ᾎϢ ₇ Ȳ OTWKOVQȴ

ἬЮ

ЏᵂɎ ӃẐMᴔϢ Ṯᾃ ȳȳ Ӄ ӢɎҔ ӃẐ ȳ Ӣrsquo ɏȳ ӢɎҔ Ṯᾃ ȳЀӢȳ Ӣ Ṯᾙȳ ϩrsquo ɏȳ Ӣȳ Ṯᾙȳ Ṯᾙȳἤ Ṯᾙȳ ṮᾙɎҔ ȳЀȳЄ ȳṊ ɏ ȴ

currenȳ ҖӀ ἇ ӢἬȸ ҖӀ ἇ Җ ϚVVuarrOOὑӖ VOדOOѣ partᶙכ ӣȲӔהⱢӀӖ ẁ ὢȴᴯ ӻ ―ᵓПӀМїȲ еἬȳ ȳљ ᴯѩ ȲӖ Ѡ―ᴖ ṿӣ ȴ ẁ Ṯ ȳӃẐrsquo ȳМᴔדrsquo ȳensp ȳ ṮᾙȳṮᾙ ὢ ȴyenȳ ҖӀЂὭ ὢ Мїȸ ҖӀЂὭ МӔRQW PpartӴὑӖ RPדȲrsaquoṝⱢ ὙЍ ᶝЂὭ ӢἬȴӖ WRדOѣOѡ Ȳ ҖӀЂὭ ӢἬ ḂạⱢ ҖӀЂὭ ὢ МїȲ ạ ⱢQTϢȲ

ȳ sbquo ȳϢṶȳ ᴯȲљ ȳ ὢ ȳ Ӣrsquo ȳМᴔדṮ

ᾙȳц Ӣȳ Ӄ Ӣȳ ṮᾙȳӢỄ ȳῂȳequiv ᶾ ȳ Ӣ ṎΩ цשᴕȳѝ

ȳ ȳҏ Ṷ ȴ

PVЊ

в

ῂ ї ȸῂ OL ῂ ᾼ ȴPL ứῂ Ȳ ứῂ ӣȴQL ṳ ῂ Џᵂȴ

199

Ѡה

OL ȸ ѿ Ѡה Ȳensp ỰЮȲᴩ ȳנ Ṏ ȳῂὢ Юȳ

ҏ ὢ ȳ Ự ȳеԚ Ӣ ṆЮȴPL ᵂȸ Ӑ ᴞ ɦ ὙᾼϚщɧ ѱȲвצ ensp ȳỰ ȳᴩ ц Ѝὢ ṳҒѿ ȳ ῂ ᶝȳ Ἤȳ Пȳנ Ṏȳṝї Ȳ ȳῂ Єὢ ȳ ỰᴔϢ ȲӦ ᵂМ ȴQL ᵫ ȸ ứ Ȳ ῂ ᾓȲӢ Ȳẓ ҏῂ ᾼ ӣѠהї ȴἨ Ἤ ẞᾼῂ Ȳ ứӣ ȴ

200

ἬЮ

ȳүҖӀҖѝо Ɏrsaquo ɏiexclȳ ҖӀӴ Ὑ е ȸᴯὑӐ ЄWẁ Ṯᾃ ȳ rsquo ȳМᴔד Ṯᾙȳ Ӣ ṎȳӃ Ӣȳῂ ȲӖ ṮἤП sbquo ὢȴcentȳ ҖӀӴ Ὑ Ự ȸᴯὑӐЄ WӦ Ự ц Фד Ȳ ẁ ứ М צ Пᴞᶺ ϩᾼ Ȳ ẁᶾ ἤẞὢ Ȳ С ἤᶙ ᾼ ȴ

poundȳ ҖӀӴ Ὑ נ МїȸᴯὑӐЄ QʆӐ נ Ṏὢ ẁ ᵑᾼד ȴѿⱢד ЀȲὢ כ ҔϠȸʆ Ɏ ȳЊẐїד ȳЊẐד ȳЊẐדȳד ȳᴘד ɏדʆᾬ ᾙ ȳ ᾙ ȳ ṕᾙʆ ᶩї ᾙʆῂ ЏᵂʆӐ ѿ ȳӣї їẃו tradeІȲ ᴿц ᾼtradeІ ẁ ἤ ᴷȳц Ṏὢ ȲὑӖ WWדцONNדꞋ үҖӀ Ӣᶝנ ᴕ ȴcurrenLgt ҖӀӴ Ὑ ЊẐדȸᴯὑӐ ЄP Ẑדemsp цЂὭemsp Ẑemspӭrsaquoכ ԚצOPϢȲӦ ҖӀӴ Ὑ ѝenspἬ ПẐד ȲҔḈ ѻԉȲTᴯ

ד ȳQᴯ ԉѻᾙ цPᴯ ȴӐ ЊẐדѻ ⱢẐד ц ȴ ẁequiv ȳemsp ȳᴰ Ϣᾼ ц ד ҵȲв ȳᾌ цᾙ Ȳѿ ẁϢἤоП ȴ ϢẞԓѠᴯᾼ Ȳ ẞѿ ϢⱢМїП ₇ ԓȴ

yenLgt ᶝȸ ҖӀЂὭ ἔ VN ȲᴯὑӐ ҖӀӴ Ὑѿ Єן ц Ἤ Ѡ ⱢѻȲ Ự ӣ₇Ȳ ẁӖ ӣ цӣ ԓΩ ὢ ȲⱢԓӖrsquo פ ᶝȴ

201

в

ῂ ї ȸῂ ӣOL ῂד ȴPL ῂ ӣȴQL ṶϢ Ṽῂ ᾎ ᾼד ȴRLѻ Ầᵗᾼ Ɏcent sup2currengtyenumlshypoundumlshybrvbarɏȴ

ד Ḋ


PRЊ

Ѡה

OL ȸ ѿ Ѡה Ȳῂ Џᵂ ЮɎᵶ ứȳἤndash Ṯᾙȳ Ή ȳ ếȳῂὢᾎȳ Ừ ȳ ỰᴔϢ ȳ ứ ӣѠהɏȴ

PL ᵂȸ ῂ Џᵂ Ȳцῂὢ ᴔ ȳ ȳנ Мїȳ МїȲן ԈȲ ῂ ṆȴQL ᵫ ȸ ҏ Ầᵗᾼ ȲἨ ҏї Ȳ ῂ Ȳ Ӣ Ȳ

ӣѠהȴ

202

ἬЮ

ȳ ҖӀӴ Ὑ ῂ Џᵂ ȸᴯὑӐЄ Pכ צ enspOϢȳῂЏ цῂЏ TϢȳὢ ү ЏᵂϢ OϢȴὢ Ἐȸʆ ц Ἤі ᾼῂ ȳї ȳϩȲṿ ṾП ȴʆ Ȳ ẁ ϢӢ ȳї ȳῂ ԓѠᴯᾼȴ

ʆ ԉ Ϣ ц ᾼ Ȳ ю ὄleȳΉ Ȳ сὢ ₇ ȴʆ ȲẦᵗ ᵓ ȴʆ Ϣϩȳᾬϩȳ ϩПῂ Ầᵗ Пȴὢ ӭȸʆ ὢ ЏᵂȸẦᵗ Ϣ ȳ ȳїȳ Ầ ȳ Ȳѿцҏ ὢȳ ᵓ ὢ LLLʆ Џᵂȸ П ᴰӖц ȳ хȳנ Ẑ ц LLLʆ Џᵂȳ ῂ ὢ ȸЄПȳῂІ ὢ LLLʆẦᵗ ӣ ῂ ᵓ ȳᵅןϤљ כӣ ᵗȳᴔϢц ᴰӖ Ѳ ᵗ LLL

ʆ ᶳ ὢ Џᵂȳ ӢеԚὢʆ ṝї ứЏᵂʆ hellipʆῂЏד Ṇד ӢПʆ ắҵꜜ Ṷừiexclȳ ҖӀӴ Ὑ נ МїɎrsaquo ɏcentȳ ҖӀӴ Ὑ ЊẐדɎrsaquo ɏpoundȳ ҖӀӘὙ Мїȸ ҖӀҖ Ӱ POOSSʆӘὙ МїⱢ ᾎϢṎכῂ ᵓ ɎѿϯӐ ɏ ҖӀȳ ҖӀἈỗ цᴞᴩ Ӵכ

ϠPU МїцЏᵂ ПϚȲ ӣ ϢϩѿԚῂ оᾼὢ ȴʆẐ ὢ Ѡ Ȳ ẁנ Ṏѡ Ṏȳמ иạȳẞ ṎʆכϢὢ Ѡ Ȳ ẁדכї ῏Пѡ ȳỏ ᴰ ȳ partɎᵶ ȳ ȳrsaquo ȳᶨ ἤ ȳќἤ ȳ ԛ ɏцhArrṝї ῏ᾼ ὢ ȲṳṼṝї ῏цẔἬ ẁ ȳ ȳ ὢ ȲӐ ӂᶁḕדὢ ЄүҖ ῺONNNNṝї ῏цẔ ȴcurrenȳ ҖӀӴ ᴔ ȸ ҖӀҖ ῀ᴩ USʆӐ צ enspȳ enspц OϢȲϯ ᴔ Ẓ

203

ד ḊOLἤᵑ іȸPLῂ іȸ

ἬЮ

Ɏ М ᴔ ȳ ế ᴔ ɏцrsquo Ȳṳ ῂЏᵂ ȳᴩ ȳ ȳ ȳϢṶᴯȴʆ ẁrsquo ȳ цаӢ Ἤʆ emsp Ȳ ẁ Ӗכ ὢ ȴʆ ḊȲ ẁᾬ ᾙ ὢ ȴʆ ᶩᴯȲ ẁ ᴔоȳӢ ᾎᴞ Пensp῏

ȴ

в

ῂ ṆȸӢᾬї ῂ הП ӣOL ҏ_IÌaIb[vᾼӢᾬї ῂ П ПהӕἬῶᾼ ᵑ цẔ ȴPL ҏᴞА Ӣᾬї ῂ ה Ӣᾬ ῏Ẓה Ϣ П ȴQL ѿӢᾬї ῂ כ Ȳẃה ῂ

П ȲẂ ἬἨ ӢἬemsp ϢᴟюPᴯцỰ ϢᴟюϚᴯȴ

Ѡה

OL ȸ ѿ Ѡה Ȳῂ ȳȳᴔד ȳ ȳӢᾬї ῂ ȳἤᵑה

ȳ Ӗ ȴPL ᵂȸ emsp Ɏᵶ ҖӀӴ ὙȸҖemsp ȳЂὭemsp ȳ emsp ȳᴔדemspȲὲ emsp ɏȳṂϢ ἬȳѿцỰȳ ҖӀҖ ӥṭ Ѝ ὢ ȳ ⸗ ȳ ѱФ ה ȴQL ᵫ ȸ ҏỰ Ἠ emsp ᵫȲѿӢᾬї ῂ ה ᶩ ȲѿчԓϢоᾼ ȴ

PRЊ

204

ἬЮ

ȳ ҖӀӴ Ὑ emspד ȸᴯὑӐЄ Pכlsaquoӭד ԚצPOϢȲדѻԉOϢȳ ԉѻᾙ T

Ϣȳ ԉѻᾙ QϢцᴰ OOϢȴȸצ ȳᴨ ȳכѱ ȳn_aq

Ṇ ϩ ȳᴘ ȳ Ἁ ȳ ϩ ȳϚ ҵ ȳequiv ȴiexclȳ ҖӀӴ Ὑ ҵemsp Җemspȸ ҖӀҖ Ӏ QN SdȲᴯὑҖ ᴩМївȴѿɦ ẁҖ ỰӖϚᾼ ₇ ɧⱢӭ Ȳצ ὢ emspᵑד Ѡ―ῂ Ӗ Ȳ ᾼemspד צ ȳד ȳᴘד ȳד ȳїדвדȳ ȳӫד Ȳד ᶁӦ ҖӀӴ Ὑ ד ד Ệứכ Ȳҫצ

Ϣכ ȳemsp ȳ ц ȳᴔϢȳ Ṯᾃ ȳ Ẑemsp ȳІ ἳѱ ȳ

ᾙ ȳї ὢ Ȳ ẁῂ Ӗ sbquo ȳ Ṯrsquo ȳ ᾙ ȼ ṝ ᾼцї ᾼ ȴcentȳ ҖӀӴ Ὑ ҵemsp ЂὭemspȸ ҖӀЂὭ МӔ RQW ȲᴯὑЂὭ ᴩМїOȴѿɦѿὢ ЂὭ ỰӖȲ ẁ ὢ ɧⱢỨסȲצ Ṯ emsp ȳЊẐדȳ ếϚד вדemsp ȲѿѠ―ῂ Ӗ ȴ ᶁӦ ҖӀӴ Ὑ כ ȴϱр Ϸ ẁכϢȴϚ צ ẁemsp Ȳҫҵ צ ᾙ ȳї

emsp ȴҫ ҔᴔϢ ȴױҵ ếЂὭ МїЛứ цІ ἳѱ ὢ Ȳ ẁῂ Ӗ sbquo ȴpoundȳỰ ᴰcurrenȳ ἬɎ ҖӀṂӴᴩ ᴔϢensp МїȳҖӀṂӴ ᴔϢensp Мїȳ ҖӀṂӴpartӖᴔϢἬȳ ҖӀṂӴא ᴔϢ Ἤȳ ҖӀṂӴensp

ᴔϢensp Мїȳ ҖӀṂӴὭ ᴔϢ Ἤȳ ҖӀṂӴ ᴔϢensp Мїȳ ҖӀṂӴ ὙЍᴔϢ Ἤɏyenȳ ⸗ ȸ ҖӀМЍ ensp PQP RʆᴞOWTVדɎӖ SUדɏ ⸗ Ӵүכ иᵗ ᴨẐ ȳ Ẑ ȲӖ gtVTgtד ₤Ɫ ᾎϢүҖӀ ⸗ gtȲӖ VWד ỞⱢҵ ὢȴד ᾎ ᾎכғȴʆὢ ȸҵ ІЅц Ẑ ȳOV ѿϯП ц Ẑ ȴʆὢ ӭȸ ᵗȳ ᵗ ȳї ц Ṏ ȳȳ ὢ ȳ Ӣѯȳ Ѕȳ ȳ Ṏ ȳ ȳ ὢ

205

ד Ḋ

OLῂ Ṯ ȸѵӔ ѻ gt ד gtϟאPLῂ њҌȸ gtQL ЧɎPNNUɏȴ ῂ ᾼ ɎnewOῂד ɉῂ ῂ њҌɏȴүҖȸ ЍȴRL ЧɎPNNWɏȴ Ϛ ἅ ᾼῂ ʟpart Җῂ enspzwnjќ ᾼ ȴ ὑ ȳ´Ɏѻ ɏȲ ү ṆԝQK ᴔоɎ OTWKOVQɏȴүҖȸ ᾎϢ ₇ Ȳ OTWKOVQȴ

ד ḊOLῂ Ṯ ȸѵӔ ѻ gt ד gtϟאPLῂ њҌȸ gtQL ȸү

ἬЮ

ȴbrvbarȳṙ Ἤȸ ҖӀЂὭ МЍҖ ϝVPuarrW O

ṂϢ ἬȲ ẁ ᶩṓ цד ὢȲ Ӗ ᵍὑỔᾌὑЄ ȲϷ ṹצᾼכ ȴsectȳ ӔӅ Ἤȸ ҖӀЂὭ щӞ QVuarrWumlȳ вד Ἤȸ ҖӀЂὭ Ђὧ TUcopyȳщӕἔὙ ȸד ҖӀЂὭ щӕᴫ ON P ПOordfȳ ѫӫ ד Ἤȸ ҖӀЂὭ МЍҖ UORuarrPP

в

ῂ Ṇȸῂ sbquoOL ῂ ᾼ ȴהPL ῂ ȳ ЏᵂȴQL ṳ ῂ ȳ Џᵂȴ

ἬЮ

ȳүҖӀҖѝо Ɏrsaquo ɏiexclȳ ҖӀҖῂ Є Ɏrsaquo ɏcentȳ ҖӀҖ ȳЂὭ ṭӖ Мїpoundȳ ҖӀӴ Ὑ P emspȲ ẁӖ ῀ц Ω

Ѡה

OL ȸ ѿ Ѡ Ȳῂ ЮȳῂеԚ Ӣȳῂ Ю ȴ

PL ᵂȸ Ӑ sbquo ᴯȳȳ ȳ ỰᴔϢ ȳῂ ה ȳȲ Җѝо ῂ Ȳ ѿῂ

Ɫ ᾼ ἤ х ὢ ȴQL ᵫ ȸ ҏῂ sbquo Ȳ ү ῂ

ᾓȲ ὑ ῂ ȳЏᵂᾼї part ȴ

PVЊ

206

ἬЮ

ȳ ҖӀҖ ȳЂὭ ṭӖ Мїiexclȳ ҖӀӴ Ὑ ד Ɏrsaquoɏcentȳ ҖӀЂὭ ὢ МїɎrsaquo ɏpoundȳ ҖӀϮ ӢἬɎrsaquo ɏ

Ѡה

OL ȸ ѿ Ѡה Ȳ Ὑү ӭrsaquoᾼῂᾓȴ

PL ᵂȸ emspד ȳ ὢ Мїҳȳῂ ה ȳ ȳẦᵗ ӢἬ ἤ

ȴQL ᵫ ȸ ứ Ȳ ҏῂȲ Ӧ ἤȲ ῂ Ȳ ҏẓ ȴ

OPЊ

в

ῂ ṆȸῂOL ү ӭrsaquoᾼῂ ᾓȴPL ῂ ᾼΩ ЏᵂȴQL ṳ ῂ Џᵂȴ

Ѡה

OL ȸ ѿ Ѡה Ȳῂ Ṯꜟ Ȳ₤ ȳ ȳ ȳ ȳῐ Ȳ

ц ꜟ ȳ ȴPL ᵂȸ emsp ȳemsp ȳỰ

ȳҵ Ṯꜟ ȳủ ἤ ῂ ȳῂ Ṯᾃ ȳ ᾃ ȴ

QL ᵫ ȸ Ҡ ҏῂ Ṯꜟ Ȳ ᶩᾭ ȳ rsaquoᴩꜟ Пи ц Ṇ Ȳ ῂṮꜟ Ȳ ҏẓ ȴ

VЊ

в

ῂ Ṇȸῂ ṮꜟOL rsaquoᴩꜟ Пи ạhArrц ṆȴPL ῂ ṮꜟЏᵂᾼ ᴩȴQL ṳ ᵫ ȴ

ד ḊOLеԚ Ӣ ȸ Җ Ṯ PLᴩ K Ѡᾎȸ partЧ

ἬЮ

ȳ ҖӀӴ Ὑ ד Ɏrsaquoɏiexclȳ ҖӀӴ Ὑ emspד Ɏrsaquo ɏ

207

в

ῂ Ṇȸ Ṯ Ἐц ӣOL ᴞ ҭᾼХ цῴȳװцӒ Ṯᾼứ ȴPLѿר Ṯὢ Њ ɎsqnqrdɏⱢẂȲ ҏ ᶩṮ Ἤ ПҳЄв цẔ ᾼϮ ṼfraslȴQL ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼ цכϢṮrsquo ᾼв ȴRL ҏ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼכᾎpart ȴSL ᴞА ɎἨẦᵗɏ ᴩԓӖ ϢцẐכrsquoṮrsquo цІ ἳѱ ȴ

ד Ḋ

OLῂ Ṯ ȸѵӔ ѻ gt ד gtϟאPL ЧɎPNNUɏȴ ῂ ᾼ ɎnewOῂד ɉῂ ῂ њҌɏȴүҖȸ ЍȴQL ЧɎPNNWɏȴ Ϛ ἅ ᾼῂ ʟpart Җῂ enspzwnjќ ᾼ ȴ ὑ ȳ´Ɏѻ ɏȲ ү ṆԝQK ᴔоɎ OTWKOVQɏȴүҖȸ ᾎϢ ₇ Ȳ OTWKOVQȴ

Ѡה

OL ȸ ѿ Ѡה Ȳῂ еԚӢȲ ӢἬ Юȳ ἤ Ȳҳ Юц ȴPL ᵂȸ ῂ ה ȳҳ ȳ ȳ Ṯ ȳ ȳ Іדἳѱ ᵂȴQL ᵫ ȸ ҏῂ sbquo ȳ emspᵫȲ ӭrsaquo вԓӖ rsquo Ṯrsquo ὢ ᾼכᾎ partȴ

PRЊ

208

ד ḊOLῂ Ṯ ȸѵӔ ѻ gt ד gtϟאPLῂ њҌȸ gtQLῂ іȸ

ἬЮ

ȳ ҖӀӴ Ὑ МїȸᴯὑӐ ∟OKPד ẁפQNNN ҖӀᴔϢ ȳכϢȳ це ȳеҨᴩ ȴiexclȳ ҖӀӴ Ὑ emspד ȸᴯὑӐЄ Pכlsaquoӭד ԚWϢȲ ѻԉOϢȳדצ ԉѻᾙ P

Ϣȳ ԉѻᾙ QϢȳ ד цOϢȲІ ἳѱ OϢȴʆ ὢ ӭɎgtOgtɏgt вцῂ І ἳѱ Ṟ ὢ ȴɎgtPgtɏgtῂ ȳ ὢ ȴɎgtQgtɏgt rsaquoц ∟ ȴɎgtRgtɏgt rsaquoȳ ∟ Ѕќ ȴɎgtSgtɏgtЛҺ ᵑemsp ȴɎgtTgtɏgt Һ П цὢ ȴɎgtUgtɏgtҺrsaquoъ ȴɎgtVgtɏgtϢ ṵט цꜟ ᾃ ȴɎgtWgtɏgtϚ emsp ȳᴰ ȳ ὢ ȴɎgtONgtɏgt ѫӕᴨ цᴒ ẛז ȴʆɎgtOgtɏgt ѱɎgtPgtɏgtḌϬ їɎgtQgtɏgt hArrɎgtRgtɏgtɎgtSgtɏgt їɎgtTgtɏgt ד ᾌɎgtUgtɏgtв ӣ ה ɎgtVgtɏgt דcentȳ ҖӀӴ Ὑ ЂὭemsp ȳҖemspẐemsp Ɏrsaquo ɏpoundȳ ҖӀ ἇ ӢἬɎrsaquo ɏcurrenȳ ҖӀЂὭ ὢ МїɎrsaquo ɏ

PRЊ

в

ῂ Ṇȸῂ П ᵂOL ῂ цӐЁἤ ạhArrᾼpartӴ ȴPL ῂ Ԛ цԚ emsp ᾼ ȴQL ṳ Ѭӂ ₣᾿П ȴRL Ṇ ῂ П ӣȴSL ῂ ₇ сП ȴTL ɦӢ₤ Ḃ ɧᾼ ᶾҾȴ

209

Ѡה

OL ȸ ѿ Ѡה Ȳῂ ЮȳЮȳ ἤ ȳ דד ȳᴔד

דד ПМᴔד П ц ӣ ȴPL ᵂȸ emsp ц ᴩᴔϢ ȳכϢȲ ᾌ ᵂȳ ȳ ȳῂה ȳemsp Ӣ Ṏ ȴ

QL ᵫ ȸ Ҡ ҏ emsp Ȳ ѝ ҏӣȲἨ Ӣ Ṏ ї ȲиέᴞАӐṝ

ᴩᴔדϢἨ ἤ Ϣᵂ ᵑ Ӣ Ṏ ᾼ ȴ

ד Ḋ ЧɎPNNWɏȴῂ Пכғ ʟѿҖῂ

ⱢẂȴ ὑ Ɏѻ ɏȲ ᵂњҌɎ PTKQWɏȴүҖȸү Ṏשṅ ȴ

ἬЮ

ȳ ҖӀӴ Ὑ ד ɎrsaquoɏiexclȳONQדhArr Ӑ ᵂПῂ ȲԚצR ȳPPἬȲиᵑⱢȸ

OL Ѝῂ Ɏ ἬȳὭ ἬȳӔӅ Ἤȳἔ Ἤȳṙ Ἤȳ

ꜗ ἬɏPL Ϯῂ Ɏщӕ вẐד Ἤȳ Ἤȳ´ѷὕ Ἤȳᴶ ἬȳᴹӖЊẐד ἬɏQL Хῂ Ɏᴘ ד Ἤȳ Ἤȳ zwnjЊẐד ἬȳӰ Ḉϩכ ἬȳὭѝӔᴘ ἬȳщϚᴘ ד ἬɏRL ῂ Ɏ ⸗ӫ ד Ἤȳ ὙЊẐדἬȳר Ἤȳ ӥ Ἤȳ Ἤɏ

Ѡה

OL ȸ ѿ Ѡה Ȳῂ ᾼᵂȲṳ ῂ ȴ

PL ᵂȸ ṂϢ ἬȲ ῂ ἬԚ Ȳṳ Э rsquoạhArrϯȲ Ἤᾼ Ѡהȴ

QL ᵫ ȸ Ҡ ҏῂ Ἤ ᵫȲїȴ

OPЊ

в

ȸМᴔד П ц ӣOL вМᴔ rsaquoϫЄײцrsaquoХЄ ȴPL ᴞА ᴩᴟюϮ Мᴔד ṓ ἤ ᾼ ᾙцד ȴQL ҏᴞАӐṝ ᴩᴔדϢἨ ἤ Ϣᵂ ᵑ ӢṎ ᾼ ȴ

210

ד ḊOL ế K ȸү ếPLӒ ᾙ ȸү ế

ἬЮ

ȳ ҖӀӴ ἔᶕ ἪɎ ӲɏӦắ ᾼ Ϣ ȲⱢ Ӓ Ϣц ẁ ὢ Ȳ ᵗ Ϣצ ạ цЛᾭȲ ẁṝȳїȳ ᾼХԓ ȲṳѹẦᵗ ϢцϺцїײ Ȳѿ ӢײẒדȴ

iexclȳ ҖӀӴ ἔᶕ Ϣ ἪɎא ɏQTצ ᶩᴯȲןᴰ ѻ Ɫ ϢПṇṓȲҔᵶ а ȳЊ ȳ ἤо ȳᴜᴚ Ȳ ҷ ῝ᶩцԊ ẻᵮ ᾼⱢѻȴ

centȳ ҖӀӴ Ὑ ῂ Џᵂ Ɏrsaquo ɏ

ד Ḋ

OLᴔד ɎϚɏᴔד ᴔоПϚ fraslȸү ᴔדPLnplusmnumlshycentumlmacrlaquocurrensup2gtregyengtecurrenplusmnuml sup3plusmnumlcentgtkcurrenpoundumlcentumlshycurrengtDgtecurrenplusmnregshysup3reglaquoregbrvbarcedilɎf sup1sup1 plusmnpoundɏQLᴔϢ ᴔϢ ȸ RL ᴔоK ȸ

ἬЮ

ȳ ҖӀӴ Ὑ emspד Ɏrsaquo ɏiexclȳ ҖӀӴ Ὑ ד Ɏrsaquoɏcentȳ ҖӀӴ Ὑ МїɎrsaquo ɏ

Ѡה

OL ȸ ѿ Ѡה Ȳ Ɏᵶế Ẃȳ Пӭ ȳ ц в ɏȳ Ϣ ц Ừ ȴPL ᵂȸ Ἢ Ϣ Ἢȳῂὢ ế Ừ ȴ

QL ᵫ ȸ Ҡ ҏ ẦᵗᾼӒ Ȳѝ ҏү ế ᾓȲ ῂ ế

ӣȲṳ ҏ ї ȴ

OPЊ

в

ȸ ɎᵶӢײ ȳ ɏ ἘцӣOL ɦ ế Ẃɧц Пӭ ȳц в ȴPL ɎἨẦᵗɏ ᴩϚẂ Ự Ἠ Ἢ ϢП ᴷ ȴQL Ἠ ϚẂ ד ᾼ ᵫ῀ȲҔϢ ȴRL ҏᴞА ὑ ᾼ Ἠᵺ ȴ

211

Ѡה

OL ȸ ѿ Ѡה Ȳῂ ἤ ȳ Ὑ Џ ᾓȴ

PL ᵂȸ Мїȳ emspד ȳᵂ ц ᵫᵒ ȴ

QL ᵫ ȸ Ҡ ҏ ᵫȲ ѝ ҏӣȲἨ ҏ ї ᵫȴ

VЊ

в

ȸ Ɏ ӢɏɎ ɏOL ЏᵂϢ ᾼ ἤȴPL ᾼ ЏᵂȴQL ṳ ᾼ Џᵂȴ

ד ḊOLfslrcpEqgtbgqc_qcqgtmdgtmaasn_rgmlqPLmcentcentacutemacr sup3umlregshy laquogtcshymicroumlplusmnregshynotcurrenshysup3 laquogtkcurrenpoundumlcentumlshycurrengtɎhregsup2currenmacrsectj bregacuteɏ

ἬЮ ȳ ҖӀӴ Ὑ emspד Ɏrsaquoɏiexclȳ ҖӀӴ Ὑ МїɎrsaquo ɏ

Ѡה

OL ȸ ѿ Ѡה Ȳ ἤ Ɏᵶ rsaquo Ӄ Ӣ Ἐц ӣɏȲ ӢἬЮɎᵶ Ӄ Ӣ ɏȴPL ᵂȸЊẐד Ẑemsp ȳ emspד ȳemspד ȳ Ȳ ᴩẐ Ṯrsquo ὢ цІἳѱ ȳІ ἳѱῂ ἤ ȴQL ᵫ ȸ Ҡ ҏ emsp Ȳ ѝ ҏ

ӣȲἨ ҏ Ӣ Ṏ ї ᵫȴ

OPЊ

в

ȸ rsaquo Ӄ Ӣ Ἐц ӣɎ ɏOL Ϡ в rsaquo ȳ Ӣrsquo ȳẐ Ṯrsquoц Ѕ Ṯrsquo ὢ Пв ȴPL ᴞА ἨẦᵗ ᴩ rsaquo ц Ӣrsquo ὢ Пᶩ ᵂȴQL ᴞА ᵂɎἨẦᵗɏ ᴩẐ Ṯrsquo ц Ѕ Ṯrsquo ὢ П ᶩ ᵂȴ

ד ḊOLῂ ד ȸ ד іgtPLẐד ᶩ ȸ

ἬЮ

ȳ ҖӀӴ Ὑ emspד Ɏrsaquo ɏiexclȳ ҖӀӴ Ὑ ЊẐד Ẑemsp Ɏrsaquoɏcentȳ ҖӀЂὭ ὢ МїɎrsaquo ɏpoundȳ ҖӀӴ Ὑ emspד Ɏrsaquo ɏ

212

OTЊ

в

ȸῂ ensp ɎᵶᴔоПenspἘɏOL вῂ ensp ṆцỰ ȳ ȳῂensp ȴהPL в ensp П ἤȳensp ϢПןцẔ ӣȴQL ῂ ensp ȳᶔ ӣȴRL ensp ṓ ᶾ ȴSL ҏ ὢ цạứ ȴ

Ѡה

OL ȸ ѿ Ѡה Ȳensp ȳỰЮȳῂὢҏ ȳᴩ Ȳᴔד שȴPL ᵂȸ ῂ Ṇ enspɎᵶ Ἤȳ ᴔ ȳ П ȳỰ ɏȲỰᴔϢ ȳῂ ᴔϢЄ ȳῂ sbquo ȴQL ᵫ ȸ ứ Ȳ ῂ ᾓȲӢ Ȳẓ ҏ ӣѠהȴ

213

OTЊ

ד Ḋ ensp ȸ

ἬЮ

ȳ ҖӀӴ Ὑ Va П ȸᴯὑӐ Va ἪʆὑϟϫדХѣϫѡכӴȲ ҳϫᶩ ẁensp ῏оцϢἤоᾼ ȲӐ ɪὢ ԒȲᴰӖ Ϛɫ

П‒ἘȲ ὑ ᾎᴞᶺ Ȳѹ PRЊ ԓѡ ῏ȲӦ ȲѿϢἤо Ȳԓȳ ȳ ᾼ

МȲ ẁᶙ ᴖ ἤᾼ ὢ ȴʆϤᴰ ԈȸЛиἤᵑȳ љ ạȳ ἤᵀ ứȳ ᾎᴞᶺ ȳ ȳ

ȳᴔϢҷ Л ṛ῏ȳẻᵮ Ṽ ῏ȳ ϩ ȴʆὢ Ϣ ȸ Ϣ Ȳ ὢ Ȳ ȲȲῂЏȲᶳЏȴiexclȳМ ԓᴩ Ầ ȸ ҖӀв ԏ SRVuarrOS SʆẦ ỨסȸṳpartӴɪlregKjumlyensup3gtnreglaquoumlcentcedilɫЛԉ њὋП Ȳ Ṏ ῏ὑ Ἤ ᾃ ᾼϢ

Џ ц Ӕ ӣ ẓᾼ ἘȲѹ ὡensp ὢϢ П Ȳѿrsquo ensp Ϣ ᾼ ԓцṮ ῏ᾼϡװ Ȳṳ сᶺ ԓᾼ₇ԓ ế ӻȴʆẦ ԉ ȸOLΩ Ἐц ṎPLpartӴ ц ạhArrQL ц ґᾬҏᾪRLῂ ὢSL ᵂц ד TL ὡԓ ₇ ц ӻcentȳ Ἤᴩ

в

ȸῂ ȳ Ṇ ד ᾎOL ד ᾼᾎradic ЮȴPL ү ᾼᾙ ȳה Ṇ


214

VЊ

в

ȸ ᴞ ṮᾙOL ᾼ ᾙ ȴPL ү ᾼᴞ ᾓȴQL ᴞ ᾼ ᴷ Ṯᾙȴ

ἬЮ

ȳ ӀӴ ὲʆὲ Ϛ Ṏ ц Ӣ ứПד ד ȲӼ ҖӀἈ ӢᶝἬ Ȳ Ϛї Ӣȳ צ П ד ד ȳԓṆП МȲ Җ П ї ȲҖ ῺUNN ϢЀ ї Ӣ Ȳѿ

ẁӖ цї Ӣὢ Ɫѻ ԉ ȲṳⱢᴩӢ Ἤ ứП ד ц Ϣ Пȴ

ʆѻ ᶩ Ϛצᵑד כȳד ṮᾙדȳїṝɎᵶϚד вדȳ вדцѲדɏȳẐ zwnjюדד ῂ Ɏד ẁPRЊ equiv ȳῂ gtequivȳỰ ᾙ ȳ ȳ ҖӀῂ ї ӢМї ỏ emsp ὢ ɏȴױҵȲӼ ẁῂ МїɎѝЍȳ Ѝȳї ц М ҳ Џᵂᵽɏȳῂ їц ᴞ ї emsp ὢ ȴ

ʆⱢ ҖӀ в Ɫ emspѹ ᶙ Ȳ їѠ ᾼ ד ד ȴ

iexclȳ Ѝ ЏᵂᵽⱢ ẁ ᾭ ứᾼ ῏ rsaquo цᶨ ἤЏᵂᾼȲṳ ẁ Ȳѿ Џᵂᶾ ȳЏᵂἤȳ ϢФ ᾼ ц Ϣ hellip Ȳsbquo ῏ȴcentȳ ҖӀӴ Ὑ ѡ Мї

Ѡה

OL ȸ ѿ Ѡה Ȳῂ ӢɎᵶ Ṯᾙȳᴞ Ṯᾙȳᾬ ӣȳ ạ ᾎȳῂ ṓ ц ᶾ ɏ ȴPL ᵂȸ ד Ἢ emsp Ȳ

ȳ ạ Ȳ х МȳᴞṮᾙМїȲ ї ῏ Ѡהȳ Ṯ Ṇᵂ Ȳה ӣѠהȴQL ᵫ ȸ ứ ᵗᾼ Ȳ үᴩ ᾎ ῂ Ȳṳ ҏẓ їȴ

ד ḊOLῂ ד ȸ ד іgtPL њҌȸ

215

в

ȸᾬ ӣ Ɏ ɏOL כ ᾬד ᾎȴPL כ ᾼ ᾙ ȴהQL כ ṓᾼẆ ȴRL כ ῂ ᾼ ȴ

OTЊ

Ѡה

OL ȸ ѿ Ѡה Ȳῂ ӢɎᵶᾬ ӣ ɏȴPL ᵂȸ ד Ἢ emsp Ȳ

emsp ᴰ ȳѿϠᾬ ӣ ᾼ ᶩȲ ӣѠהȴQL ᵫ ȸ ҏ Ȳ כ ᾬПүᴩ ᾎ ῶ Ȳцῂ Ȳṳ ҏẓ ї ȴ

Ѡה

OL ȸ ѿ Ѡה Ȳῂ ӢȳṮᾙȳᴞ Ṯᾙ ȴ

PL ᵂȸ ד Ἢ emsp Ȳᴞ ṮᾙМїȳᴞ emspϢ ἘȲ ЮцӣȴQL ᵫ ȸ ҏ Ȳ ᴞ ṮᾙПү ᾓц Ю Ȳиṹẓ їȴ

ἬЮ

ȳ ӀӴ ὲ Ɏrsaquo ɏiexclȳԓ ᴞ ṮᾙМїⱢ Ӣ ᵓ ỗ ү ᴞ Ṯᾙ ᴞ ṮᾙЏᵂȲכӴ ᴞ ṮᾙМїȲẦᵗ Ӏ ᴞ Ṯᾙ Ȳsbquo оᴞ Ṯᾙ цЮϤ Ȳם Ѡ сᶺ ї Ӣ Ȳ ῂ ќ Ȳ ὑѿ ϢⱢМїȳ Ɫ ᴯȳῂ ⱢПԓϢ Ȳṳצ ᴞ ԍ ῏ ᴩᶔ Ȳῂ ѝоФᵗ ȴ

ד Ḋ

OL њҌȸPL П ᾭц ȸэQL ᶩ ȸὭRLᴞ ṮᾙṆԝOWԓ ᴞ Ṯᾙ

ἬЮ ȳ ӀӴ ὲ Ɏrsaquo ɏiexclȳ Ѝ ЏᵂᵽɎrsaquo ɏcentȳ ҖӀӴ Ὑ ѡ Мї

ד Ḋ ӣ ȸүЄ

216

Ѡה

OL ȸ ῂ ȳῂ ᴷȳ₨Ӏ ȳῂ Ю Ȳѿ ῂᾼ њȴPL ᵂȸ ӢἬȳ ὢ Мїȳῂ

Ṇȳῂ Є Ȳ Ȳὢ ῂ Ӗȳ ῂ ᴥȲ ȴQL ᵫ ȸ ứϚ ῂ Ȳ Ȳṳ цԚ ПЊ ȲӦῂ ᴔ Ȳ ᴩ ᾼ ȴ fraslϱѿ Ϛȳϡц ȷ Ϯȳҳ ȸứ ц ứῂ ȷᶬХ ȸѝ иέἨ Ẫ ȷ г ȸứȳ ứɎἨ Ẫ ɏȷ ϝ ȸ Ȳᵫ ᵂȷ ϥ ȸ ȴ

ἬЮ ҖӀӴ Ὑ ד Ɏrsaquo ɏ

в

ѻ ȸῂ ד ᵫOL ӭ ȸ ᵶῂכ ȳἤᵑ ԚгԌ ᵫȴPLẔМῂ ȲӦắ Ϛ ѿ Ἤῂ Ɫ П Ȳ ɎἨ Ẫ ɏȳѝ ȳ ạứȳ иέȲ ᴩ ȲᶙᵫȲ ṓ Ф ȴQL ї в ȸ иέM ᵂM ᵫ

OTЊ

ד ḊOLῂ њҌȸ gtPLῂ іȸ

ɎRNЊ ɏϚ

в

₤ аѻ ȸ OL ӭ ȸ ῂ Ȳᴔד Ȳ ᴔד Ȳ ῂ enspᴩПв ȴPL ї ȸgtМᴔד П ц ӣM

Ἐц ӣMῂ ensp MᴔоПenspἘȴ

217

ɎRNЊ ɏϚ

ἬЮ ȳ ҖӀӴ Ὑ lsaquoɎד ɏiexclȳүҖӀҖѝо Ɏrsaquo ɏ

Ѡה

OL ȸ Ӑ ὢ в Ȳὁѱȳ ᵂ ѱȳ Ғ ὙȲ ὑϮХ Ȳװ ὙȴPL ᵂȸɎOɏsbquo ȸ Ựensp῏ ȳȳῂ rsquo ȴɎPɏ Ṯ ȷᴔϢ ᾃ ȳᴔϢῐᾣ Ṯᾃ ȴɎQɏנ ȳנ ᾙ ȸῂה ȳᴔϢ ȳᴔד emsp ȴɎRɏ ạȸῂ ȳỰ ȳᴩ ȴɎSɏenspṆЮ ȴɎTɏ ȸ Ἢȳ Ϣ Ἢ ȴQL ᵫ ȸ ҏ Ȳү ᾓȳ ṓ ȲѿԓϢо Ȳ ῂ Ȳ ῂ ӣȲ ҏẓ ї ȴRL ӭᾼȸṿ ἷ ᾼ Ȳ ῂᴔϢ ᾼứᴯȲṳ ӣȴ

ד Ḋ

OLῂ њҌȸ gtPLῂ іȸQL ЧɎPNNUɏȴ ῂ ᾼ ɎnewOῂד ɉῂ ῂ њҌɏȴүҖȸ ЍȴRL ЧɎPNNWɏȴ Ϛ ἅ ᾼῂ ʟpart Җῂ enspzwnjќ ᾼ ȴ ὑ ȳ´Ɏѻ ɏȲ ү ṆԝQK ᴔоɎ OTWKOVQɏȴүҖȸ ᾎϢ ₇ Ȳ OTWKOVQȴ

в

₤ аѻ ȸ ʟῂ ӢOL ӭ ȸ ὑ Ȳ ṝ ї ῂ

ῴ ȳᴟ ȳ Ӣᾎȳ ᾼῂ ӣȲ ӣȴPL ї ȸῂ ȳ Ṇ דᾎM ᴞ ṮᾙMᾬ ӣ

218

ד Ḋ

OLῂ ד ȸ ד іgtPL њҌȸQL П ᾭц ȸэRL ᶩ ȸὭSL ӣ ȸүЄTLᴞ ṮᾙṆԝOWԓ ᴞ Ṯᾙ

Ѡה

OL ȸ ῂ ї ӢṆԝ Ɏᵶ Ṯᾙȳᴞ Ṯᾙȳ ạ ȳ ᾬ ӣȳ ṮᾙɏȲӦὲ ᶙ ȴPL ᵂȸɎOɏ ȸὲ ȳᴞ ṮᾙМїȳЂὭѡ Мїȳ Ѝᵽ ἬȳҖemspї ȴɎPɏemsp Ἢȸ emsp ȳ ạ

ȳӢ ї ῂ emspה ȴQL ᵫ ȸ ѿ ṶԈȲἨ Ȳứ Ȳ ү ᾓȳ Ю ȳד ᾎradicȳ ᶩ ȳ ῂ ᾼ Ȳҏẓ ї ȴRL ӭᾼȸṿ ὑῂ ᶙצ ἘȲṳ ӣῂ Ӣ ȴ

ἬЮ

ȳ ӀӴ ὲ Ɏrsaquo ɏiexclȳ Ѝ ЏᵂᵽɎrsaquo ɏcentȳԓ ᴞ ṮᾙМїɎrsaquo ɏpoundȳ ҖӀӴ Ὑ ѡ Мї

ῶȸ

NOKOQXNNKOUXNN

ῂῂṮꜟ

ῂ rsquo ȸȳᵎ

ᶰ ȳṮᾃ

emspɎᵶ Џȳ

rsaquo ɏ

ṮἘцӣכϢцᴔϢ

ῂӣҖӀᴔ emsp

NOKNWXNNKOPXNN

ṓד ȳῂ

Ю

ῂ rsquo ȸȳᵎ

ᶰ ȳṮᾃ

emspṮἘцӣכϢцᴔϢ

ῂӣҖӀᴔ

NPKNWXNNKOPXNN

ῂПц ᵂ

ῂвἬПЮ ц

ῂἬᾼṔᴥ ғ

Җemspד

emsp

ῂ


219

NUKNWXNNKOPXNN

enspṆЮ

ӢἬЮ цɎ

ἇȳϮӢἬɏ

ѡМї hellipȳᶹ

emsp ἨᴩⱢד

ὢМїЮ ц

NTKOQXNNKOUXNN

ῂ enspVaП

Ἤᴩц

ῂМї

Ự ᴔדỂԓᴷцӣԓᴔϢ emsp

Ӣײȳἔᶕ

Ϣ

Ӑ Ɫ₤ а

NUKOQXNNKOUXNN

ῂ ᶝ ӢἬЮ цɎ

ἇȳϮӢἬɏ

Ὑ ῂsbquo ῂ

ὢМїЮ ц

NVKNWXNNKOPXNN

נ Мї Ӣᾬїῂ הӣɉדemsp

ῂӣῂЏᵂЮ

emspדK

І ἳѱế Ѕrsquo

ӒכὨῂ

ᵫɎЀɏ

NQKNWXNNKOUXNN

ῂ

Җѝо

ῂ

Җѝо

ῂ

Җѝо

ῂsbquoҖ

ѝо

ῂsbquoҖ

ѝо

NPKOQXNNKOUXNN

ῂПц ᵂ

ῂвἬПЮ ц

ῂἬцהᵂ

ЂὭemspẐemsp

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newắ ѿ ϢⱢѻȲᶙכϚ ԓϢП Ȳ Ϣ ᶩЏᵂȳᶩ Ȳҭ ȳ ȳ ᵑ ПᶾҾ ṳ вד Ἠ цᾙ ᾼ ȴҫѿemspȳ ᶩ ȳ ѠהȲҒ їц Ӑϩȴ Ҡ ד ᴩ ứᾼ ї ȴ

ϒȳ ᶩЏᵂȸᶩ Ȳnewgtắ Ἢ ϚϢЏᵂȲ emsp ȳ Ἢ Ϣ Ȳ

ᾙ ȳ ᶾ ȳᵒ ὨɎᴨ и ȳᴨ Ӣо ȳ ᴨиέȳᶟȳ ― ȳvԏ цї ᵒ ɏȲ ᵍЛӇᾼ ȴṼ Ȳ װ ד ȲṳЮȴϡȳ Ἢ ȸἪ Ҕᵶṥ ѿцᶩ Ẓ Ѡהȴḕѡ ѻᾙ Fsup2currenplusmnmicroumlcentcurrengtplusmnregacuteshypoundGṥ ȲвҔȸ ᶩ ᾼ ȳ Ӣ оȳ ᵑ ȳϢᾼ ȳᴶ ᵓӣ Ṇ Fѝ ȳ

Gȳ цᾎradic Ȳṳḕѣ ᴰנ ῶȲῶ ᶁ ש ȴҒвד Ἢ ЏᵂȲᶩ ᶩ ѿ Ϣԓ

ϢⱢМїȳ ԓϢ Ȳ ᶩ ậ цᾼה ѠהȲѿ ᴰ asympᴕ ᾼ ếȲ сᴰ иέᾼ ϩȴ ᶩ

ϯȲ ᴰ Ȳ Ϣ ѠȲ ếὍ П Ȳᶙכҏ Ȳ Ӧȳenspד Ȳ new ᶩ ᾼ῀ᶾ ȳ ẓɦ їɧᾼ ᶩ hArrȲṿ Ϣẞ ᶙ ᴖ П ȴϮȳ emsp ȸ ᶩ ϯȲὑP emsp ắ ȴ вҔᵶ ҭ ȳṝ ȳ ᵫᵒ ȳ ᶩȳ ȳӣ ȳ ᶾҾȳ ц ᵂ ᶾȴ emsp נ Ȳ Ḃȴ ц ᶁ ᴷῶц ẪῶF ᴷῶGȲemsp ῶ ᶁ ש ȴҳȳ ᶩᶾ Мї ȸḕ Хϯр װ ד ᶩ ὑT ᶩᶾ Мїȴ в Ҕanp ȳМҶ ȳȳᶟ ȳכϢẻᵮцїХȳ ȸвד ȲḕѡӇ ҒȲѿ ᶙ П ȲѿϯꞋḕ ᴩϚװȸFϚGԓ ἤ ȸв ԓϢ ȳ Ϣԓȳ₇ ȳ ȳ ᾎradicȳ ạȳц ᵂ Ȳ צ ensp῏ Ȳ ѿ כ

233

Ѡה

ɸԓϢ ɹȴFϡG ȸԚש צ П Ẃ Ḃᶾ Ѡᾎȴᴰ Ϣ П ȲᵫȲṳ в ȴ rsaquoṳ ѝ П іȲ צ ѝ Ȳ ϱ ᵫȲṳ ắԓ ѻᾙП ȴ

FϮGѝ Ӧѻᾙ ẁ צ ѝȲ ∟ ҏї ᵫȲṳ ѻᾙ Фד Ȳѿ҉ ȴFҳG ᶩ ד Ԛ ϢᾼȲ йѱц Пᵒ ȲṳӦ ὨȲᶩ ᾼ῀ ӣȴ

FХG Ὅ ȳד ד ԚП Ȳṳѹ ᶩ П ὨȲѿ Ғ иέϩȴFгGвҵד ҵדȳὍ ȳד ד ԚϢᾼњ ᾓȲѿц ϧ∟ᾼ ὨȲѿҒ

Ϣᾼ ȴFϝG emsp ṓ ȳ ȸḕ Ϛװᴟ emsp

Ӵכ ᾼ ϩȲṳצ ᶩᴔ ẦᵗПȴгȳ ȸХϯрOPXQNὑвד ɦɧȲ ậᴞӦ ῶ ṓц hArrȳᾭᾓȲ Ф Ȳ ПᶮȲ ṳ ḟ ᶩ ϱἬ ẞᾼ ȴцắ ᾼ ᶮȴϝȳḕᴯ ḕѣᴟюRẂᶙ ҏ Ȳ ҭȳȳ ȳ ᵑ ȳ ᵑ ȳ ȴϥȳḕᴯ ḕѣ юצOẂד ȳOẂד

ӣцOẂ ₇ Ṷ ȴ

234

ἬЮ

Ӑ Ɫ Ȳ ῏ ᾓ ὑẔ МїẃᾼϚ оȲ ҉и оᾼ ẂȲḆ ẞϚ

ᾼ ȴϚȳвדЛиד Ἢȸ

ἪѿвדЛиד ἪⱢѻȲẔװ ד ἪⱢȲṜѿ ẁϚ ԓϢ П ȴ Ἢ ὑЄ ȲԚצг ἪȴⱢвדЛиד ἪȲױҠ ᶩ Ἢ ԓ ϯԝ ᴨ ȳ M ȳ ᴨ ȳ ἤ ῐ ȳϯẻᵮ ȳᶟ ȳ ᴨ ȳprimeᾭ ї ȳ ἤї ȳїȳṊᾣȳṊ оȳ о ҏᴨȳᴨᶟȳẻᵮ ȳȳᶟ ȳ ȳ ȳ ᾣMОȳ

Ἠ ᾼ ȴ Ἢ ȸצ ԅ ȳȳ ȳn_a_Ṇ ȷᴰ е צ

n_aqṆ ȳ ȳ ᴕ Ḋ ȳ Ḋȳ ᾬ ȴϡȳ emsp ȸӴὑP вדemsp Ȳ emsp emsp Ȳ ẓῈ ếὢ Ϣ ҵȲ ᶩ ȴḕ ẁPװemsp ɎḕװOЊ ɏȲ ȳvKԏѱȳn_aqṆȳ ᾼ ὨᶁѠ―ậ Ȳṿắ צᾙ Ȳ ȴϮȳ ᶩᶾ МїȸӴὑT ᶩᶾ МїṼ ḖӭrsaquoБ

ц ₤ ẓȲ ₤Ҕ ᶩᶾϢȳᾆᶟṆ ₤ȳҙṝМҶцỂ₤ȳҵד ᶾ ȳḽЅ ᶟ ₤ȳatn₤ȳ ₤ Ȳѿ ẁԓѠᴯП ц ȴ ᵂ₤ ₤ҵȲṳ

ẁ ϱ ᴞᶺ Ȳѿ ᶩᵒϩц ᴞᶺ ȴ

ҳȳ ȸὑQ צ Ȳ ȸצ ϱ₤ ȳȳМᴫѝ ґȳ ȳ ȳІ ґҠ҉Ԍ ẁ ц ὢ ȳ цשṅȴ

ᶩ

ȸḕᴯ V F ѡQ ȳӂѡS GȲ ЛQщϚ Ɫ fraslȴṼ ᾭᾓ ԉϡ

Ἠ Ϛ Ȳṳ ᶩ Ἠ ᴰ ȲṳẦᵗ ȴᶩ Xgtḕᴯ TKORᶩ

235

ד Ḋ

OLgshysup2sup3umlsup3acutesup3currengtregyengtkcurrenpoundumlcentumlshycurrenȸfcurren laquosup3sectgtmacrplusmnregyencurrensup2sup2umlregshycurrenpoundacutecent sup3umlregshyȸ_gtiexclplusmnumlpoundbrvbarcurrengtsup3reggtdegacute laquoumlsup3cedilLgtu sup2sectumlshybrvbarsup3regshygtbaJl sup3umlregshy laquogt_cent poundcurrennotcedilgtnplusmncurrensup2sup2LPNNQLPLbcurrenshysup3gth_Jgtf plusmnpoundcurrenshygtpkȸ_gtmacrplusmn centsup3umlcent laquogtbrvbaracuteumlpoundcurrengtyenregplusmnnotcurrenpoundumlcent laquogtsup3curren centsectcurrenplusmnsup2JgtPshypoundgtcurrenpoundLgtmmiddotyenregplusmnpoundJgtclaquosup2currenmicroumlcurrenplusmnLgtPNNSLQLpumlpoundcurrenplusmngtc_Jgtl pararegsup3shyuml ordfgtpfJgtqnotumlsup3sectgteȸ_gtmacrplusmn centsup3umlcent laquobrvbaracuteumlpoundcurrengtsup3reggtsup3curren centsectumlshybrvbargt shypoundgt sup2sup2currensup2sup2umlshybrvbargtsup3sectcurrengt_aekcgtcentregplusmncurrencentregnotmacrcurrensup3currenshycentumlcurrensup2Lgtk plusmniexcllaquocurrensectcurren poundJgtk_gtfanplusmnregLgtPNNULRLuregplusmnlaquopoundgtdcurrenpoundcurrenplusmn sup3umlregshygtyenregplusmngtkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyȸudkcbrvbarlaquoregiexcl laquogtsup2sup3 shypound plusmnpoundsup2gtyenregplusmngtdegacute laquoumlsup3cedilgtumlnotmacrplusmnregmicrocurrennotcurrenshysup3ȸnregsup2sup3brvbarplusmn poundacute sup3currengtnotcurrenpoundumlcent laquogtcurrenpoundacutecent sup3umlregshyLgtaregmacrcurrenshysect brvbarcurrenshyJgturegplusmnlaquopounddcurrenpoundcurrenplusmn sup3umlregshygtyenregplusmngtkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyLgtPNNQLSLuregplusmnlaquopoundgtdcurrenpoundcurrenplusmn sup3umlregshygtyenregplusmngtkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyȸudkcbrvbarlaquoregiexcl laquogtsup2sup3 shypound plusmnpoundsup2gtyenregplusmngtdegacute laquoumlsup3cedilgtumlnotmacrplusmnregmicrocurrennotcurrenshysup3ȸnregsup2sup3brvbarplusmn poundacute sup3currengtnotcurrenpoundumlcent laquogtcurrenpoundacutecent sup3umlregshyLgtaregmacrcurrenshysect brvbarcurrenshyJgturegplusmnlaquopounddcurrenpoundcurrenplusmn sup3umlregshygtyenregplusmngtkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyLgtPNNQLTLuregplusmnlaquopoundgtdcurrenpoundcurrenplusmn sup3umlregshygtyenregplusmngtkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyȸudkcbrvbarlaquoregiexcl laquogtsup2sup3 shypound plusmnpoundsup2gtyenregplusmngtdegacute laquoumlsup3cedilgtumlnotmacrplusmnregmicrocurrennotcurrenshysup3ȸaregshysup3umlshyacuteumlshybrvbargtmacrplusmnregyencurrensup2sup2umlregshy laquogtpoundcurrenmicrocurrenlaquoregmacrnotcurrenshysup3Ɏanbɏregyennotcurrenpoundumlcent laquogtpoundregcentsup3regplusmnsup2Lgtaregmacrcurrenshysect brvbarcurrenshyJgturegplusmnlaquopoundgtdcurrenpoundcurrenplusmn sup3umlregshygtyenregplusmnkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyLgtPNNQLUL_sup2sup2regcentuml sup3umlregshygtregyengt_notcurrenplusmnumlcent shygtkcurrenpoundumlcent laquogtareglaquolaquocurrenbrvbarcurrensup2ȸjcurren plusmnshyumlshybrvbargtregiexclcopycurrencentsup3umlmicrocurrensup2gtyenregplusmngtnotcurrenpoundumlcent laquogtsup2sup3acutepoundcurrenshysup3currenpoundacutecent sup3umlregshyȸeacuteumlpoundcurrenlaquoumlshycurrengtyenregplusmngtnotcurrenpoundumlcent laquogtsup2centsectregreglaquosup2Lgtkcurrenpoundumlcent laquoqcentsectregreglaquogtmiexclcopycurrencentsup3umlmicrocurrensup2gtnplusmnregcopycurrencentsup3gtplusmncurrenmacrregplusmnsup3Lgtu sup2sectumlshybrvbarsup3regshygtbaJ_sup2sup2regcentuml sup3umlregshygtregyengt_notcurrenplusmnumlcent shygtkcurrenpoundumlcent laquogtareglaquolaquocurrenbrvbarcurrensup2LgtOWWVVL_centcentplusmncurrenpoundumlsup3 sup3umlregshygtaregacuteshycentumllaquogtyenregplusmngteplusmn poundacute sup3currengtkcurrenpoundumlcent laquocpoundacutecent sup3umlregshygtȸ_aekcgtregacutesup3centregnotcurrengtmacrplusmnregcopycurrencentsup3ȸecurrenshycurrenplusmn laquocentregnotmacrcurrensup3currenshycentumlcurrensup2Lgtasectumlcent brvbarregJgt_centcentplusmncurrenpoundumlsup3 sup3umlregshygtaregacuteshycentumllaquogtyenregplusmneplusmn poundacute sup3currengtkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyLgtOWWWLWL_centcentplusmncurrenpoundumlsup3 sup3umlregshygtaregacuteshycentumllaquogtyenregplusmngteplusmn poundacute sup3currengtyenregplusmngtkcurrenpoundumlcent laquocpoundacutecent sup3umlregshyXgtPNNTKPNNUgt_shyshyacute laquogtpcurrenmacrregplusmnsup3Lgtasectumlcent brvbarregJ_centcentplusmncurrenpoundumlsup3 sup3umlregshygtaregacuteshycentumllaquogtyenregplusmngteplusmn poundacute sup3currengtkcurrenpoundumlcent laquocpoundacute sup3umlregshyLgtPNNVLONLqparaumlshybrvbargtqpXgtrsectcurrengt_aekcgtregacutesup3centregnotcurrengtmacrplusmnregcopycurrencentsup3Xpcurrensup3plusmnregsup2macrcurrencentsup3umlmicrocurrengt shypoundgtmacrplusmnregsup2macrcurrencentsup3umlmicrocurrenLgtkcurrenpoundgtrcurren centsectgtPNNUYPWXgtTRVKSRLOOLasectacutegtrqJgtucurrencurrenpoundgtfeJgtuacutegtaaJgtfsup2acutegtfwJgtjumlshygthrJgtfsup2umlcurrensect`qȸ_gtmacrplusmnregbrvbarplusmn notnotcurrengtregyengt centcentcurrenlaquocurrenplusmn sup3currenpoundgtnotcurrenpoundumlcent laquogtcurrenpoundacutecent sup3umlregshyumlshygtr umlpara shyLgtkcurrenpoundgtrcurren centsectgtPNNVȷPQXOKSLOPLasectacutegtrqJgtasect shybrvbargtqaJgtfsup2umlcurrensectgt`qȸrsectcurrengtlaquocurren plusmnshyumlshybrvbargtregyenUsup3sectgtcedilcurren plusmngtnotcurrenpoundumlcent laquogtsup2sup3acutepoundcurrenshysup3sup2gt sup3gtumlshysup3currenplusmnshy laquogtnotcurrenpoundumlcentumlshycurrenKcurrenmicro laquoacute sup3umlregshygtiexclcedilgtlaquoregbrvbariexclregregordfsup2Lgt_shyshygt_gt_cent poundgtkcurrenpoundgtqumlshybrvbargtPNNVYQUOPXgtONNPKULOQLrsectcurrengtu sup2sectumlshybrvbarsup3regshygtnot shyacute laquogtregyengtnotcurrenpoundumlcent laquogtsup3sectcurrenplusmn macrcurrenacutesup3umlcentsup2ORL ӢȸϚ ṎȲ ϡᾪȴүҖȸүЄȴPNNTȴ

236

ד Ḋ

OSL Ӣȸ Ϣѝ ṎȴүҖȸүЄ ȴOWWWȴOTL Ӣȳ ᴃȳὭ ȳᴂ ӥȸ ᶩвד ʟȲ ϡᾪȴOWWQȴ

OULḈ ȳ ᴃȳὭ ȳ ӢȸϚ вד ʟFϱҌGȴOWWUȴ

OVLḈ ȳ ᴃȳὭ ȳ ӢȸϚ вד ʟFϯҌGȴOWWUȴ

OWL Ӣȳ ᴃȳὭ ȳḈὙ ȸϚ ʟFϱҌGȴPNNPȴ

PNL Ӣȳ ᴃȳὭ ȳḈὙ ȸϚ ʟӣ ȴPNNOȴ

ῶȸ

1300-1400

Ἢц

о в

FṼᴞӦG

Ἢц

Ἢц

1400-1500

Ἢц

о в

FṼᴞӦG

Ἢц

Ἢц

Ἢц

1500-1600

ᶩ ᶩ ᶩ ᶩ ᶩ

1600-1700

ӻ ӻ ӻ ӻ ӻ

1100-1200

ῐ FṼᴞӦG

ї

FṼᴞӦG

ἪFṼᴞӦG

Ἢц

ᶩᶾМї

0800-0900

вד вד ԓ вד вדFᵶїG

1000-1100

Ἢц

emsp Ἢц

emsp Ἢц


237


L



ϚȳӦвד ắ ɦ ῴ Ὑ ɧȳɦ М Ӣ ɧцɦ ӒכὨ ῶɧȲẃϠ ᾼ כ ṓȲṳӦ ч ᾼ ṓᵂⱢ ᾼ ᴕȴϡȳ ɦצ ∟Ϛ K hArr ῶɧ ԈϚȲв Ҕᵶắ ὑ∟Ϛ ỨסȳӭᾼἨדв в ӭП hArr ᴩ ȲṳⱢ цḂ ПṼ ȴϮȳ ɦצ ∟Ϛ ῂ вד ᴕ ῶK ɧ ԈϡȲ



ϡȳṼắ ὑắ Пɦ ɧȲ ᾼ hArrцן ᶮṳᵂⱢ ПṼ ȴϮȳӦ ᶩ ắ Ȳὑắ ḇrsaquoХщemsp Ἠ Ἢ ᴩOװᾼ ᵃ ᶩ FnotumlshyumlKacvG ԈҳȲṳ С ȴkumlshyumlKacv ῶҔϝЄ ȸ ȳṝ ȳϢ

ȳ ᶩᵒ ȳ ȳ ȳ ԉȴҳȳӦ ᶩ ắ Ȳ ᴩϚװ Ẃ ῶFa sup2currenKiexcl sup2currenpoundgtbumlsup2centacutesup2sup2umlregshyGП ᴷF ԈХGȲ ӭҔᵶ Ẃ П נ ȳ ᶩ ᴷȳ ȳᾙ ȳ цӑẃ ȳц ᶩ Ȳṳ С ȴХȳӦ ᶩ ᴔ ȳ Ϣ ȳ ắ ᴩϚװQTNhArr F ԈгGȴгȳὑ Ȳắ Ӈ ᴟюᶙכϮ Ẃ ȲẔМ ϚẂצ ᾎradic ȳϚẂ цϚẂ ₇ ȲṼ ӻП ᵫ ᴩ ȴנ ῶ Ԉϝȴ

вד ὑắ Ӣ Ϡ Ẕ ᾭᾓ כ ȷ ЛṜȲӼצԉᵗ ѿḕѡϠ ᴩ Ȳṳ ᶩ rsquo й ȴṳὑắ ḇrsaquo ϩἨד Ȳכ ЛṾ῏Сѿ ṳ ȴ

HẔ ṓ gtɇgtвדῶ Lmacrpoundyen

238

Ogt ѣвדZ ȸ ҖӀӴ ếӂ Ӄ

ɎOɏ Ϣ

⸗ вד вד ѻԉ

18 вד דвиᾆ ד דὙЄ Ṇn`j ᶩ




ȸ

ד ḊБạứnew њҌϚӐJвᵶἬצϚ вד ввḕү ᶁצcurrenKlaquocurren plusmnshyumlshybrvbargtṆ

ᶩ XḕѣVᶩ XTKOPᶩ

в

ЮFOЊ GṅѠᾎש ɎOЊ ɏϱ Ṇ Юц ӣFOЊ G

ɎQЊ ɏ

ḕ OKPЊVXNNKWXNNgtregplusmngtOPXQNKOQXQN

в

ᾎradicKKKЊ FPЊ G Ή П ԉFOЊ G

ПӖṶXṶ ԉFPЊ Gᴶ ᵍ ҷFOЊ Gḟ ᾼ FOЊ G

ἬЮ`Rdвד ἪЊ

ѠהЊn`jЊ

ḕ PЊḕ ϚJХПOUXNNKOVXNN

ἬЮвד еἪ

ѠהᵂF ᶩ G


239

Ѡהש

ᶩ FӦ ᶩ ḕ Ệứ Gemsp

в ᶩ Ẃ

ḕѣϚsup3umlraquo plusmnsup3regnotװcedilgtcentregshyyencurrenplusmncurrenshycentcurrenḕ Ϛsup2curren centװgtcentregshyyencurrenplusmncurrenshycentcurrenḕ ϚװᶩḕѣϚװ emsp

Ѡה_W Ἢ _ONdЄ_ONd

ἬЮ ц_W Ἢ


ḕѣ PJQ VXNNKWXNNẂ цavp ḕ ϮOPXQNKORXNN

ד Ḋ

Ṇ

ᶩ

в

ԓṮ ɎOKPЊ ɏ ạɎPЊ ɏṮᾙɎRЊ ɏ

₤ ד ɎOЊ ɏ

ד ḊἪ њҌ

ạњҌ

ἬЮ`Rdвד ἪЊ


ד Ḋ ₇

Ѡה centsect plusmnsup3gtplusmnregacuteshypoundẂ

в

Ӣ ɎOЊ ɏᶾҾɎOЊ ɏᵂFOЊ G

Ϻײ ȳ FQNnotumlshyG

ḕ ҳOPXQNKOQXQN

240

ד Ḋnew њҌJgtвדᴰ њҌJgt ц ґṆJgtlcurrenacuteplusmnreglaquoregbrvbarcedil

RKTЊ

вἤ ἤῐ Jgtϯẻᵮ Jgtẻᵮ Jgt JgtῐJgt_èᵒ Jgtmicrocurrenshysup3umllaquo sup3regplusmngtumlshypoundumlcent sup3umlregshygt shypoundgtsup2currensup3sup3umlshybrvbarJavpᵒ

RKTЊ

вᴨ Jgt ᾣMОJgtṆ ἤᾣ ч J J Jgt

ἬЮἪXgtϚ вד ἪXgt Ἢ Jgt`R

Ѡה

XgtXgtḕ Ϯϯр avp Jgt Хϱр Jѻᾙ Jgt Jgt ד Jgt


ἬЮ

`Rdвד ἪЊ _ONd вד emsp

ד Ḋвד њҌ

Ṇвד ד

ѠהXgtXḕ ϡϯр вҵדцὍ ד gtѻᾙJgt Jgt ד

RЊ

ᶩ ḕѣVᶩ XgtTKOPᶩ

ἬЮἪXgtϚ вד ἪXgt Ἢ Jgt`R Jgt_gas

ד Ḋnew њҌJgtвדᴰ њҌJgt ц ґṆJgtf plusmnplusmnumlsup2regshygtsup3currenmiddotsup3iexclregregordf


вM J ᴨ Jgtpoundcurrennotcurrenshysup3uml Jgtiexclplusmn umlshygtargtD

kpggtᵒ

241

ד Ḋnew њҌJgtвדᴰ њҌJgt ц ґṆJgtcieᵒ

вṊᾣJgtṊ оJgtṊ Jgt о ҏᴨJ ᾣJgt JgtЄJgt JgtЄ J ᾌ цᵒ


вᶟ Jgtᵅᴨ Jgt Jgt ᴨ Jgtӧᾭ ᵑJgt ᶟ Ẇ

ѠהXgt ᴰ JemspXḕ Хϯр ד Jgtѻᾙ Jgt

Jgt ד Jgt

RKTЊ

ἬЮἪXgtϚ вד ἪXgt Ἢ Jgt`R Jgt`gas Jgt_ ONd

ѠהXgtXḕ Ϯϯр avp Jgtѻᾙ J

Jgt ד Jgt

ד Ḋnew њҌJgtвדᴰ њҌJgt ц ґṆJaplusmnumlsup3umlcent laquogta plusmncurrengtkcurrenpoundumlcentumlshycurren


RKTЊ

вᴨ Jprimeᾭ ї J ἤї Jgtї Jsup2umlcentordfgtsup2umlshyacutesup2gtsup2cedilshypoundplusmnregnotcurrenJgtї ᵒ Jgtї ᾌцї ᵒ


ѠהXgt Jgt Xgtѻᾙ Jgt Jgt ד Jgt


ἬЮἪXgtϚ вד Ἢemsp Xgt_ Ϛ emspXgt Ἢ Jgt`R

ד Ḋnew њҌJgtвדᴰ њҌJgt ц ґṆJgtcshypoundregcentplusmnumlshyreglaquoregbrvbarcedil

242


ד Ḋnew њҌJgtвדᴰ њҌJgt ц ґṆJgt

PKRЊ

ѠהXgt ᴰXЊ Jgtѻᾙ


в legtJgt Jgtatn

OKPЊ

Ѡה Xgt ᴰ Jgt ᶩᶾ Мї

ἬЮ ἪXgtϚ вד Ἢᶩᶾ МїX_ T

в J Jgtblp


ד Ḋ new њҌJgtвדᴰ њҌJgt ц ґṆ

RЊ

Ѡה

XgtXgt ᾌJ DЄ X F btb GgtJgtѻᾙ J

Jgt ד Jgt


вᶟ J JᴨᶟJ Jsectcedilmacrregshy sup3plusmncurrennotuml Jsectcedilmacrcurrenplusmnordf laquocurrennotuml Jgtshycurrenmacrsectplusmnregsup3umlcentgtsup2cedilshypoundplusmnregnotcurrenJ


ד Ḋnew њҌJgtвדᴰ њҌJgt ц ґṆJgtrsectcurrengtiumlpoundshycurrencedil

RKTЊ

ѠהXgt ᴰ JemspXḕ ҳϯр ד Jgtѻᾙ JgtJgt ד Jgt Jgt


243

ד Ḋ new њҌJgtвדᴰ њҌJgt ᶩᶾ


ῶȸ

NQKOPXQNKORXNN

r`gt shypoundavpgt ᾎradic

NQKOQXQNKOUXNN

emsp

NQKNVXNNKNWXNN

morning meeting

morning meeting

ԓ case conference

NQKOUXNNKOVXNN

ᶩ ᶩ

NOKOPXQNKORXNN

r`gt shypoundavpgt

ᵂᾎradic

NOKOQXQNKOUXNN

emsp

NPKOUXNNKOVXNN

ᶩ ᶩ

NOKNVXNNKNWXNN

morning meeting

morning meeting

ԓ case conference

Grand round

NPKOPXQNKORXNN


NPKOQXQNKOUXNN

emsp

NOKOUXNNKOVXNN

вҵדequiv

NPKNVXNNKNWXNN

morning meeting

morning meeting

ԓ journal meeting


244

NRKOQXQNKOUXNN

emsp

NRKOUXNNKOVXNN

ᶩϺײ

Ӣᴷ иṹ

NRKNVXNNKNWXNN

morning meeting

morning meeting

ԓ journal meeting

вד

NRKOPXQNKORXNN

r`gt shypoundavpgt

ἤᵑӢ ᾎradic

245


L



OLnew ᶩ ῶXὑ ḇrsaquoQщ Ȳ Ȳ Ṽ emspȳᴰ цϚ ӐᶾҾ Ѡ ᴩὑ ∟ȴPL Ӣḕѣὑ ḇ∟ ᴩ Ӣ Ȳṳ Ẕ ṓ Ẕӻ ṓȴ

OL rsaquoȳ∟П כ ᴷῶȸḕѣ ắ rsaquo Ԓ ɦ rsaquoȳ∟П כ ᴷῶɧȲὑ Мȳ∟ Ӧ Сѿ ȴPL ∟Ϛ QTNhArr ῶȸḕѣϚװ ắ ᴩ Ȳ ῏Ҕᵶắ ȳ Ϣ ȳ ᶩ Ȳ ắẓ ᾼгЄ ї ϩ ᴩ ᴷȴṳ ῶ ЛṾᾼ ȲӦ ᶩ ц ạȲ

Ầᵗắ ᶙכ ȴQLkumlshyumlKacvȸᶩ gtnew Ϣ ᴩḕ ϚװgtkumlshyumlKacvgt ȴkumlshyumlKacv ῶҔϝЄ ȸȳṝ ȳϢ ȳ ᶩᵒ ȳ ȳ ȳ ԉȴḕ ӭꞋ ϟ

и ȸOKQ ῶӱ ᵂצ∕Ғ ȷRKT ῶӱỮҠȷUKW ῶӱ ṏȴ ᶩ newȲ ḇ∟Ȳ ᶩ ὑ ᴷῶȴ в ȴRL Ẃ נ ῶḕѣ ᴩ Ȳ ד ȴSLgtѿ Ẃ Пנ ῶFaiexclbGȸḕѣϚװgtaiexclbgt ӭԚ ϝ ẓ ӭҒѿ иȸ נ ȳ ᶩ ᴷȳ цẔד ἤȳᾙ ȳ цӑẃ ȳ ȳ ᶩ Ȳὑḕ Ӵẘ ᴩ ȴḕᴯnew PNи gtFSи ᵫ ȳOQи Ӧ ȳ ∟PиӦ Њ ц Ȳ ӼФד GgtȴTLᴰ נ ῶȸḕ new ᴰ ῶȲṳӦ ᴰ ẪῶȲ ив ҔᵶnewhArrȳ Ὠȳ сnewO ϩȲᵂⱢ ᴰ כ ȲѿᵂⱢ Ḃ ᾼṼ ȴ

OL ѻ partӴ Ϡ Ḗ ЛṜ цPL ῀ ЛṜ ҫᴩ ѻᾙQLctgbclacgt`_qcbgt ϩЛṜ ᶩ Ғ דRL ϩЛṜJ цῂЏ ѿЊ הSL ᾎradicϠ ЛṜJ ѿFOG цFPG ẂЊ ה ϩ

HẔ ṓ gtɇgtnewONNK ᴷ ạLmacrpoundyen

246

Ogt ѣвדZ ȸ ҖӀӴ ἔᶕ

ɎOɏ Ϣ

ᶪ вד ѻԉ 13 Ϛ вדד ד




ȸ

в

ӭ ȸONN דϚhArrד ∟Ϛ Ȳв Ɫ Ἤ ứᾼϚ ѣῂ вדɉ вȲҒ Ϛ ῀ Ȳ Ϣ ц ᶩᶾ ȴ ӦἪ ȳemsp ȳ ѠהȲв аѠה ᴩ Ȳ ѿ ϢⱢМїᾼԓϢ ȴOLgt в ȸ_LgtҒ ϚF_Ggt ҭ ȳ ȳ ᵑ ПᶾҾҭ ȸЛᵀ Ɏpoundumlsup2curren sup2currenɏ ѻ ȳ ҭȳ ҟҭȳ Ϣҭȳ ҭȳ ҭцṆ ȲɎumllaquolaquoshycurrensup2sup2ɏϠ Ϣᾼ ếᵺ ȲҔ ї ế

ῂ ᾼ ȴȸ

ԓṝ ȳӢỄ Ɏᵶᴨ ȳ ȳ ȳẻᵮɏȳṝ ц ᾼ ȳ ᾭ ᾼ ȳӫȳ ц ȳ Ɏᵶ Ἁ ɏȳᴘתȳȳЀȳ₅ ȳ Ɏᵶӧᾭ ɏȳ ђȳ ῐ ȳї ᴨ цỂ ȳ ȳ ȳḽἤᾆᶟӢ ȳ᾿ ȳҳῒȳ ȳ ȳ ᾭ ȳ ῀


ȳ Л ȳӫ ȳ ȳ ȳ ȳȴF`Ggt Ϣȳ ц כ П ᶾҾцϢhellip ὑɦ їɧᾼ ȴ

FaGgt ὑ ᶩ XgtᵓӣЊ Ẃц Ἢ ṓ ᶩ ȴFbGgt ὑ ᶩ XgtᵓӣЊ Ẃц Ἢ ᴩ ȴFcGgt ᾎ XgtᵓӣЊ Ẃ ц Ἢ

247

в

ד ᾎ ȴFdGgt иέ ₇ Пṏ цḂ П ȸ ₇Пד в Ȳ ᴶ כ ɦ ϢԓɧцɦЏᵂԓɧӭ ц П Ṯ ȴ`L Ϣϯԝ Ἠ ᾼ ȸ ᴨ ȳ M ȳ ᴨ ȳ ἤ ῐ ȳϯẻᵮ ȳ ᶟȳ ᴨ ȳprimeᾭ ї ȳ ἤї ȳїȳṊᾣȳṊ оȳ о ҏᴨȳᴨᶟȳẻᵮ ȳȳᶟ ȳ ȳ ȳ ᾣMОȳȳ ɎᵶӢײ ȳ ɏ ȴaL ᶩᶾF_Ggt ϱ П ᶩ ᾭȳῶ ȳ ȳᾙҵȲӼ Ϣᾼ ȳᾙ цẔᾃ Ṷ ȴF`Ggt ϱ П ц ȴFaGgt ῀ Lgtϱ П цᾙ fraslȴiexclLϠ ӣ ᾬП ȳ ᵂӣȳṿӣц ᾬ ғП ц ғ Лԓ ПṿӣѠᾎȴcentL ȳᾎứц П Ӑ Ἐц цᾎứ ᾼ ȴFbG Ἠᵒ ц ᴩᴨ L ȸᴨ ἳѱȳ ȳ ȳ Ѭȳ M

ȳиᾆᾬἳѱᴥц ȴiexclLᵒ ȸԓᴨ ȳᴨᶟ ȳ цȳӢо ȳ ᴨᴨ иέȳї ȳ

Ṋᾣ ȳ ȴFcGї ц ᵒ ȸ ї ȳї ȳvKԏȳ vKԏȳ vKԏȳ ȴ

FdG цᶾ L ᴨч ПᵒiexclLẻᵮ Ɏᵶ в Ϥц ɏcentL Ӑ ȳ ц ѠᾎpoundL ᶾ Ɏᵶכ ᴪז ɏcurrenLẔᶾ ȸ їῐ ȳ ẛȳМҶזϤ ȳ ѬἼᵮȴ

248

_L ȸḕ QװȲḕװOЊ ȴ`Lвד eplusmn shypoundgtplusmnregacuteshypoundȸḕѣPװȲḕװOЊ ȴaLkɽk ȸḕѣOװȲḕװOЊ ȴbLᶩ ȸḕ ᴟюOװȲḕװPЊ ȴcLemsp ȸḕѣᴟюPװȲḕװQЊ ȴdL ᶩᶾ ȸḕ ᴟюOװȲḕװOfrac12PЊ ȴeL ד ȳѝ ᶻ ȳ Ẃ ȸḕѣPװȲḕOЊװ ȴnewвדḕѣ ῶὍ ὑ Ԛв Ȳ ὑắrsaquoậ ϢᴩṶ Fв Ҕᵶ ѡ ȳ ȳắ Ἢцᶩ ȳ ц emsp ȳắ

ᶙכцӻ Ὑ Gȴ

249

Ѡה


_Lgt ᶩЏᵂȸᶩ Ȳnewgtắ Ἢ ϚϢЏᵂȲ emsp ȳ Ἢ Ϣ Ȳ

ᾙ ȳ ᶾ ȳᵒ ὨɎᴨ и ȳᴨ Ӣо ȳ ᴨиέȳᶟȳ ― ȳvԏ цї ᵒ ɏȲ ᵍЛӇᾼ ȴṼ Ȳ װ ד ȲṳЮȴ`Lgt Ἢ ȸἪ Ҕᵶṥ ѿцᶩ Ẓ Ѡהȴḕѡ ѻᾙ Fsup2currenplusmnmicroumlcentcurrengtplusmnregacuteshypoundGṥ ȲвҔȸ ᶩ ᾼ ȳ Ӣ оȳ ᵑ ȳϢᾼ ȳᴶ ᵓӣ Ṇ Fѝ ȳ

Gȳ цᾎradic Ȳṳḕ ᴰנ ῶȲῶ ᶁ ש ȴҒвד Ἢ ЏᵂȲᶩ ᶩ ѿ Ϣԓ


ϯȲ ᴰ Ȳ Ϣ ѠȲ ếὍ П Ȳᶙכҏ Ȳ Ӧȳenspד Ȳ new ᶩ ᾼ῀ᶾ ȳ ẓɦ їɧᾼ ᶩ hArrȲṿ Ϣẞ ᶙ ᴖ П ȴaLgtemsp ȸ ᶩ ϯȲὑP emsp ắ ȴӦắכ Ȳ ᶩ ὑ М ⱶцכ ᵌ ắ כ Ȳḕװ emsp ⱢQЊḕכװ QKSgtᴯ ȴ в Ҕᵶ ҭ ȳṝȳ ᵫᵒ ȳ ᶩ ȳ ȳӣ ȳᶾҾȳ ц ᵂ ᶾ ȴ emsp

נ Ȳ Ḃȴ ц ᶁᴷῶц ẪῶF ᴷῶGȲemsp

ῶ ᶁ ש ȴbLgt ᶩᶾḕ ҳϯр װ ד ᶩ ὑON ᶩᶾ Мїȴ в Ҕanp ȳМҶ ȳȳᶟ ȳ Ὅ ȳכϢẻᵮцї

cLgt ȸ в ҔXgt ȳײϺ Ẃ ȳ ᶩ Ẃ

250

Ѡה

ȳ Ȳ ȳeplusmn shypoundgtplusmnregacuteshypoundӦדвѿц М ṳ Ғẞ ῀ ȴҒ ṳ ẞȲ ᶩ ᴔ ц ȲѿᵂⱢϱ ὙȴKFὑвד ᴩвד Ggt Ӧ ᶩ ѻ

Ȳ ḕѡ ѻᾙ ṥ Ἢȴ ᴰȲ Ἤצ ᾼ ᾭ ȳ ѿцὑ М ᵫȲṳ Ἤצ ᵑ Ȳ ҏἬᾼ цᾙ Ḕ Ȳ ᶩ ѿ Ф ᾼѠה ᴩ

Ẃᴩ Ἢ ᵫ ᴰ ẂȴKӦѻᾙ ẁ цצ ѝ Ȳ

∟ ҏї ᵫȲ ᶩ ϯȲ Ӧᵂѝ цש Ȳ ӣὑ Ȳ ԓ ѻᾙФד Ȳѿ҉ ȴ

dLgt ȸХϯрOPXQNὑвד ɦɧȲ ậᴞӦ ῶ ṓц hArrȳᾭᾓȲ Ф Ȳ ПᶮȲ ṳ ḟ ᶩ ϱἬ ẞᾼ ȴцắ ᾼ ᶮȴeLgtḕᴯ ḕѣᴟюRẂᶙ ҏ Ȳ ҭȳȳ ȳ ᵑ ȳ ᵑ ȳ ȴfLgtḕᴯ ḕѣ юצOẂד цOẂד

ӣἨ ₇ Ṷ ȴ

251

ἬЮ

_LgtвדЛиד Ἢῂ вד ἪȲ ὑ Є ϥ ϥὧTPᶩIϥᴫϚPTᶩȲԚצVVᶩȴⱢвדЛиד ἪȲױ Ҡ

ᶩ Ἢ ԓ ϯԝ ᴨ ȳ M ȳ ᴨ ȳ ἤ ῐ ȳϯẻᵮ ȳ ᶟȳ ᴨ ȳprimeᾭ ї ȳ ἤї ȳїȳṊᾣȳṊ оȳ о ҏᴨȳᴨᶟȳẻᵮ ȳȳᶟ ȳ ȳ ȳ ᾣMОȳ

Ἠ ᾼ ȴ Ἢ צ ȳȳṝ ȳ ȳᾙ ȳ Ϣ Ḇᴪȳ ԅ ȳ ȳ ȷ Ἢȸn_aqṆצ ȳ ȳ ц ѱȳḊ ȴ Ἢϥὧ ᴰצ

еȲ n_aqṆצ ȳ ȳ ᴕ Ḋ ȳḊȳ ᾬ ȳῶ ȳ ȳԅ ȴӐ ד Ӵὑвד Ҡ ẁ Ԛ ȳӢײ ȳ Ȳ ἬṜѿ ẁϚ ԓϢП ȴ

`Lgt emsp ȸ ӴὑP ὧ вדemsp Ȳצemspᵫӱ ȳn_aqṆ ȳ ȳצ Ӵ ᶩ F ⱶ цכ ᵌ ắ כ Gȳ Ṇ ȴaLgt ᶩᶾ Мїȸ ӴὑON ᶩᶾ МїṼḖӭrsaquoБ ц ₤ ẓȲ ₤Ҕ ᶩᶾ Ϣȳ Ẑ ₤ȳ ד ₤ȳᾆᶟṆ ₤ȳ`jq ᵂ ₤ȳ ᾬ ₤ȳ₤ȳҙṝМҶцỂ ₤ȳҵד ᶾ

ȳᴘתӳᴯ ₤ȳᴘ ₤ȳḽЅ ᶟ ₤ȳatn ₤ȳ ₤ Ȳѿ ẁ ԓѠᴯП ц ȴ ᵂ₤₤ҵȲṳ ẁ ϱ ᴞᶺ Ȳѿ

ᶩᵒ ϩц ᴞᶺ ȴbLgt ȳ ȸὑON ₤Єצц Ȳ ₤ȸЄצ ҏ ȳȳ ᴯד ȳ ₤ ȳ ϱ₤ ȳц ȳ QNNNҌȳМᴫѝ ґ

QR ȳ gtOPT ȳ gtOSgt ȳ ІґRWUWgt Ҡ҉Ԍ ẁ ц ὢ ȳцשṅȴ

ᶩ

_Lgt ȸ ѣȴ`Lgtᶩ Xgtḕᴯ TKORᶩaLgt ȸḕᴯ V F ѡP ȳӂѡT GȲЛ QщϚ Ɫ fraslȴṼ ᾭᾓ ԉϡἨ Ϛ Ȳṳ ᶩ Ἠ ᴰ ȲṳẦᵗ

252

ד Ḋ

OL א вדњҌPLЧ вדᴰ іQLrsectcurrengtu sup2sectumlshybrvbarsup3regshygtk shyacute laquogtregyengtkcurrenpoundumlcent laquogtrsectcurrenplusmn macrcurrenacutesup3umlcentsup2RLשỨ‒Ȳ Ȳѵ ẕȲ ȸϚ вדМїПpart ȴהSLשỨ‒Ȳ Ȳ Ӣȸר вדᴰ ȴ

ṎPNNTȸONȸPTUKURȴȴTLשỨ‒ȸ Ṏ Ϛ ȴWUדhArr∟Ϛ gt ᴩ ש ȴүҖȸүЄ ȴPNNVȷVKQVȴULgt щ ȸ ∟Ϛ ȸ q_pqꜟ Ϣϩ

Ὠכ ᵫȴүҖȸ ᾎϢ ₇ȴPNNR

VLgtү Ṏ ȸᴶ гЄ ї ϩשȴүҖȸү Ṏ ȴPNNVȴWL ȸ в Ϛ ᾓ Ϛ вדӱ Мї ȴү Ṏ WUדhArr

Є ש K ᶩ Ϛ Ɏmacr plusmnsup3OɏȴүҖȸү Ṏ ȴPNNSȷOKPUȴONLgtasectacutegtrqJgtucurrencurrenpoundgtfeJgtuacutegtaaJgtfsup2acutegtfwJgtjumlshygthrJgtfsup2umlcurrensect`qȸ_gtmacrplusmnregbrvbarplusmn notnotcurrengtregyengt centcentcurrenlaquocurrenplusmn sup3currenpoundgtnotcurrenpoundumlcent laquogtcurrenpoundacutecent sup3umlregshyumlshygtr umlpara shyLgtkcurrenpoundgtrcurren centsectgtPNNVȷPQXOKSOOLgtasectacutegtrqJgtasect shybrvbargtqaJgtfsup2umlcurrensectgt`qȸrsectcurrengtlaquocurren plusmnshyumlshybrvbargtregyenUsup3sectgtcedilcurren plusmngtnotcurrenpoundumlcent laquogtsup2sup3acutepoundcurrenshysup3sup2gt sup3gtumlshysup3currenplusmnshy laquogtnotcurrenpoundumlcentumlshycurrenKcurrenmicro laquoacute sup3umlregshygtiexclcedilgtlaquoregbrvbariexclregregordfsup2Lgt_shyshygt_gt_cent poundgtkcurrenpoundgtqumlshybrvbargtPNNVYQUOPXgtONNPKULOPLqparaumlshybrvbargtqpXgtrsectcurrengt_aekcgtregacutesup3centregnotcurrengtmacrplusmnregcopycurrencentsup3Xpcurrensup3plusmnregsup2macrcurrencentsup3umlmicrocurrengt shypoundgtmacrplusmnregsup2macrcurrencentsup3umlmicrocurrenLgtkcurrenpoundgtrcurren centsectgtPNNUYPWXgtTRVKSRLOQLgtpumlpoundcurrenplusmngtc_Jgtl pararegsup3shyuml ordfgtpfJgtqnotumlsup3sectgteȸ_gtmacrplusmn centsup3umlcent laquobrvbaracuteumlpoundcurrengtsup3reggtsup3curren centsectumlshybrvbargt shypoundgt sup2sup2currensup2sup2umlshybrvbargtsup3sectcurrengt_aekcgtcentregplusmncurrencentregnotmacrcurrensup3currenshycentumlcurrensup2Lgtk plusmniexcllaquocurrensectcurren poundJgtk_gtfanplusmnregLgtPNNULORLgt_centcentplusmncurrenpoundumlsup3 sup3umlregshygtaregacuteshycentumllaquogtyenregplusmngteplusmn poundacute sup3currengtyenregplusmnkcurrenpoundumlcent laquogtcpoundacutecent sup3umlregshyXgtPNNTKPNNUgt_shyshyacute laquogtpcurrenmacrregplusmnsup3Lasectumlcent brvbarregJgt_centcentplusmncurrenpoundumlsup3 sup3umlregshygtaregacuteshycentumllaquogtyenregplusmngteplusmn poundacute sup3currenkcurrenpoundumlcent laquogtcpoundacute sup3umlregshyLgtPNNVL

ῶȸ

0810-0900

ԓeplusmn shypoundplusmnregacuteshypound eplusmn shypound

plusmnregacuteshypound


253

1330-1700

Ἢsup2currenplusmnmicroumlcentcurrenplusmnregacuteshypound


Ἢemsp

Ἢᶩᶾ


1700-0800

ӻ ӻ ӻ ӻ ӻ

1230-1330

Mortality conference

Journal meeting

Ӣ

0900-1200






1200-1230

ד


L


ᴷȲOLgt hArr ῶȴPLgt Ӣ ȴQLgt ȳ ȴṳᶵȳ ϩЛṜȲ ạȲẦᵗ ᶩ ᶙכ ȴ_Lgt hArr ῶȸҔᵶ ᴔ ᶮẒЄ hArr ῶȴ Ҕᵶв ȳ ᾓȳ ц hArr ȴ ᴔ ᶮȳ ᶩ

ц ᾼ ȳ ᶩ ᾼ ȳ ᶩ Ẃ ᾼ hArr ȴnewҠ Ӑṝ ҟ ᴷȲϷҠѿ ᶩ ᶮȳ ᶵ ϩ ᴩ ᴷᴕ ȴ`Lgt Ӣ ȸ Ӣ Ȳnew ч ᶩ ᶮ כ ȴṳ ẪFnewO ѻᾙ ῶGȲ Ӣц hArrȴaLgt ȳ ȸ ѣgtnew Ȳ Ϣ ᴩ Ȳ Ӧ Ȳ gtnew

Ȳ כ נ ȲᵂⱢ Ḃ ᴕȴȴbLgtemsp ᴕ ῶȸḕװemsp ∟Ȳ ẪȲ Ẫв Ҕᵶ в ȳ

ᾼכ ц Ȳ OKSи hArr иȲᵂⱢ Ḃ ᴕȴcLgtᴰ ᴕ ῶȸḕ ᶙכϚԌᴰ Ȳ ᴰ ẪȲ ẪвҔᵶ в ȳ ᾼכ ц a Ȳ OKSи hArr иȲᵂⱢ Ḃᴕȴ

254


new ᴷѠהиᵑⱢȸOL ῶȸɦ rsaquoɧ цɦ ∟ɧ ȴPLgtaiexclbȴȷQLgtQTNhArr ȴRLgtkumlshyumlKacvȲȴSLgt ᶩᶾ ᵂ ȴTLgtemsp ᴕ ῶȴULgtᴰ emsp ᴕ ῶȴ_L ῶȸnewOắ ῶȸḕ ѣῴ rsaquoȲnewO ц ᶩ Ԛ gtɦ rsaquoɧȴᶙכ їц Ӑ ∟Ȳ ц ᶩ ᶙכɦ ∟ɧ ȴ _ȸБ ᶙԓẞϚ ḖѬ ȳ`ȸЄ и ẞϚ ḖѬ ȳaȸ и ẞϚ ḖѬ ȳbȸỮӑẞϚ Ѭ ȳcȸỮӑ ד ᴖӇ Ṝȴ`LaiexclbgtXḕѣϚװgtaiexclbgt ӭԚ ϝ ẓ ӭҒѿ иȸ נ ȳ ᶩ ᴷȳ цẔד ἤȳᾙ ȳ цӑẃ ȳ ȳ ᶩ Ȳὑḕ Ӵẘ ᴩ ȴḕᴯnew PNи gtFSи ᵫ ȳOQи Ӧ ȳ ∟PиӦ Њ ц Ȳ ӼФד GgtȴaLQTNhArr ȸḕѣϚװ ắ ᴩ Ȳ ῏Ҕᵶắ ȳ Ϣ ȳ ᶩ Ȳ ắẓ ᾼгЄ ї ϩ ᴩ ᴷȴṳ ῶ ЛṾᾼ ȲӦ ᶩ ц ạȲ

Ầᵗắ ᶙכ ȴbLkumlshyumlKacv ȷᶩ gtnew Ϣ ᴩḕ ϚװgtkumlshyumlKacvgt ȴkumlshyumlKacv ῶҔϝЄ ȸȳṝ ȳϢ ȳ ᶩᵒ ȳ ȳ ȳ ԉȴḕ ӭꞋ ϟ

и ȸOKQ ῶӱ ᵂצ∕Ғ ȷRKT ῶӱỮҠȷUKW ῶӱ ṏȴ ᶩ newȲ ḇ∟Ȳ ᶩ ὑ ᴷῶȴ в ȴcL ᶩᶾ ᵂ ȴdLgtᴰ ᴕ ῶȸḕ new ϚԌᴰ ῶȲṳӦ ᴰ ẪῶȲ ив Ҕᵶnew

hArrȳ Ὠȳ сnewO ϩȲᵂⱢ ᴰ כ ȲѿᵂⱢ Ḃ ᾼṼȴeLᴰ ᴕ ῶȸḕ new ᴰ ῶȲṳӦ ᴰ ẪῶȲ ив ҔᵶnewhArrȳ Ὠȳ сnewO ϩȲᵂⱢ ᴰ כ ȲѿᵂⱢ Ḃ ᾼṼ ȴ

fLᴰ ᴕ ῶȸḕѣPװnewemsp Ȳnew emsp ῶȲṳӦ emsp ẪῶȲ ив Ҕᵶnew hArrȳ Ὠȳ сnewO ϩȲᵂⱢ ᴰ כ ȲѿᵂⱢ Ḃ ᾼṼ ȴ

255

_Lgt QTNhArr ῶ ЛṾᾼ ȲӦ ᶩ ц ᵑ ạ ѩЛṾᾼ ԌȲὑѣἉ Ӣ МẦᵗắ ᴞАᾼ ṳѿḖᶙכ new ḂȲṳṼ ד ȴ`Lgt ᶩ Ӧ ᵂkumlshyumlKacvẃ new ᶩῶ Ȳ ḇ∟Ȳ ᶩ ὑᴷῶȲѹ ῶ ЛṾᾼѠӴᵛ ᴩ ѹ С ȲṳṼ דȴaLgtaiexclb ᵫᶙ ∟Ȳ ῏ new ῶ ЛṾᾼѠȲӴẘ ᴩ Ȳṿ

ᴞАЛṜП ṳ ц ѿḖ ȲṳṼ ד ȴbLgt kumlshyumlKacvȳgrc aiexclb ᴷѠהҠ new ᶩ ϱ῀ ᶾ ЛṜП ȲᴩkumlshyumlKacvἨaiexclb Ȳ ᶩ Ҡѿ᾿ new ᴩ Ȳṿ ᴞАЛṜП ṳц ȲṳṼ ד Ȳṳ ῶ ЛṾᾼѠҒ ȴcLgt QTNhArr kumlshyumlKacvҠ ᶩ new ᶩ ϱ hArrῶ ЛṾП ȲὑѣἉ Ӣ МẦᵗắ ᴞАᾼ ѿḖḂ ȴҠӦ ᶩ ц ᵑạȲẦᵗắ ṳᶙכ new ȴdLgtḕ ѣ ḕᴯnew כ Ȳ ᴩ כ ᴷȴῶ ᾼnew ᶩ М ᴩῶ ȴ

HẔ ṓ gtɇgtвדῶ ᾪLmacrpoundyen

256

Ogt ѣвדZ ȸ ҖӀӴ Ὑ

ɎOɏ Ϣ

вד ѻԉ 15 Ϛ вדȳ овדȳ




ȸ

в

ҖӀӴ Ὑ Ɫẕ₤Пῂ ȲѿϢⱢМїȲῂ Ӗ ᾼ ḖⱢ ȲẔ ᴥⱢᴔϢ ȳ ἤ цensp ȴ Ὑ ЂὭ ȳҖ Мїц ҖӀеӴЄ₤ Мїȸ ҖӀӴ ᴔ Ȳensp partӴṏᾼᵂ hellipȲẔ ế МїẓצФ Пғȴ ṆᾼḂ ȲϚ Ṏᾼ Ḇȴ ᶩ Л ẓ Ἤ ᾼ ȲḆϩȳṝ ϩц hArrᾼ ȴӐכ ᵛ∟ Ϥ ᶩЏᵂП Ϣ ᴩ Ȳ Ẕ

ẓ ѿ ϢⱢМїᾼ ȳ ᾼ Џᵂȳὑ ᾼ ᴩȳsbquo ₇ ї ϩȴᶩ ПϯȲṼ Ȳѿ ᾼᶩᶾ Ȳ ᶾ М ṎẔϢѝ ȲцᴞᶺᾼȲѿenspכ ԓϢ П ӭ ȴӐ Ṽ еᵫП ד ứ ȳ דȳ ד ứϚ вדᴰ ῶцї ϩП ḖȲѿ ᴰכ П ӭ ȴϚȳ ӭ ȸOL Ṏѿ ϢⱢМїᾼ Ἐ hArrП ᶩ ȲѿԓϢᾼ ɦԓϢכ ɧП Ȳṳẓ иέϩȴPL Ϛ вד П цᾙ Ȳ צẓכ Ӵᵂϩȴ ϢцẔ Ȳ ẓ ᾼ ѦцȴQL Ṏ ᾼ Џᵂȳ ὑ ᾼᴩȳ ₇ sbquo П ї ϩȴRL П₇ Ȳẓ ᶩ ṅἬשП ϩ ȲכⱢᴰ ПῴḔ כȴҔгЄ ї ϩ X Ϣ ȳ ῀ ȳ ᶩЏᵂМᾼ Ḃ ȳϢ hellip ᶾҾȳѿцạhArrϯᾼ ᶩЏᵂ ȴϡȳ ї ȸOL ẓצ ᾙѿϯ ṓП ᾭἨ ᾼ ϩȸїȳ ȳ₂ Mẻᵮᵺ ȳ ȳ ȳ Л

257

в

ȳ їM ȳ ȳ ― ȳѬ ȳ ᶟȳ ȳԓṝ neȳ M ȳ ᴨȳϯ ȳ ȳӫ ȳM ȴ

PL Ӕ ѿϯП Ἠ ȸ ᴨ ȳprimeᾭ ї ȳї ȳϱMϯẻᵮ ȳ ἤ ἤῐ M ȳẻᵮ ȳ о ҏᴨȳṊᾣMṊоȳԅᵌȳ ȳ ᴨ ȳ ᴨ ȳ ᶟ ȳ

ȳᶟ ȳ ᾣMОȴQL ẓצѿϯПᾙ ᶾ ȸFOG ᶾҾȸԓṝ ȳӢỄ Ɏᵶᴨ ȳȳ ȳẻᵮ ɏȳṝ ц ᾼ ȳ ᾭᾼ ȳӫ ȳ ц ȳ ɎᵶἉ ɏȳᴘתȳ ȳЀȳ₅ ȳ ȳ ђȳ ῐ ȳїᴨ цỂ ȳ ȳ ȳḽἤᾆᶟӢ ȳ᾿ ȳҳῒȳ ȳ ȳ ᾭ ȳ ῀ȴ

FPGї ᵂ ᵒ ȳ vKԏᵒ ȳ vKԏᵒ ȳᵒ ȴ

FQGᶟ ― Ὠᵒ ȳᴨ ἳѱ ᴩ ᵒ ȳᴨȳӢоȳ Ὠᵒ ȳ ᴨ иέцӂ Пᵒ ȳ ѫᴥцו ἤᴥ ᴩ ᵒȳӫ Ὠᵒ ȴFRG Ӑequiv цїῐ ȳ в Ϥȳ ᴪזц ᵂᶾ ȳ цזẛȳᴨ ȳ זẛȳ ȳ ᶟ Ϥȳ ᴨ ȳќц ṿӣȳ ẻ ṿӣ ᵂ ᵒ ȴRL П ȸFOG ὑῴװ ῏ ȲԒᵂᴞᶺЮ ȴFPG ḕᴯ ῏rsaquo ԒњȲѿ ю ῏ ắ ПȴFQGⱢ ῏ᵂ ἤ ȲӇ emsp ϱȲἨἮϱᶩȲѿ Ẕ ṂȴFRG йᾼ ῏ ȴSL ȲṿẔẓ Ϣ ṝ ПϩȸFOGὙ иέἬ ᾼ ᶩ ȴFPG ד ѝ ȴFQG ᴷѝ ᾼҠ‒hArrȴFRGᵓӣ ᶩשṅ Ὠ ӣ ϢȴFSG ᴷцḂ ȴ

258

Ὑ O ѣвד ȸḕ QЊ ȳ שOЊ ȳԓ OЊ ȳ ї RЊ ȴemspḕ TЊ ȳᴰ ḕ RЊ ȳ Ἢ

ḕ PЊ ȳвדequiv ד Fвדȳequiv ȳὍדȳד Gḕד OЊ ȳ ד FвדȳҵדȳὍȳד Gד ḕ PЊ ȳ vԏ F ҵ

Gḕ PЊ ȳї вד Ẃ F ҵ Gḕ PЊ ȳ вדḕ OЊ ȳ M M ѝ ᵂMᴶЛṏṶԈ ḕ PЊ ȳ ҳϱрԓ ἤ

Лứ Ḇ ᾎradicד ȲԓϢ ȳ Ϣԓȳ ₇ ȳgt ȳȳ Ṷᾎ ȳ ạȳ ȳ Ή цᵂȳ ѝ ȴᴰ ϱ ȲӦ

ד ᶩ ᾼќ ȴ

Ѡה

OL Ἢ Ӑ ȸF G Ἤ ѻᾙ П Ϛ Ȳṳ ᶩȳ ᴰ ПẦᵗ ϯ᾿ Vᶩ ⱢfraslП ЏᵂȴFiexclG Џᵂц ᶩ Пᵒ иέȴFcentG ѻᾙ ȳ ᶩ Ẃ∟Ȳ ẓ цП᾿ ȴFpoundG ѻᾙ Ἢṥ цᶩ ȴPLemsp ȸ

ứП emsp Ȳ П ҭ ȳȳpartӴῴḔ ᵑ Ȳѻᾙ ϯȲӴӇ П Ἠ ᾬᾙ ȴᵒ ᴰ ᾼ ȳᴰ ∟emsp ᾼ ᾙ

QL ȸắ Ӈ Ғ ȳ ᶩ Ẃ ȳ דᾼ ȳѝ Ȳѿ вцד ד ₤ᾼ ῀ Ȳṳ Ẕ ц ᵑ ϩȴḇӇ ӻї ᵫц ȴRL ї П ȸṼ Ἤ ứП ї Ȳᶩ Ԛ ПԚ ȲӦ ᶩ ṼẔ enspѿ Ẃ ѠהᶙכȲв Ҕᵶᶩ ц ȴ

259

ἬЮ

OL ἪȸҔT` ἪȳUa ἪȳҒ ἪȲ ἪꞋẓצ ϱ ѿ І ґȴPLԚ ȸW Є ȳVNOвד ȳTNOȳTNP F GȴQLװ ד ȸW ד ȳQ вדȳQ ד ȴRL ɎɏXẓ ȳ І ȳ ϱȴ ש ẁ Ḋ ᵂц ד ὢ ȴ

T` ἪXFOGT` ἪⱢϚ вד ἪПѻ ἪȲѿ ȳד ȳד ⱢѻȲד Ϛצ ἪȴFPGT` RTצ ᶩȲ Ἢԓ ὑ rsquo Ἢѿ үҖӀӖȲӂᶁᴰἪ WNCȴUa ἪXFOGUa ἪⱢϚ вדП ἪF ONᶩGȲḕ ϮϱⱢᴰנ Ȳ ᴰ newOП цϢ Ȳṳ ד П ᾎradic ȴFPGgtUa RTᶩȲצ ἪⱢϚ вדПѻ ἪȲѿївדȳ ȳד вדȳ ⱢѻȲӂᶁᴰדWNCȴ

Ԛ XgtQ Ԛצї ȳ ᾌȳв ȳќ ȳ вד ᾌц ᾌȴ

ᶩ

OL Ἤ ѻᾙ П Ϛ Ȳ ᶩ ϯ Vᶩ Ɫ fraslП Џᵂȴᴰ ПЏᵂцѩẂи ừȲḕᴯ Ꞌצ ᴰ ȳѻᾙ ȴѻԉ Сḕ ϡ ἤ ȴ

PL Ȳ ứȲḕ ѣUKV Ɫ fraslȲ צ ᵺצ Ȳ

Ӵᵛ Ḗ ᴰ Ἠѻᾙ Ầᵗ ȴ ᴰᵅЏᵂ П ứȲ צ ԅạhArrȲṿᴰḕ Џ Л UPЊ Ɫ fraslȴ

260

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261

ד Ḋ

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L



FOG П в ц ӭ ᴩ Ȳѿ ẞ Ȳ ₇ ȴFPG ὑ ḇ Ȳ ӻ ᶩ ц П ῶȴFQGὄleцӨ Ҡ ẞừ Ȳḕѣ ᴩϚװ ṓчȲѿ ứцϠ в ϱӢ ᵡ ϚḔᾼḂ ẃᵂⱢḂ ᾼῈ ȴ

ц ᶩ П rsaquo ᴷȳ ȳ ḇП цpart ṳ ᴟц ᶩ ȴ

FOG ᶩ ḕѣ ắ ϚԌɦ ɧȲ Ԛ ứʟ ᶩ ȲӦ ϱ ן ד ѝ ȳ ᴷẔשṅᾼҠ‒hArrȲṳᵂכ ȴ ḇ Ȳ ᴩӇ ᾼ ᴷѠהҔȸkumlshyumlKacv ᵃ ᶩ ȳaiexclbFa sup2currengtiexcl sup2currengtbumlsup2centacutesup2sup2umlregshyGцQTNhArr ϚװȴFPG ᴩЊ Ṽ П ц П Ȳ ӔḂ П ᴩȲṳ Ἰ ṏắ

ц ṏ ПȴFQGᴰ ῶȸѻᾙF G цדѻԉ ᴰ ӭҔȸ hellipПϩȲ ᴩѻᾙ Ȳ Ȳ ϢȲ hArrȲ ϩȲ Ȳ

ῶ ȲẻҪ ᶮȲ Ϣ ד Ȳ ᶩ ϩȲṳ ᴰ ῀ ȲѿҒ цḂ ẔᴩⱢȴFRGᴰ ѻᾙ ῶȸᴰ Ӽ Ṽѻᾙ П ᴩ ȲӭҔXᶩ Ȳ Ȳ Ѡ Ȳ hellipц Ȳ rsquo Ȳ hArrȲФᶮцpart ц Ȳ Ϣᵂ ∟ế ȴFSG Ϣѻɦᴰ נ ɧȲң Ȳ ẁ ч ṳ ᴕ

ṓȲ Ἠ ȴ

HẔ ṓ gtɇgtвד ᴷῶ ц Ẃ ᵫ yenpoundmacrLה

264

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ᶩ ᴕӐ вד ȲḕϢḕѣӂᶁ щ ⱢUKOO Ȳḕѡפ TKORᶩ ȴ

Ѡה

OL ᶩ ȸѻᾙ П ϯ Ἢ ϚϢᾼЏᵂȲ ᾼᶾ Ȳᵒ Ὠế

ᵑ Ȳ С йᾼ ᾬᾙ Ȳ ד ד ᾼȲṳ Юȴ

PL ᶩ ȸḕѡ ἪɎ Ἢɏṥ ȲȲ ắ ѻᾙד Пᶩ Ȳṳ ҏ Фדȴ ᾼ ᵑ Ȳṳ Ἢ ếѻᾙ ϯȲ ᾼ equivᾭᾓȴ

QL ȸӦ ậ ế Ȳṳ῀Пש ᵫȲ צ Ἢ ȳ ȳґ Ȳ Пד ȳ ґ ц ᶩ

ȴRLЊ ц ȸ ӦЊ ạ ẂȲѿ с ȴSL ґᾼ ếש ȸѻᾙ ϯȲṳ Ӧ ế ґᾼש Ȳ ᾼȴ

TL Ẃ ᵂȸḕѣ ӻOẂᶙ ҏ ҭȲȳ ȳ ᵑ ȳ ᵑ ȳȲв ԝҏד Ἠד ӣἨ ₇ Ṷ ȴ

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266

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1Clinical endocrinology and diabetes an illustrated colour text 132Current diagnosis amp treatment in family medicine 133Diabetes management in primary care 134Essentials of clinical geriatrics 135Family medicine principles and practice 136Handbook of family medicine 137Handbook of palliative care138Oxford handbook of endocrinology and diabetes139Oxford handbook of palliative care 1310Oxford textbook of palliative medicine 1311Pocket pediatrics1312Principles and practice of palliative care and supportive oncology1313Textbook of palliative medicine 1314The Johns Hopkins manual of gynecology and obstetrics 1315The Washington manual of pediatrics 1316The color atlas of family medicine1317The little black book of geriatrics1318Green Harries Lin Moylan The Washington Manual TM of Medical Therapeutics 32nd ed Lippincott Williams amp Wilkins 20071319Kasper Braunwald Fauci Hauser Longo Jameson HARRISONrsquoS PRINCIPLES of Internal Medicine 17th ed Mc Graw-Hill 20081320Beauchamp Evers Mattox SABISTON TEXTBOOK of SURGERY 17th ed ELSEVIER SAUNDERS 20041321Robert BTaylor Family Medicine Principles and Practice 6th ed Springer 20021322RAKEL TEXTBOOK OF Family Practice 6th ed SAUNDERS 20021323BEHRMAN KLIEGMAN JENSON NELSON TEXTBOOK OF PEDIATRICS 17th ed SAUNDERS 20031324Hazzard Blass Halter Ouslander Tinetti Principles of Geriatric Medicine amp Gerontology 5th ed Mc Graw-Hill 20031325RAKEL Textbook of Family Practice 4th ed SAUNDERS 19901326Bast Kufe Pollock Weichselbaum Halland Frei Cancer Medicine e5 AMERICAN CANCER SOCIETY 20001327Susan HMcDaniel Thomas LCampbell David BSeaburn Family-Oriented Primary Care 2nd ed Springer 20051328Derek Doyle Geoffrey Hanks Nathan Cherny

267

ד Ḋand Kenneth Calman Oxford Textbook of palliative Medicines 4th ed Oxford University Press 2009

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ᶙכϚד ∟Ϛ FnewONNGἬứПȲϚד ∟Ϛ Ầᵗ ἪцњЏᵂ Ȳ Ἢ Ȳ Ғ ᶩП ȲӐ῀ оⱢ ᶩҠ ӣП ῀ ȴ ᶙכѿϯ

Џᵂ ӭȸFOG ῀ ц ᶩ ᶾҾȸ Ϛ ᶩ ῀ҵȲ Ғ ᾆᶟ ῀ד ц ᶩ ᶾҾȲяẔẒἤ Ḇ ᾃ ȴFPG ҭᶾҾцᾆᶟṆ ȴFQG ȸ _poundnotumlsup2sup2umlregshygtlregsup3currenȳnplusmnregbrvbarplusmncurrensup2sup2gtlregsup3currenȳrplusmn shysup2yencurrenplusmngtlregsup3currenȳ_centcentcurrenmacrsup3 shycentcurrengtlregsup3currenȳnplusmnregcentcurrenpoundacuteplusmncurrengtlregsup3currenȳpoundumlsup2centsect plusmnbrvbarcurrengtqacutenotnot plusmncedilП ᵂᶾҾȲ נ ᾆᶟד ц

Ȳṳѹ њ נ ȴFRG ᾆᶟדԏF ᾃ ᶟ GȳᾆᶟṆᾌȳ ȳᶟ ϩ ᵒ ȴFSG ґ ᵫȸ Ӑ ґ ц ᶾҾȲѻᾙ ґ ᵫȴ

FTG ȳ ᶾҾȴFUG ӻQẂᶙ ҏ Ȳ ҭȳв Ҕᵶȸ ȳ ȳ ᵑ ȳ ᵑ ȳ

ȳҏ ȷẔМ юOẂ ԝҏדȳOẂד ӣἨ ₇ Ṷ ȲṳӦ

Ḃ ӔȴFVG Ϣ ѿḕѡӂᶁ Tfrac12VẂⱢ fraslȴ Ғҵדцᾆᶟד ȲҔȸ ȳeplusmn shypoundgtpregacuteshypoundȳґ ѝ ȳ Ẃ ȳײϺцẆ שȳ Ẃ ȳ Fד ȳד ȳὍדGדȳᾆᶟד цἪ ȴFWG ד Ἠ ᴰ П ϯȲ ἘȳӐ ц ᶾҾȲṳᴩϯԝњ ȸHҔӫ йњ Faumlplusmncentacutenotcentumlsup2umlregshyGἨй њ Fbregplusmnsup2 laquosup2laquoumlsup3GȴHй Fgshycentumlsup2umlregshygt shypoundgtpoundplusmn umlshy brvbarcurrenG

269

в

Hῶ й Fcmiddotcentumlsup2umlregshyGȴH ԑ Fclaquocurrencentsup3plusmnregcent acutesup3currenplusmncedilGHᶟ Ѐй Fkcurren sup3regsup3regnotcedilGH њ Ft sup2currencentsup3regnotcedilGȴH Ѭй Ffcedilpoundplusmnregcentcurrenlaquocurrencentsup3regnotcedilGȴH ῖ Ᾱ Ffcurrenplusmnshyumlregmacrlaquo sup2sup3cedilGȴHᶟ йѱFacedilsup2sup3regsup2centregmacrumlcentgtiexclumlregmacrsup2cedilGH ϱ Fqacutemacrplusmn macracuteiexclumlcentgtcentcedilsup2sup3regsup2sup3regnotcedilGH ҵ ᾌ Ӱ FcqujGȴH Fcentcedilsup2sup3regsup2centregmacrcedilGц ᴩἤ ᾽ Fpcurrensup3plusmnregbrvbarplusmn poundcurrengtmacrcedilcurrenlaquoregbrvbarplusmn notGȴFONGѻᾙ Ἠᴰ П ϯȲ ԉẔᾆᶟṆ њ ᾼ ϚἨ ϡᵗњHᶟ Fsplusmncurrensup3sectplusmn laquogtsup2regacuteshypoundumlshybrvbarGȴH ᾽й ậӰ Fncedilcurrenlaquoreglaquoumlsup3sectregsup3regnotcedilGH ᶟ й ậӰ gtFsplusmncurrensup3currenplusmnreglaquoumlsup3sectregsup3regnotcedilGHᶟ вй Fgshysup3currenplusmnshy laquogtacuteplusmncurrensup3sectplusmnregsup3regnotcedilGH Ԍй Fn plusmnsup3uml laquogtmacrcurrenshycurrencentsup3regnotcedilGH ᶟ й FrspK`rGH ᶟ rsaquoԝ Ạ FrspKnGH ϳỆứ FregplusmncentsectumlpoundregmacrcurrenmiddotcedilGH ϳй Fmplusmncentsectumlcurrencentsup3regnotcedilGH Ӱ ה Ӱ Fcshypoundregsup2centregmacrumlcentgtlaquoumlsup3sectregsup3plusmnumlmacrsup2cedilGH ӫ ậӰ Fncurrenplusmncentacutesup3 shycurrenregacutesup2shycurrenmacrsectplusmnreglaquoumlsup3sectregsup3regnotcedilGH Fj macr plusmnregsup2centregmacrumlcentt plusmnumlcentregcentcurrenlaquocurrencentsup3regnotcedilGH ה ᶟ в ᵂFdlaquocurrenmiddotumliexcllaquocurrenacuteplusmncurrensup3currenplusmnregplusmncurrenshyregsup2centregmacrcedilGH F`laquo poundpoundcurrenplusmngtshycurrencentordfgtsup2acutesup2macrcurrenshysup2umlregshyGH Flcurrenmacrsectplusmncurrencentsup3regnotcedilGH ᶟ й Flcurrenmacrsectplusmnregacuteplusmncurrensup3currenplusmncurrencentsup3regnotcedilGH ԌἨԓ й Fmacr plusmnsup3uml laquogtregplusmngtplusmn poundumlcent laquocentcedilsup2sup3currencentsup3regnotcedilGHԓ Ἠ и й Frregsup3 laquogtregplusmngtmacr plusmnsup3uml laquogtmacrcurrenshycurrencentsup3regnotcedilGH ῖ ђ й Fgshybrvbaracuteumlshy laquogtlaquocedilnotmacrsectgtshyregpoundcurrenpoundumlsup2sup2currencentsup3umlregshygtGH∟ ђ й Fpcurrensup3plusmnregmacrcurrenplusmnumlsup3regshycurren laquogtlaquocedilnotmacrsectgtshyregpoundcurrenpoundumlsup2sup2currencentsup3umlregshyGH י ђ й Fncurrenlaquomicroumlcentgtlaquocedilnotmacrsectgtshyregpoundcurrenpoundumlsup2sup2currencentsup3umlregshygtGH ϱ й F_poundplusmncurrenshy laquocurrencentsup3regnotcedilGH Ӱ Flcurrenmacrsectplusmnreglaquoumlsup3sectregsup3regnotcedilGHᶟ ᶮכ Facuteplusmncurrensup3sectplusmnregmacrlaquo sup2sup3cedilGHᶟ ϯ њ Fmmacrcurrenplusmn sup3umlregshygtyenregplusmngtsectcedilmacrregsup2macr pounduml sup2GH Ԍй Fn plusmnsup3uml laquogtshycurrenmacrsectplusmncurrencentsup3regnotcedilGH ᶮכ᾽ Fmacrcedilcurrenlaquoregmacrlaquo sup2sup3cedilG

270

в

H ᶟ part Fsplusmncurrensup3currenplusmnregshycurrenregcentcedilsup2sup3regsup2sup3regnotcedilGHᶟ й Fsplusmncurrensup3sectplusmncurrencentsup3regnotcedilGHϢЏ Ϥ Fncurrenshyumllaquocurrengtmacrplusmnregsup2sup3sectcurrensup2umlsup2gtumlnotmacrlaquo shysup3 sup3umlregshyGHҠ ἤ Ϣ Faregshysup3umlshycurrenshysup3gtumllaquocurren laquogtshycurrenregiexcllaquo poundpoundcurrenplusmnGH њ Fk copyregplusmngtlaquo macr plusmnregsup2centregmacrumlcentgtqacuteplusmnbrvbarcurrenplusmncedilG

Ϛ ѣ

271

Ѡה

_LѿҒ ᾆᶟד Ӑ῀ Ȳemsp ȳ Ἢ цњ rsaquo∟П ᶩ ⱢѻȴϚד ∟Ϛ ὑἪ Ἢ ȲẦᵗemsp цњ ЏᵂȲ Ғᶩ Ȳ Ӑ῀ оⱢ ᶩ ӣП ῀ ȴ`L ᶙכϚד ∟Ϛ FnewONNGἬứП ȴaL ѿҵȲϒ ҵד Ἢḕᶩ newצ ᶩ

ᶩ Ầᵗ Ӣ ȴbL ᶩ ȸFϚGgt ϢXFOGϚד ∟Ϛ ὑ Ἢ emsp Ἠequivᴰ П ϢȲ ц ∟ ӴᴰȲṳὑ ѡ ᵫȴFPG ҭἨ ԉᴶצ Ȳ ϱȴFQG ᴰ ϢȲṳ ӔẔȴFRG ndashϤἤ Ɏ ᴩἤ ᾽ ɏȲԒ ѻᾙ ȴFϡGgtἪȸFOGѻᾙ ḕѡ ẔἬ ᾼ ϢȲṳὑiexclcurrenpoundsup2umlpoundcurrenᵂ ȲϚד ∟Ϛ ὑѻᾙ ἪrsaquoȲᴞᴩἨ Ԓ ϢϚװȲҒ ᶩ ȴFPGѻᾙ ἪrsaquoȲ ᶔ П ȳ ᵫȲṳἬ П ȴ

FQGἪ ᾼ Ȳ ltanpltצ ЄṶԈҵȲЛ ȳ ẞȴFRGἪ∟Ȳ gtmacrplusmnregbrvbarplusmncurrensup2sup2gtshyregsup3currenȳ ὨцϯϚḔ ứᾙ Ѡ ȴmacrplusmnregbrvbarplusmncurrensup2sup2gtshyregsup3curren ḕщ Ȳ ἨgasП ϢȲϚщ ϡװȴFϮGgt Ἢȳequiv ȸFOG Ἢ ӦϚד ∟Ϛ ᴰ

ȷequiv Ἠ Ἢ equiv Ӧ ϡדѿϱᴰȳ ȳѿцשṅ ȴ

FPG вȲṳrsquo вњ ȴFQGӻ Ӈ ȴ ὑ Ɫ ᾼ Ḇ ᾃ ӻȲЛҠ ἕȴFRG ԉᴶ Ἠᵺ Ϛứ ϱ ᴰ ȳἨѻᾙ Ȳйнז Ӵ ȴ

cL ȸᴰ ҵד цᾆᶟד ȲӭrsaquoП ҔȸFOG Ἢ Fḕ ẒװGA ґ ѝAѻᾙ ᵫAᾆᶟדȳὍ ȳד ȳד ד

272

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1Smithrsquos General Urology 132Campbellrsquos Urology133Journal of Urology134Journal of Endourology135British Journal of Urology136European Urology

ᶩ ᴕӐ ҵד ȲḕϢḕѣӂᶁ щ ⱢUKOO Ȳḕѡפ WKORᶩ ȴ

Ѡה

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1430-1630

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0830-1130

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QL Ẃ ᵂȸḕѣ ӻOẂᶙ ҏ ҭȲ ȳ ȳ ᵑ ȳ ᵑȳ Ȳв ԝҏד Ἠד ӣἨ ₇ Ṷ ȲṼӻП ᵫ ᴩ ȴ


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RL ṓц ạ ᾬṿӣᾼ ȳ ȳ ᵂӣȳӻФᵂӣц ᾬ ȲяẔṊ ғ Лԓȳњ rsaquoцњ ∟ Пӣ fraslȴSLứ anaцqna Ȳ ϩцЀᵫᾼ ȴѿԓϢ Ɫҏ ȲѿṆ ᶛ Ɫᾙ ѠȴTL цד ᾎ П ȳ Ϣԓȳ ạ Ȳ ᴰ ד ȴULϠ rsquoᾎ ȳ ц ᶩ ᾼᴩȲrsquo Ӑцӑẃ ἘȴVL ắ їῐ Ȳṳ ᴕ ậWL Ẃ ᵂȸḕѣ ӻOẂᶙ ҏ ҭȲȳ ȳ ᵑ ȳ ᵑ ȳȲв ԝҏד Ἠד ӣἨ ₇ Ṷ ȴ

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275


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TL Ẃ ᵂȸḕѣ ӻRẂᶙ ҏ ҭȲȳ ȳ ᵑ ȳ ᵑ ȳȲẔМ юϚẂ ԝҏד цϚẂד

ӣἨ ₇ Ṷ ȴUL ц Ϣ ȸӐ цϚҵד ᶩ ȲḕϢḕѣӂᶁ щ ⱢUKOO Ȳḕѡפ WKORᶩ ȴVL ϢȳkumlshyumlKacv ȳmqac ᴷȸϒҵד ḇ∟Ȳ ᶩ ї Мҏᴕ ѻ ȲӦ ᶩ ц Ϣ emsp ȳἪ ẞᾼ Ȳ ᶮȲṳԝϤ иӭМȴ

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276

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1Skeletal trauma basic science management and reconstruction Volume 1 General principles spine pelvis 132Skeletal trauma basic science management and reconstruction Volume 2 General principles spine pelvis 133Skeletal trauma in children 134Surgical management of spinal deformities 135AAOS atlas of orthoses and assistive devices 136Specialty imaging Arthrography principles and practice in radiology 137The shoulder Volume 1 138The shoulder Volume 2139Hip resurfacing principles indications technique and results

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QLὑ Ȳắ ḕѣ ӻOẂᶙ ҏ ҭȲ ȳ ȳ ᵑȳ ᵑ ȳ Ȳв ԝҏד Ἠד ӣἨ ₇Ṷ ȲṼ ӻП ᵫ ᴩ ȴ



278

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279

Ѡה

Ϛȳ Ϛד ѣ ȸ Ṽ Ӣ П їⱢѻȲ Ѡה ӣȸ

FOG ᶩ gtKgtҒ דד ȸ ӦϢȲ ᴶ Ȳ П Ȳ asympᴕȲᴶ Ϣѿц Ϣᾼ ȳ ṳѹⱢ Ϣứ ϚḔᾼᾙ Ȳṳ П ᵒᴩ ȴ

L ҭ ȳ ȳ ᵑ ПᶾҾҭ F ᴶ Ggtɇgt ὑ Пѻד ҭП ᶾҾȸҔᵶ Ɏpoundumlsup2curren sup2currenɏ ѻ ȳ ҭȳ ҟ ҭȳ Ϣҭȳ ҭȳ ҭцṆ Ȳ Ɏumllaquolaquoshycurrensup2sup2ɏϠ Ϣᾼ ếᵺ ȲҔ ї ếῂ ᾼ ȴ

ᶾҾȲ Ϛ вדП ȲҔᵶȸԓṝȳӢỄ Ɏᵶᴨ ȳ ȳ ȳẻᵮ ɏȳṝц ᾼ ȳ ᾭ ᾼ ȳӫ ȳ цȳ ᵶ Ἁ ɏȳᴘתȳ ȳЀȳ₅

ȳ ᵶӧᾭ ɏȳ ђ ȳ ῐ ȳї ᴨ цỂ ȳ ȳ ȳḽἤᾆᶟӢ ȳ᾿ ȳҳῒ ȳȳ ᾭ ȳ ῀ ȴҫҵȲṳ

Kgtϫϡ ȳ ȳ ȳЊғ ȳ ᵂ цЛᴞѻ ȳᴞradic ȳgt ῀ȴᵑ ϯԝ ᾭἨ ᴩ ᵑ ȸȳ ȳῒ ϩц Ѥȳ ȳ ȳЛᴞѻȳῒ Ἴ ȳ ϩ ȳ ȳȴFPGgt ᶩ ȸ ᶩ ắ ḕѡ ȳemsp цᶩ ѿ Ѡה ȲṳСѿ part ȴ ὑ ᶩɎ Ҕ ṓП ᶩ Ȳ ѠהӇ ҔЊ Ẃ ц Ἢ ɏц ὑᶩ Ɏ ѠהҔЊ Ẃ ц ἪɏȴFQGgt ȸ דцẔד П ȳҵד Ȳ ד ῀ Ȳ

ṳ Ӧ ґ ậ ῀Ȳҫ Ḗ ҏ ԓ ἤȲȸ в ҵцὍ ד ȳ

ҵד ȳ ᶩ ȳԓ ȴFRG ȸ Ӧ ẂȲѿ с

ȴFSG ґᾼ ש ȸӦ ᶩ ῀ ц Ȳṳש ד Ȳ

ȴFTG ᾎ ȸ ѠהӇ ҔЊ Ẃ ȴFUG иέ ₇ Пṏ цḂ П ȸ Ю

280

ד Ḋצвד Ȳ צ вדד ד ȳ

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ᶩ Ϣ ѿḕѡӂᶁ QʲTgtẂⱢ fraslȲѹҒȲѿЛ gtVgtẂⱢ fraslȴ

Ѡה

₇ Пד в ȲӇ Ҕᴶ כ ɦ ϢԓɧцɦЏᵂԓɧӭ ц П Ṯ ȴϡȳ Ϣ ȸὑ ᶙ ϯԝ Ἠ ᾼȸ ᴨ ȳ ȳМ ȳ ᵂ ц

Лᴞѻ ȳ ȳϯ ȳ ȳӒȳҷ ȳМ цӒ Пҟ ȴϮȳ ᶩᶾ ȸFOG ϱ П ᶩ ᾭȳῶ ȳȳᾙ ҵȲӼ Ϣц ᾼ ȳ

ᾙ цẔᾃ Ṷ ȴFPG ϱ П ц ȴFQG ῀ Lϱ П цᾙ fraslȴiexclLϠ ӣ ᾬП ȳ ᵂӣȳṿӣц ᾬ Ṋ ғП цṊ ғ Лԓ ПṿӣѠᾎȴcentL ȳᾎứц П Ӑ Ἐц цᾎứ ᾼ ȴFRG דד Ἠᵒ ц ᴩᴨ L ȸ Mᴥц ȴiexclLᵒ ȸԓᴨ ȳᴨᶟ ȳ цȳӢо ȳ ᴨᴨ иέȳї L ȳṊ

ᾣ ȳ ȴFSG ד ᵒ ᴨ ᾌȳ цᴜȳ ᴯȳ ᾌȳ ᶩҷ ᴷ ῶцї ȳ

ц Ԛ ȳ ᴨ ȴFTGϚ вדד цᶾ L ᴨч ПᵒiexclLẻᵮ Ɏᵶ в Ϥц ɏcentL Ӑ ȳ ц ѠᾎpoundL ᶾ Ɏᵶכ ᴪז ɏcurrenLẔᶾ ȸ їῐ ȳ ẛȳМҶזϤ ȴ

ҳgtȳ Ӑ ḖȸOLḕѣ ӻOẂᶙ ҏ ҭȲ ȳ ȳ ᵑ ȳ ᵑ ȳ Ȳв ԝҏד Ἠד ӣἨ ₇Ṷ ȴ

ἬЮ

Ӑד צ цד М Ἢȳ ד Ȳ דҒ ἪFlqgasGȲṳ צ Ṇ Ȳ ὑ Ἢȳ ד צ ȳ Ȳẁ ᴩц ד ȴ

281

ῶȸ

1700-1800 ἪMlqgas ἪMlqgas ἪMlqgas ἪMlqgas

ԓ

1400-1600 ἪMlqgas

emspἪMlqgas ἪMlqgas ἪMlqgas

1600-1700

דᵒ M

דᵒ M

דᵒ M

דᵒ M

דᵒ M

1300-1400

lcurrenparagta sup2currenpregacuteshypoundᴰ

0730-0830

`regregordfplusmncurren poundumlshybrvbarM




в ҵ

0830-1230

דἪ

M emsp

דἪ

דἪ

דἪ

דἪMemsp


282


L



OLӦ ắ ὑ Ởrsaquo ɦ ῴ Ὑ ɧȳṳὑḕѣ ᴩϡװɦ ɧɎѣМⱢ Ӣ ȳѣἉⱢ ɏȲϠ ᾼ כ ṓȲṳӦ ч ᾼ ṓᵂⱢ ᾼ ᴕȴPL ɦצ hArr ῶɧFḕѣѣἉϚװGȲ П ȳ ᴩѠהȳ ∟П ᴷ ᴩ Ȳṳ Ɫ ᶩ цḂ ПṼ ȴQL Ϸ ɦצ ῶɧFḕѣѣἉϚװGȲ ᾼ hArrȳ ȲϠ כ Ȳ ϷҠ ᵡ ạhArrȲứ ᶮȴRLắ Ғ ד Ҕȸ F`regregordfgtplusmncurren poundumlshybrvbargtDgta sup2currengtpoundumlsup2centacutesup2sup2umlregshygtGȳlcurrenparagta sup2currenplusmnregacuteshypoundgtȳhregacuteplusmnshy laquogtplusmncurren poundumlshybrvbarȳᴰ ȳkDkgt ȳ emsp ȳ Fד вȳ ҵȳὍGד ȴ ᶩ ц ὑϚ ѣв Мṿӣѿϯῶ ᴩ XFOG ד hArr ῶFPG ד ῶFQG ד ᴞᶺ ῶFRG ד ї נ ῶFSG ד ц ₇ ᵫFTG ד ᵫFUG ד ᶩ έῶFVGkumlshyKacvF ᵂGῶ

OLắ ɦ ɧɎḕѣ ן ɏȲѿẓ ᵧ ᵂⱢ ПṼȲgt Ҕ῀ ȳᶾ hArrἬ ẞᾼ Ɫ fraslȴPL Ӧ ῏ П ᴷȲ ῏ѿᴕ ῶȳ ȳ ᵂɎkumlshyumlKacvɏȳЀц ᾼ Ѡה ᴷ ȴ ѿ hArr ᴞᶺ ᴷῶᴞᶺ ᴷȲṳѿ ῶȲᵂⱢ Ӑ П ᴷȲױ ѻϢ ң Ḃ П ȴ

QL ɦצ כ ῶɧFḕѣѣἉϚװGȳkumlshyumlKacvF МѣῴȳѣἉϚװGȳQTNhArrF ḇ∟ ϚװGȳ Ϣ F ḇ∟ ϚװGȳmqac F ḇ∟ ϚװGȳbregmacrsup2




283

ɎϟɏOgt ѣ K ד


ɎOɏ Ϣ

ד ѻԉ 16 Mכ П ᴷ ᾙ




ȸ

в

_Lgt nplusmnumlnot plusmncedilgta plusmncurrenП Ȳѻᾙ ϯȲϠᴰ Ϣᾼ ȳן ӭᾼȳᾙ Ѡהȳ ᾃ ṶҒ Ӕ П ד ᶩ ϩȴ`Lgt ѻᾙ ȳ ϢFmacrplusmnumlnot plusmncedilgtcent plusmncurrenGцẔ ᾙȳᴰ ậẆ П ὙȴṳҔL Lgt ҭ gtgt ҭ П иⱢẒ Ȳnew Ϛ Пѻᾙ ȳ ȳῂЏ ϚȲ ᴰ ȴgtgt ϡ ȳῂЏ Ϛ Ȳ ᴩ ҭ ȴ ҭ ПᶾҾҵȲ ∟ế Ѐ ᵫ Ϸ ᴩ gtȲ

ȴiexclL ɎϤ Ẃ ḕѡ gtɏȸgtиⱢẒ ԌgtȸϤ ếḕѡ gtȴ נ Ϣ ᶮȲẔв ѻ ȳ ҭȳṝ

Ɏmacrsectcedilsup2umlcent laquogtcurrenmiddot notumlshy sup3umlregshyɏȳ ц ȳȲ ᵧ asymp ȴѻᾙ Ἠ new

ᵂП С ṳ Ȳѹ СӇ ПӔἨ

aLgtc`k ПϯȲ Ϣ צ ПᾙѠהȲԓ ד Ϣ ᾙ Ȳѿ ԓϢȳԓ ȳԓ П ӭ ȴbLgt ᴰ Ϣ ד ᶾ ѿцד ԓṮ ȴcLgt ԓϢ ȳ ц Ή ȴ

Ϛ ѣ

284

Ѡה

QLgtOgtᴰ ȸ

QLOLOgtᴰ ѿ ה Ɫѻ ѠȲltה ҏ ᾭᾓц gt Ȳі ᴩgtȲ ᴶ gtɎ ד ȳ І ȳgt ɏȲ ḟ ᶩ ȴᴰ Ȳи

έ цӱ Ȳṿnew Ϣ ȴϷҔnew ᴕ ȳ Ϣ ᵓ Ή ᾎradic ד Jgt emspᴰ Jgtṳ ϱϢԓ Ṇ ȴQLOLPgt Ṽ ứ ᴰ ц ẞȴ

QLPgtemsp ȸnew ὑ Хϯр ѻԉ emsp gtȲḕװ Ẓᴯ ȴ ҭ ȳȳ ї ᾙ ПᶾҾgtȴѻᾙ ᾙᶙ∟gtȲȴ ῴ gtȲṳᶙכῴ Ϣ ϛԌɎ ԈХɏȴṳ ї ᾃ Ϣ ṂJgtemspᴰ ȴ

QLQgtgt ᵫȸ

QLQLOgtnew вד ᴩ ᵫϛȲltװ Ӧ Пѻᾙ ứȴQLQLPgt Ӧѻᾙ Ȳnew ȳẔ ᶁ

ȴ ᵫ RNиפ ȲП∟ ᴩ ȴQLQLQgt ᵫᶙכ∟Ȳ ӻ ᵫmacrmacrsup3 ϛԌ

QLRLgtgt ґ ᵫȸ

QLRLOgtnew ὑ ґ ᴩ ᵫgtȲґв Ӧ ỗ ứgtȲgtϷҠᴞᴩ צ ᾼѻgtȲ fraslϱѿ ᶩ ד ⱢѻgtȴQLRLPgt Ӧѻᾙ Ȳnew ᶁ ȴ ᵫḕ PNиפ ȲП∟ ᴩ gtȴ

QLRLQgt ᵫᶙכ∟Ȳ ӻ ґ ᵫПmacrmacrsup3 ϛԌȴ

QLS gtȸnew ḕ П П ᴩṳ Ἤ ᾼgt ῶgtgt ᶩϱᾼ ц Ӧ כ ЛṔhArrɎᵶ ȳї ȳῂЏ ȳgt ᾙ ɏᾼ МѠϠ gtȲᵂҏᾙ ϱ Ṿᾼpart gtȴ

RL ᵂȸḕѣᴟюOgtẂד ȳӣȳ ₇ Ἠ ạ Ṷ ȴ

SL ᴷѠהȸ ὑ Ởrsaquoᶁ ắrsaquo FҔᵶ

285

ᶩ

_Lgtnew щ ȸ Л QщO ȴ`Lgtnew ᶩᴯ ȸḕϢḕѡ ᶩᴯϱ ⱢONᶩJnplusmnumlnot plusmncedilgta plusmncurren Ϣ ȴ

aLgt Ӧѻᾙ цӐṝ Ϣ цnew Пכᶙ ȴ

Ѡהцᴞ GȲṳὑ ∟ȲӦ ᶩ ὑemsp ȳ Ἢ

ᴩnotumlshyumlKacv ȳQTNhArr Ȳ ᶮȲṳԝϤ и ӭМȴ

ἬЮ

OLgtgt ȸOLOgtế QbццSb Ἢвеӣ OLPgt Ἢв ȳ ȳ ϚOLQgt emsp Ϛ gtyṝїדϮ OLRgtSdgt PLgtgt ȸPLOgtṝї ד вצ ϚүPLPgtṝї ד вצᶙPLQgtṝї ד вצ ᾬ gtȳ ц ד ᴕ

286

ד Ḋ

OLgtgtZ ד OLOgti macrlaquo shygtDgtq poundregcentordfEsup2gtcentregnotmacrplusmncurrensectcurrenshysup2umlmicrocurrengtsup3currenmiddotsup3iexclregregordfgtregyenmacrsup2cedilcentsectuml sup3plusmncedilJmicroLOgtMgtq poundregcentordfJgt`currenshycopy notumlshygthLJOWQQKMq poundregcentordfJgttumlplusmnbrvbarumlshyuml gt_Mi macrlaquo shyJgtf plusmnreglaquopoundgtgLJgtOWPUKMjumlmacrmacrumlshycentregsup3sup3gtuumllaquolaquouml notsup2gtDgtuumllaquoordfumlshysup2JgtPNNSOLPgtrsectcurrengt_notcurrenplusmnumlcent shygtnsup2cedilcentsectuml sup3plusmnumlcentgtnacuteiexcllaquoumlsup2sectumlshybrvbargtsup3currenmiddotsup3iexclregregordfregyengtcentlaquoumlshyumlcent laquogtmacrsup2cedilcentsectuml sup3plusmncedilgtMgtf laquocurrensup2Jgtpregiexclcurrenplusmnsup3cLMwacutepoundregyensup2ordfcedilJqsup3acute plusmnsup3gtaLM_notcurrenplusmnumlcent shygtnsup2cedilcentsectuml sup3plusmnumlcentgtnacuteiexclLJPNNQPLgtgtZ PLOgtbqkKgtgt ᾼ gtgtэ MOWWUPLPgtbqkKgtKrpgt fraslњҌgtgtэ MPNNUPLQgt П ᾭц gtXdgqfgtѫ ᶩ

Mэ Mf notumllaquosup3regshyk middotM gtgtOWWUQLgtgtZ QLOgtrsectcurrengtmacrsup2cedilcentsectuml sup3plusmnumlcentgtumlshysup3currenplusmnmicroumlcurrenparagtX gtmacrplusmn centsup3umlcent laquobrvbaracuteumlpoundcurrengtMgta plusmnlaquo sup3Jgtb shyumlcurrenlaquogthLMjumlmacrmacrumlshycentregsup3sup3gtuumllaquolaquouml notsup2

Dgtuumllaquoordfumlshysup2JgtOWWWQLPgt ד ᶾҾgtgt ṸM ѝ Mэ Mqsectcurren gtqsect parashyasectplusmnumlsup2sup3regmacrsectcurrenplusmnMgt gtgtPNNRQLQgtqsup3plusmnacutecentsup3acuteplusmncurrenpoundgtcentlaquoumlshyumlcent laquogtumlshysup3currenplusmnmicroumlcurrenparagtyenregplusmngtbqkgtKgt middotumlsup2gtggtpoundumlsup2regplusmnpoundcurrenplusmnsup2gtqagbgtKggtXcentlaquoumlshyumlcentuml shygtmicrocurrenplusmnsup2umlregshyJ poundnotumlshyumlsup2sup3plusmn sup3umlregshygtiexclregregordflaquocurrensup3gtMgtdumlplusmnsup2sup3Jgtkumlcentsect currenlaquogt`LJgtOWSTKM_notcurrenplusmnumlcent shygtnsup2cedilcentsectuml sup3plusmnumlcentgtnplusmncurrensup2sup2JgtOWWURLgtgtZ ґRLOgthregacuteplusmnshy laquogtregyengtalaquoumlshyumlcent laquogtnsup2cedilcentsectuml sup3plusmncedilRLPgt_notcurrenplusmnumlcent shygthregacuteplusmnshy laquogtregyengtnsup2cedilcentsectuml sup3plusmncedilRLQgt_plusmncentsectumlmicrocurrensup2gtregyengtecurrenshycurrenplusmn laquogtnsup2cedilcentsectuml sup3plusmncedilRLRgt`plusmnumlsup3umlsup2sectgthregacuteplusmnshy laquogtregyengtnsup2cedilcentsectuml sup3plusmncedilRLSgtnsup2cedilcentsectregsup2regnot sup3umlcentgtkcurrenpoundumlcentumlshycurrenRLTgtecurrenshycurrenplusmn laquogtfregsup2macrumlsup3 laquogtnsup2cedilcentsectuml sup3plusmncedilRLUgthregacuteplusmnshy laquogtregyengtsup3sectcurrengt_notcurrenplusmnumlcent shygt_cent poundcurrennotcedilgtregyengtasectumllaquopoundgt shypound_poundreglaquocurrensup2centcurrenshysup3gtnsup2cedilcentsectuml sup3plusmncedilRLVgtùmlreglaquoregbrvbarumlcent laquogtnsup2cedilcentsectuml sup3plusmncedilSLgtgtZ І Z SLOgtsmacrrregb sup3currengt ᶩ ѻSLPgtnacuteiexclkcurrenpoundSLQgtaregcentsectplusmn shycurrengtjumliexclplusmn plusmncedilgtSLRgtmmicroumlpoundgtkcbjglcgtOWTTgtsup3reggtnplusmncurrensup2currenshysup3gtparaumlsup3sectgtb umllaquocedilsmacrpound sup3curren

ῶȸ

287

1630-1730 ц ש

ṅᵂ

1230-1400

דMa sup2currenaregshyyencurrenplusmncurrenshycentcurren

0900-1000

ᴰц

ᴰц

ᴰц

ᴰц

ᴰц

0800-0900



L



OL ɦצ כ ῶɧFḕѣѣἉϚװGȳnotumlshyumlKacvFѣῴȳѣἉϚװGȳQTNhArr Fḇ∟ ϚװGȳmqacF ḇ∟ ϚװGȳbmnqF М ắϚװ G а ѠהȲὑ

Ӧ ᶩ ȲṼ ắ Пῶ Ȳ ᴩ ȴPL ɦצ hArr ῶɧFḕѣѣἉϚװGȲ П ȳQL Ϸ ɦצ ῶɧFḕѣѣἉϚװGȲ ᾼ hArrȳ ȲϠ כ Ȳ ϷҠ ᵡ ạhArrȲứ ᶮȴRL ắ Ȳ ḕѣ ᴩẒװ Ӣ Ȳ Ӣ נ ȲϠ ὑắ ἬẞП Ȳ С ȳ ȲἨὑḕẒ ѣ Ӣ МȲӦ ȳ ᶩ Ԛ ҏṳ ȴ

OLṼắ ὑắ Пɦ ɧFḕѣ ן GȲ ᾼ hArrцןᶮṳᵂⱢ ПṼ ȴPL ὑ rsaquoᶁ ắ Ȳṳ ɦצ כ ῶɧFḕѣѣἉϚװGȳnotumlshyumlKacvFМѣῴȳѣἉϚװGȳQTNhArr F ḇ∟ ᶩ ϚװGȳדhArrmqac F Ӣᶙכ ד∟ ᴩG ао ѠהȲὑ Ӧ ᶩ ȲṼ ắ ῶ Ȳᴩ ȴQLὑ Ȳắ ḕѣᴟюOgtẂד ȳ ӣȳ ₇ Ἠ ạṶ ȲṼ ӻП ᵫ ᴩ ȴ

OLắ Ӣ FḕѣᴟюϚװG Ϡ Ẕ ᾭᾓ כ Ȳ ứ ὑѣἉᴩ Ȳ Ӧ ȳ ᶩ ᾼ ȲϠ ᾼ ᶮȲ נ ᴟ

ȲᵂⱢ Ḃ ПṼ ц ᴕȲ ЛṜȴPLḕѣ ṓF hArr ῶȳ ῶȲḕѣ ϚװGȲ ẁȲᵛẘ hArrᾼḂ ȴQLӼצ ԉᵗ ѿḕѡϠ ᴩ Ȳṳ ᶩ rsquo й ȴRL Ӧ ᶩ ȴ

HẔ ṓ gtɇgt үҖиnewKṝїדKONPNTPNLmacrpoundyen

288


Ogt ѣ Kᴘ Zד ȸ ᾎϢᴵ үҖи

ɎOɏ Ϣ

ḋ ᴘ ד ѻԉ 6 ד




ȸ

в

ѿ ᶩᴘ ПϤemspἬד Пᶾ ц ⱢѻȲẔҔϱ ȳᴘ ד Ἢ ȳemspequiv ц ϧἪȲв ҔXOLᴘ ד ПṿӣȸFOG ч ȴFPGᴘ ȴFQG ȴFRG ᴡὰȴFSG ᴘ ȴPL ᾼ ȴQLᴘ П ҭ ȴRL ᴘ ד ȸFOG ϩ ȴFPG І ȴFQG в ȴSL ᾼ Ӑ ȴTLᴘ equiv П ȴUL ᴘ П њ ȴVL вד ц ȴWL ᴘ ᴰד ϢП ȴONLⱢ Ϛ ѣ ᶙכȸFOGи Пmacrplusmnumlnot plusmncedilgtcent plusmncurrenȴFPGemsp ц ϧἪП ȴFQG ĖOȲ ᵫĖOȴ

Ϛ ѣ

289


Ѡה





TL Ẃ ᵂȸḕѣ ӻOẂᶙ ҏ ҭȲȳ ȳ ᵑ ȳ ᵑ ȳȲв ԝҏד Ἠד ӣἨ ₇ Ṷ ȴUL ϢȳkumlshyumlKacv ȳmqac ᴷȸϒҵד ḇ∟Ȳ ᶩ ї Мҏᴕ ѻ ȲӦ ᶩ ц Ϣ emsp ȳἪ ẞᾼ Ȳ ᶮȲṳԝϤ иӭМȴ

ἬЮ

Ӑ W`Ɫᴘ ד ἪȲ ᴘצ ד цв ȲҠ ᴩᴘ ᶝ цᾙ ȴϡ ᴘemspד Ԛצҳ Ȳѿцᶙ П ϩ ȳȳ ғ ȳ в ᾙ ȳᴘӣȲҠ ẁᴰ ṿӣȴ ϧἪצᴘ ד

ӣПἪ цњ Ȳ ד ПȲҠ ᴩᴘ ד њ ȴ

290

ד Ḋ

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1Occupational medicine practice guidelines evaluation and management of common health problems and functional recovery in workers132Atlas of osteopathic techniques 133Atlas of surface palpation anatomy of the neck trunk upper and lower limbs 134Positional release techniques 135The balanced body a guide to deep tissue and neuromuscular therapy 136Kinesiology the mechanics and pathomechanics of human movement 137Muscle energy techniques 138Pathology and intervention in musculoskeletal rehabilitation 139Orthopedic physical assessment 1310Manual physical therapy of the spine 1311The pelvic floor 1312Evidence-based physiotherapy for the pelvic floor 1313Fields lower limb anatomy palpation and surface markings 1314 Pelvic floor re-education principles and practice 1315 Introduction to neurogenic communication disorders 1316 Language and communication disorders in children 1317 Pelvic power mindbody exercises for strength flexibility posture and balance for men and women 1318 Foundations of aural rehabilitation children adults and their family members

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ӣȳ ₇ Ἠ ạ Ṷ Ȳ ױП ῀ ȳ Ϣ ȳ hArr ϩȴ

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ȴ ѩ ȴ ẛז ȴ ЮϤἤᾙ ȴGbL ᴜᴚ Ὅ gtF vԏ ȳ

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iDecision making in radiation oncology (electronic book) 2011 Jiade J Lu Luther W Brady (eds) foreword by LW Brady H-P Heilmann M Molls and C Nieder Springer Heidelberg 201113iiHandbook of evidence-based radiation oncology 2nd edition Eric K Hansen Mack Roach III [editors] Springer New York 201013iiiPriciples and practice of radiation oncology 5th edition Perez Carlos A Lippincott-Raven USA 200813ivCANCER Principle amp Practice of Oncology 8th edition Vincent T DeVita Jr MD Samuel Hellman MD Steven A Rosenberg MD PhD Lippincott Williams amp Wilkins USA 200813vTextbook of radiation oncology 3rd edition Leibel Steven A Saunders USA 201013viRadiobiology for the radiologist (electronic book) 7th edition Lippincott Williams amp Wilkins USA 2012 6th edition Lippincott Williams amp Wilkins USA 200613viiTreatment Planning in Radiation Oncology 3rd edition Khan FM Lippincott Williams amp Wilkins USA 2011

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325


Ѡה

L ї в ȸFOG rsaquo ᴷ ї ȸ hellipȳ ᶾҾȳΉ цד ᾎradicש ȳ rsaquo ᴷɎҔ ȳȳ ᵫɏȳ ᵫ῀ȳ ὙɎӦ Ἠ ᾼԓц ἤ Ὑɏȳᾼ ᴷȴ

FPG⌠ ї ȸ⌠ Ϣ ɎҔȸᴨ ȳẻᵮȳ ȳᴨ ếhArrȳї ȳᶟ ȳ

ці ɏȳᴰ Ϣц ѡemsp њ Ϣ⌠ ᾼ ɎҔȸԓṝ ȳҙṝ ȳ

Ӣ ᾼ оɏȳ Ẇ ᾼ ɎҔȸᾙ ц ᴨц П ҉ɏȳ ∟equivἤ ạȳ⌠ӢỄ ц₇ נ ȴFQG ạ ї ȸequivἤц ἤ ứ ȳɎ цӢ ɏȳ Ɏ ȳӢ ц оɏȳ ȳequivἤ ạȳ ạȳἤ ἤ ạȳᴜ ᾭ ȴiexclL ȸFOG Fnotregplusmnshyumlshybrvbargtnotcurrencurrensup3umlshybrvbarGȸӦᴰ ᶩȲ ҏ ᵫȲӦѻᾙ ѻȲѻԉ ṳⱢṓ ц ᵂ ᶩ ȴFPGᴰ ᵫἨ ȸḕ Хϯрϡ ᴟϮҙȲӦᴰ ᵂ ᵫȲѻᾙ ȴFQGѻᾙ ᵫ ȸḕ Хϱрϝ ҙᴟϥ ϫиȲӦѻᾙ ᵫ Ὼ ῀ȴFRG ᵑ ȸЛứ צ П ᵂ῀ ȴ

FSGד ȸḕѣ Ϛ Ϯϱрϝ ҙᴟϥ ⱢȲṳ ϱѣ צ Ẇ цײϺ ẂȴFTGo_ ȸḕѣ Ϯ Ϛϱрϝ ҙᴟϥ Ȳ₇ ȴcentLᴰ Ӈ ҒӐד ȲF_G ᶩ ẂgtF`GײϺ Ẃ gtFaGᴰᵫgtFbGѻᾙ gtFcGԓ ἤ ȴFTGo_ ȸḕѣ Ϯ Ϛϱрϝ ҙᴟϥ Ȳ₇ ȴL Ẃ ᵂȸḕѣ ӻOẂᶙ ҏ ҭȲ

ȳ ȳ ᵑ ȳ ᵑ ȳȲв ԝҏד Ἠד ӣἨ ₇ Ṷ ȴ

ἬЮӐ צ ṎМїцד њד ȳ⌠ ṳ ὑ ṎМїц Ἢ צ Ṇ ȳ

Ȳẁ ᴩ ц ד ȴ

326

ד Ḋ

ϚLhregacuteplusmnshy laquosup2ȸOL_centsup3 gt_shy currensup2sup3sectcurrensup2umlreglaquoregbrvbarumlcent gtr umlpara shyumlcent LPL_centsup3 gt_shy currensup2sup3sectcurrensup2umlreglaquoregbrvbarumlcent gtqcent shypoundumlshy microumlcent LQL_shy currensup2sup3sectcurrensup2uml RL_shycurrensup2sup3sectcurrensup2uml gt shypoundgt_shy laquobrvbarcurrensup2uml SL_shycurrensup2sup3sectcurrensup2umlreglaquoregbrvbarcedilTL`plusmnumlsup3umlsup2sectgthregacuteplusmnshy laquogtregyengt_shy currensup2sup3sectcurrenumlsup2 ULrsectcurrengta shy pounduml shygthregacuteplusmnshy laquogtregyengt_shycurrensup2sup3sectcurrensup2uml VLaplusmnumlsup3umlcent laquogta plusmncurrengtkcurrenpoundumlcentumlshycurrenWLrsectcurrengthregacuteplusmnshy laquogtregyengtrplusmn acutenot ONLcnotcurrenplusmnbrvbarcurrenshycentcedilgtkcurrenpoundumlcentumlshycurrenOOLn umlshyOPLcacuteplusmnregmacrcurren shygthregacuteplusmnshy laquogtregyengt_shy currensup2sup3sectcurrensup2umlreglaquoregbrvbarcedilϡLrcurrenmiddotsup3iexclregregordfsup2ȸOLkumllaquolaquocurrenplusmngtpLbLXgt_shy currensup2sup3sectcurrensup2uml gtFTsup3sectgtcurrenpoundGPLlacuteshyshyJgtssup3sup3umlshybrvbarJgt`plusmnregparashyXgtecurrenshycurrenplusmn laquogt_shycurrensup2sup3sectcurrensup2uml QLbplusmnumlmacrmacrsup2gtpLbLXgtgshysup3plusmnregpoundacutecentsup3umlregshygtsup3reggt_shy currensup2sup3sectcurrensup2uml RLqcentacuteplusmnplusmngtaXgtqcentumlcurrenshysup3umlyenumlcentgtdacuteshypound sup3umlregshysup2gtregyengt_shycurrensup2sup3sectcurrensup2uml SLdumlplusmncurrensup2sup3regshycurrengtjLjLXgtalaquoumlshyumlcent laquogt_shy currensup2sup3sectcurrensup2uml gtnplusmnregcentcurrenpoundacuteplusmncurrenregyengtsup3sectcurrengtk sup2sup2 centsectacutesup2currensup3sup3sup2gtecurrenshycurrenplusmn laquogtfregsup2macrumlsup3 laquoLTL`currenshyacutenotregyengthLjLXgt_shy currensup2sup3sectcurrensup2uml gtyenregplusmngtrsectregplusmn centumlcentgtqacuteplusmnbrvbarcurrenplusmncedilULi macrlaquo shygthL_LXgta plusmnpounduml centgt_shy currensup2sup3sectcurrensup2uml VLqnotumlsup3sectEsup2Xgt_shy currensup2sup3sectcurrensup2uml gtyenregplusmngtgshyyen shysup3sup2gt shypoundgtasectumllaquopoundplusmncurrenshyWLeplusmncurrenbrvbarregplusmncedilgtecurrenregplusmnbrvbarcurrengt_LXgtncurrenpounduml sup3plusmnumlcentgt_shy currensup2sup3sectcurrensup2uml ONLcplusmnregsup2sup3gtcgt_LkLXgtalaquoumlshyumlcent laquogt_shy currensup2sup3sectcurrensup2uml gtumlshylcurrenacuteplusmnregsup2acuteplusmnbrvbarcurrenplusmncedilOOLa notmacrordfumlshygtDgtracuteplusmnshycurrenplusmnXgtlcurrenacuteplusmnregsup2acuteplusmnbrvbarumlcent laquogt_shy currensup2sup3sectcurrensup2uml gtDgshysup3currenshysup2umlmicrocurrengta plusmncurrenOPLb sup3sup3 Xgt_shy currensup2sup3sectcurrensup3umlcentgt shypoundgtmiexclsup2sup3currensup3plusmnumlcentgtk shy brvbarcurrennotcurrenshysup3gtregyenfumlbrvbarsectKpumlsup2ordfgtnplusmncurrenbrvbarshy shycentcedilOQLh notcurrensup2Xgtmiexclsup2sup3currensup3plusmnumlcentgt_shy currensup2sup3sectcurrensup2uml Xgtsup3sectcurrengtaregnotmacrlaquoumlcent sup3currenpoundn sup3umlcurrenshysup3ORLbregplusmnsup2centsectgt shypoundgtbregplusmnsup2centsectXgtsshypoundcurrenplusmnsup2sup3 shypoundumlshybrvbargt_shy currensup2sup3sectcurrensup2uml cdegacuteumlmacrnotcurrenshysup3OSLaregacutesup2umlshysup2gtkhgtDgt`plusmnumlpoundcurrenshyiexcl acutebrvbarsectgtnmXgtlcurrenacuteplusmn laquogt`laquoregcentordf poundcurrenOTL`regshyumlcent Xgtrsectcurrengtk shy brvbarcurrennotcurrenshysup3gtregyengtn umlshyOULqsup3regcurrenlaquosup3umlshybrvbargtpLiLXgtnsect plusmnnot centreglaquoregbrvbarcedilgt shypoundgtnsectcedilsup2umlreglaquoregbrvbarcedilgtumlshy_shy currensup2sup3sectcurrensup3umlcentgtnplusmn centsup3umlcentcurrenOVLqsectregcurrennot ordfcurrenplusmnXgtrcurrenmiddotsup3iexclregregordfgtregyengtaplusmnumlsup3umlcent laquogta plusmncurrenOWLàcuteplusmnsup3regshygtDgtfregpoundbrvbarordfumlshyXgtpcurrensup2macrumlplusmn sup3regplusmncedilgta plusmncurrenPNLqsup3regcurrenlaquosup3umlshybrvbargtpLiLXgt_shy currensup2sup3sectcurrensup2uml gt shypoundgtaregKcurrenmiddotumlsup2sup3umlshybrvbarbumlsup2curren sup2currenPOLcmicroumlpoundcurrenshycentcurrengt` sup2currengtregyengt_shycurrensup2sup3sectcurrensup2uml

ῶȸ

327

0730-0810

ᶩש ԓἨѻᾙ ḕѣҖ

ѣἨҵ

0800-1600

ᶩ ᶩ ᶩ ᶩ ᶩ

0400-1530

ᴰᵫ


328


L



OLӦ ắ ὑ Ởrsaquo ɦ ῴ Ὑ ɧȳṳὑḕѣ ᴩϡװɦ ɧɎѣМⱢ Ӣ ȳѣἉⱢ ɏȲϠ ᾼ כ ṓȲṳӦ ч ᾼ ṓᵂⱢ ᾼ ᴕȴPL ɦצ hArr ῶɧFḕѣѣἉϚװGȲ П ȳ ᴩѠהȳ ∟П ᴷ ᴩ Ȳṳ Ɫ ᶩ цḂ ПṼ ȴQL Ϸ ɦצ ῶɧFḕѣѣἉϚװGȲ ᾼ hArrȳ ȲϠ כ Ȳ ϷҠ ᵡ ạhArrȲứ ᶮȴRL ὑḕװ МȲ П ῶ ɎҔṶrsaquo ȳ П ἤȳןhArr ɏ С Ȳ ҏ ṓἨ Ɏ ᵂ ῶɏȴḕѣѣἉȲ ᴯ ԝ ȲԚ Ἤắ Пї ȳ ҷȳᵺ ∕Ḃ ȲҒѿש

ṓȲᵧ ᴯ ȴ

Ϛȳ вạהῶOLᴞᶺ ῶPL ᴕ ῶQL ṓῶRL hArr ῶSL hArr ῶ

ϡȳӐד ȸOLӦ ї ᴷắ ῏ᾼ Ӑ῀ ȳᶾ Ѭ ц hArrȴFOG ᶩᶾ ᵂɎᴾQNCɏȴFPG ᵫ Пῶ ɎᴾQNCɏȴFQG ᾼҏ ᾭᾓц hArrɎᴾRNCɏȴPL в ṳӦ ᶩ ȴQLḕװ ȲӦ Пѻ ἤ hArrȲ ї ᾼ hArrhArr Ѡ ᾼῶ Ғѿ ȴRL ὑḕװ МȲ П ῶ ɎҔṶrsaquo ȳ П ἤȳןhArr ɏ С Ȳ ҏ ṓἨ Ɏ ᵂ ῶɏȴḕѣѣἉȲ ᴯ ԝ ȲԚ Ἤắ Пї ȳ ҷȳᵺ ∕Ḃ ȲҒѿש

ṓȲᵧ ᴯ ȴ



329

ᾎϢᴵ үҖи

ɎгɏO ѣ ד ד 7 NNPSSO

921127

ᾎϢᴵ үҖи

ɎХɏO ѣẐד Ṏ Ẑד 8 Ẑ NNPTWT

910205

ᾎϢᴵ үҖи

ɎХɏO ѣẐד Ӆѝ Ẑד 3 Ẑ NNQSRW

960103

ᾎϢᴵ үҖи

ɎХɏO ѣẐד Ẑד 7 Ẑ NNPWRS

920331

ᾎϢᴵ үҖи

ɎгɏO ѣ ד ד 9 NNPRVU

901116

ᾎϢᴵ үҖи

ɎХɏO ѣẐד ᵇbdquo Ẑד 15 Ẑ NNOUNQ

840124

ᾎϢᴵ үҖи

ɎХɏO ѣẐד ᵦῆὡ Ẑד 7 Ẑ NNPVPT

920331

ᾎϢᴵ үҖи

ɎХɏO ѣẐד ѝї Ẑד 6 Ẑ NNQOTW

930318

ᾎϢᴵ үҖи

ɎгɏO ѣ ד מ ד 21 NNNSSW

781101

ᾎϢᴵ үҖи

ɎгɏO ѣ ד ԏ ד 8 NNPSQO

911112

ᾎϢᴵ үҖи

ɎгɏO ѣ ד Ч ד 18 NNOUNO

811109

ᾎϢᴵ үҖи

ɎХɏO ѣẐד Ӵӂ Ẑד 17 Ẑ NNOSSP

820210

ᾎϢᴵ үҖи

ɎгɏO ѣ ד Ḉ ד 21 NNNTOU

781101

ᾎϢᴵ үҖи

ɎгɏO ѣ ד Ӕ ד 21 NNNPSP

781101

ở ᵑד דד

צѡ

ɎϚɏ П ԉѻᾙ

Ϯȳ

330

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד ṃ equiv ד 3 equiv NNNWVV

970111

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד Ђṏ equiv ד 8 в NNSSUW

920314

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד ϵ equiv ד 8 equiv NNNRTV

920314

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד Ә equiv ד 13 equiv NNNNUW

871030

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד primeᵆ equiv ד 8 equiv NNNRTQ

920314

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד ừῠ equiv ד 3 equiv NNNWVW

970111

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד ᴶ equiv ד 3 equiv NNONUS

970111

ᾎϢᴵ үҖи

ɎгɏO ѣ ד Ӣ ד 10 NNPQWR

891116

ᾎϢᴵ үҖи

ɎгɏO ѣ ד ԏ ד 6 NNPTQV

931119

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד ᶪ equiv ד 3 equiv NNONNV

970111

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד ѷ equiv ד 3 equiv NNONNR

970111

ᾎϢᴵ үҖи

ɎҳɏO ѣequiv ד ὧ equiv ד 6 equiv NNNTTS

940216

ȸOLвדȳҵדѻᾙ Ɫ ӣȲ Ɫẓ ד QדɎᵶɏѿϱȲѹ

ד OדП ԉ ȴPLequiv ȳדȳЊẐד Пד ⱢᴟюצSẓ ד QדɎᵶɏѿϱȲѹ

Пד ԉ ȴ

Ɏϡɏ

Бẓ ϯȸ

331

Мї Ἤ ᾎϢМї ѵ а ד Ἢѻԉ

Мї Ἤ ᾎϢМї Ὥ҉ᶕ ד Ἢѻԉ

Мї Ἤ ᾎϢМї а ensp

ᾎϢ ὧ ҵד ѻԉ

ᾎϢ ὧ Ὥᶳ ҵד ѻԉ

Мї Ἤ ᾎϢМї вד CHIEF OF WOLD

Ϯ и Ӗ ὢ Ẑד ensp

Ϯ и Ӗ ὢ ש Ὑ Ẑד ensp

Ϯ и Ӗ ὢ ѵӘᶳ вד ѻᾙ

Ϯ и Ӗ ὢ ד ѻᾙ

Ϯ и Ӗ ὢ ὭЄ ᾆᶟד ѻᾙ

ᾎϢ ὧ ЧỨ Ẑד ѻᾙ

ᾎϢ ὧ Әzwnj Ẑד ensp

ᾎϢ ὧ ᵦpartϚ вד

ᾎϢ ὧ ᵦ ⌡ вד ensp

ᾎϢᴵ үҖи вד ѻᾙד

ᾎϢᴵ үҖи ѵ вד Ṋ ѻԉד

ᾎϢᴵ үҖи вד Ṋ ѻᾙד

ᾎϢᴵ үҖи ר вד вדѻᾙ

ᾎϢᴵ үҖи part вד Ṋ ѻᾙד

ᾎϢᴵ үҖи ԃ ҵד Ϛ ҵדѻԉ

Ϯ и Ӗ ὢ ѵ Ӗ Ẑד ѻᾙ

ᾎϢᴵ үҖи ᵇbdquo Ẑד ЊẐ ѻᾙ

ᾎϢᴵ үҖи Ẑד ЊẐ ѻᾙ

ᾎϢᴵ үҖи ᵦῆὡ Ẑד ЊẐ ѻᾙ

ᾎϢᴵ үҖи вד ї вדѻᾙ

ᾎϢᴵ үҖи ϵ equiv ד equiv ѻԉ

ᾎϢᴵ үҖи ᴶ equiv ד equiv ѻᾙ

ᾎϢᴵ үҖи ᵄ ҵד ҵדѻԉ

Ϯ и Ӗ ὢ ѵṏ ҵד ѻԉ

ᾎϢᴵ үҖи bdquoЧ ד ѻԉ

ᾎϢᴵ үҖи Ӕ ד ѻԉד

ᾎϢᴵ үҖи ד ѻᾙ

ᾎϢᴵ үҖи ᾆᶟד ᾆᶟדѻԉ

ᾎϢᴵ үҖи Ч ד ѻԉד

ᾎϢᴵ үҖи Ὥọ ד ѻᾙד

ở

ᵑד

332

ҖӀӴ М ὕ Ẑד ѻԉ

ҖӀӴ М Ѡ Ῠ Ẑד ѻᾙ

ҖӀӴ М Ẑד ѻᾙ

ҖӀӴ М вד ѻԉ

ҖӀӴ М Ḉzwnj вד ѻᾙ

ҖӀӴ М ἔế ҵד ѻԉ

ҖӀӴ ѵὙӔ equiv ד ѻᾙ

ҖӀӴ ṃ ד ѻᾙ

ҖӀӴ equiv ד ѻᾙ

ҖӀӴ М ҵד ѻԉ

ҖӀӴ ҵד ѻԉ

ҖӀӴ ếӂ Ӄ Ẉ Ẑד ѻԉ

ҖӀӴ ếӂ Ӄ ₰ Ẑד

ҖӀӴ ếӂ Ӄ Оzwnj Ẑד

ҖӀӴ ếӂ Ӄ ѵ Ẑד

ҖӀӴ М Ђ вד ѻԉ

ҖӀӴ М вד ѻᾙ

ҖӀӴ М ד ѻᾙ

ҖӀӴ ếӂ Ӄ Ѡ Ẑד ѻԉ

ҖӀӴ М ד ѻԉ

ҖӀӴ ד ѻᾙ

ᾎϢ ὧ Ḉsum equiv ד ѻᾙ

ᾎϢ ὧ ᾆᶟד ensp

ᾎϢ ю Ẑד ЊẐד

ᾎϢ вד ensp

ᾎϢ part вד Ṋ ד

ᾎϢ ὧ ד ѻԉ

ᾎϢ ὧ Ṏ вד ѻԉ

ᾎϢ ὧ ὭῠὯ вד ѻԉ

ᾎϢ ὧ ѝ вד ѻᾙ

ᾎϢ ὧ ד ѻԉ

ᾎϢ ὧ вד ensp

ҖӀӴ ᵦ вד ѻԉ

ҖӀӴ ҵד ѻԉ

ҖӀӴ Ể вד ѻᾙ

ҖӀӴ ԑᶛ ד ѻᾙ

ҖӀӴ вד ѻᾙ

Ч ṃ ד ѻԉ

Ч ᵦӘ вד ѻԉ

Ч Ѫї Ẑד ѻԉ

Ч ѝὬ ד ѻԉ

Ч ὭᶛЎ ד ѻԉ

Ч Ӫ‒ ד ensp

333

ҖӀӴ ἔᶕ ᶪ вד ensp

ҖӀӴ ἔᶕ ѿ вד ѻԉ

ҖӀӴ ἔᶕ вד

ҖӀӴ ἔᶕ ₫Ứ вד

ҖӀӴ ἔᶕ prime вד

ҖӀӴ ἔᶕ Ḉᾙ вד

ҖӀӴ ἔᶕ Ḉọר Ẑד ѻᾙ

ҖӀӴ ἔᶕ ӥ ҵד ѻᾙ

ҖӀӴ ἔᶕ ´ ῠ Ẑד ѻԉ

ҖӀӴ ἔᶕ Ḉᶳ вד

ҖӀӴ ἔᶕ ѵ вד ѻԉ

ҖӀӴ ἔᶕ ԏ ᶩ

ҖӀӴ ἔᶕ ד ѻԉ

ҖӀӴ ἔᶕ Ѡἣ ד ѻԉ


ҖӀӴ ἔᶕ ἅר ד ѻᾙ

ҖӀӴ ἔᶕ ד

ҖӀӴ ἔᶕ Ṿ ד

ҖӀӴ ἔᶕ ᾆᶟד ensp

ҖӀӴ ἔᶕ Ђố ᾆᶟד

ҖӀӴ ἔᶕ ҵד ѻԉ

ҖӀӴ ếӂ Ӄ вד ѻԉ

ҖӀӴ ếӂ Ӄ Ữὔ вד ѻԉ

ҖӀӴ ếӂ Ӄ вד

ҖӀӴ ếӂ Ӄ Ḛ ἣ ד

ҖӀӴ ếӂ Ӄ ⸗ вד ѻԉ


ҖӀӴ ếӂ Ӄ ש вד

ҖӀӴ ếӂ Ӄ Ẑד ѻԉ

ҖӀӴ ếӂ Ӄ ᵄ вד ѻԉ

ҖӀӴ ếӂ Ӄ вד ensp


ҖӀӴ ếӂ Ӄ Ђ ד ѻԉ

ҖӀӴ ếӂ Ӄ ר ד ѻԉ


ҖӀӴ ếӂ Ӄ ᵦῨῨ equiv ד ѻԉ

ҖӀӴ ếӂ Ӄ ו Ὅ ensp

ҖӀӴ ếӂ Ӄ ᶳ ד

ҖӀӴ ếӂ Ӄ Ὥ₲ᵷ ד ѻԉ

ҖӀӴ ếӂ Ӄ Ὥѷ ד ѻԉ

ҖӀӴ ếӂ Ӄ Ὥ Ӵ ד ensp

ҖӀӴ ếӂ Ӄ ד

ҖӀӴ ếӂ Ӄ ד

334

ҖӀӴ Ὑ ᴶ Ӄ ד ѻԉ

ҖӀӴ Ὑ ᵇѝ ד ѻԉ

ҖӀӴ Ὑ Ὑ вד ѻᾙ

ҖӀӴ Ὑ Ә вד ѻԉ

ҖӀӴ Ὑ ἣ ד ѻᾙ

ҖӀӴ Ὑ Ὥᶳ ד ѻᾙ

ҖӀӴ Ὑ Ḉbdquoṃ ד ѻᾙ

ҖӀӴ Ὑ ד ѻᾙ

ҖӀӴ Ὑ ѵ вד ѻԉ

ҖӀӴ Ὑ ᶚ ὲ вד ѻԉ

ҖӀӴ ἔᶕ ṏ ד ѻᾙ


ҖӀӴ Ὑ вד ѻԉ


ҖӀӴ Ὑ Ὥ ԏ вד ѻᾙ


ᾎϢᴵ үҖи

P ѣҵד Ṡ ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ԃ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ḉ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ч ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ở

ᵑד

ɎϮɏү Ṏ Ϛ П

Бẓ ϯȸ

335

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד Ὥ ᶛ вד

ᾎϢᴵ үҖи

Q ѣвד asymp вד

ᾎϢᴵ үҖи

Q ѣвד Ḉἔ вד

ᾎϢᴵ үҖи

Q ѣвד ᵦ ԏ вד

ᾎϢᴵ үҖи

Q ѣвד ὭӔ вד

ᾎϢᴵ үҖи

Q ѣвד Ể вד

ᾎϢᴵ үҖи

O ѣẐד ᵦῆὡ Ẑד

ᾎϢᴵ үҖи

O ѣẐד ᵇbdquo Ẑד

ᾎϢᴵ үҖи

O ѣẐד Ẑד

ᾎϢᴵ үҖи

O ѣẐד Ṏ Ẑד

ᾎϢᴵ үҖи

P ѣҵד ЄМ ҵד

ᾎϢᴵ үҖи

P ѣҵד ԏᶛ ҵד

ᾎϢᴵ үҖи

O ѣẐד ѵ Ẑד

ᾎϢᴵ үҖи

P ѣҵד Юѝ ҵד

ᾎϢᴵ үҖи

O ѣẐד ѝї Ẑד

ᾎϢᴵ үҖи

Q ѣвד ᵇ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ вד

ᾎϢᴵ үҖи

Q ѣвד ᵦ вד

ᾎϢᴵ үҖи

Q ѣвד ᵦẕṎ вד

ᾎϢᴵ үҖи

O ѣẐד ᶦ Ẑד

ᾎϢᴵ үҖи

O ѣẐד Ӵӂ Ẑד

ᾎϢᴵ үҖи

Q ѣвד ѵ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ₇ вד

336

ᾎϢᴵ үҖи

Q ѣвד ר вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ӝ вד

ᾎϢᴵ үҖи

Q ѣвד ṏ вד

ᾎϢᴵ үҖи

Q ѣвד ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ἣ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ⌡ вד

ᾎϢᴵ үҖи

Q ѣвד ὔ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ᶳЧ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи

Q ѣвד ỷỨ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

ᾎϢᴵ үҖи

Q ѣвד ᵌὭ вד

ᾎϢᴵ үҖи

Q ѣвד ᾏ вד

ᾎϢᴵ үҖи

Q ѣвד ὺἣ вד

337

ᾎϢᴵ үҖи

O ѣ ד asymp ד

ᾎϢᴵ үҖи

O ѣ ד Ẉ ד

ᾎϢᴵ үҖи

O ѣ ד ἣᵆ ד

ᾎϢᴵ үҖи

O ѣ ד Ч ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד ԏ ד

ᾎϢᴵ үҖи

Q ѣвד צ вד

ᾎϢᴵ үҖи

Q ѣвד ꞌ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи

Q ѣвד primeᶛ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ט вד

ᾎϢᴵ үҖи

Q ѣвד Ứ вד

ᾎϢᴵ үҖи

O ѣ ד Ӕ ד

ᾎϢᴵ үҖи

O ѣ ד Ḉ ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד מ ד

ᾎϢᴵ үҖи

Q ѣвד permil вד

ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи

Q ѣвד ᶳ вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

338

Ч P ѣῂ Ἠᵂ ד

ὭᶛЎ ד ѻԉ


Ӫ‒ ד ensp

ᾎϢ ὧ

O ѣвד ᶳ вד ѻᾙ

ᾎϢ ὧ

O ѣвד Ὥ вד ѻᾙ

ᾎϢ P ѣῂ Ἠᵂ ד

вד ensp

ᾎϢ ὧ

P ѣῂ Ἠᵂ ד

ד ѻԉ

ᾎϢᴵ үҖи

O ѣequiv ד Ђṏ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד ϵ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד primeᵆ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד ṃ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד ᶪ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד ѷ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד ᴶ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד partӢ equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד Ӟ equiv ד

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѝ вד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѵӘᶳ вד ѻᾙ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ὭЄ ᾆᶟד ѻᾙ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ᶥ ד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

Ẑד ensp

ᾎϢᴵ үҖи

O ѣequiv ד Ә equiv ד

ᾎϢᴵ үҖи

O ѣequiv ד Є equiv ד

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ש Ὑ Ẑד ensp

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѵṏ ҵד ensp

339

ҖӀӴ ếӂӃ

P ѣῂ Ἠᵂ ד

ᶳ ד

ҖӀӴ ếӂӃ

O ѣвד ⸗ вד ѻԉ

ҖӀӴ ếӂӃ

O ѣвד вד ѻԉ

ҖӀӴ ếӂӃ

O ѣвד ѵ ᶬ вד

ҖӀӴ ếӂӃ

O ѣвד Ữὔ вד ѻԉ

ҖӀӴ ếӂӃ

O ѣвד ố вד ensp

ҖӀӴ М O ѣвד ᵦὙ вד ѻᾙ

ҖӀӴ P ѣῂ Ἠᵂ ד

ṃ ד ѻᾙ

ҖӀӴ М O ѣвד ḌὙ вד ѻԉ

ҖӀӴ М O ѣвד Ḉ вד ѻᾙ


ד ѻᾙ


Ὥ вד ѻᾙ


ᵦ вד ѻԉ


ԑᶛ ד ѻᾙ


ѝứ вד ѻԉ

ҖӀӴ М O ѣвד вד ѻᾙ

ҖӀӴ М O ѣвד Ӕ вד ѻᾙ

ҖӀӴ М P ѣῂ Ἠᵂ ד

ד ѻᾙ


ѝ ד ѻԉ

ҖӀӴ М O ѣвד ѝ вד ѻᾙ


ҖӀӴ М O ѣвד Ὥ вד ѻᾙ


ҖӀӴ М O ѣвד partᶪ вד ѻᾙ

340

ҖӀӴ ἔᶕ P ѣῂ Ἠᵂ ד

ѝ ד


ד ѻԉ


ԏ ᶩ


ṏ ד

ҖӀӴ Ὑ O ѣвד вד ѻԉ

ҖӀӴ Ὑ P ѣῂ Ἠᵂ ד

ἣ ד ѻᾙ


Ὥᶳ ד ѻᾙ


ᵇѝ ד ѻԉ


Ḉbdquoṃ ד ѻᾙ


ד


´ ῠ Ẑד ѻԉ


Ṿ Ẑד

ҖӀӴ ếӂӃ

P ѣῂ Ἠᵂ ד

ר ד ѻԉ


Ḉọר Ẑד

ҖӀӴ ἔᶕ O ѣвד ѵ вד ѻԉ

ҖӀӴ ἔᶕ O ѣвד вד

ҖӀӴ ἔᶕ O ѣвד ₫Ứ вד

ҖӀӴ ἔᶕ O ѣвד ὭὔӢ вד ѻԉ

ҖӀӴ ἔᶕ O ѣвד prime вד

Мї Ἤ ᾎϢМї 6

Ϣ

ѿϯ ὑONSדTѣQNѡrsaquoẓ ȸ

341

ҳȳϢϩ

HẔ ṓ gtKgtϢϩ Lmacrpoundyen

ϮȳӐ Ϣϩ ԈɎϚɏȳӐ Бẓ ү Ṏ Ϛ ɎRNʞUɏ Uᴯצ ц ԈɎϡɏȳӐ Бẓ ᶙ new Uᴯצ Ԉҫ Ϣ вדѻᾙ ẓвד ד ȳ ד דḈὕҵדѻᾙ ᶮҵד דѵ ѻᾙד ד דᵦӴ ѻᾙד ד ד ȲѿϱҳᴯὑῺ Аᶙ new ש ȴɎϮɏȳῂ Ю ԈɎҳɏȳ в Ю Ԉ

Z XϮ и Ӗ ὢ

HẔ ṓ gtKgtϢ ᾭᾓLmacrpoundyen

Ϛ ȸ ѻϢȸ gt ѻԉԉ ȸ new Ȳ ᴷ ᴩכ ȴ

ϡ ȸ Ϣȸ gtᵦ ԏ ѻԉԉ ȸ Ầ ц Ȳṳ П ȴ

Ϯ KOȸnew ԉᵗFOG ᴩnewFPG FQG ᴩ hArrFRG ҏpart ḂϮ KPȸFOG ẁnew ᴩẦ

ҳ XFOG ȸ ȳ כ ȳẦᵗ RNЊ ӐFPG Ϣȸ ȳכ ᴷFQGῂ ȸ ᴩῂ ȳ ѹ ῂ ᶮFRGῂ ȸ ῂ ד П ȳ ῂ ד כ

Х ȸFOG ᶩ ȸ Ϛ Ӑ ȳ כ ȳ ᶩ

Z X ᾎϢᴵ үҖи


Ӑ ПϢ ᾭᾓFᵶϢ ὑӐ в ԉПẓ Џᵂἤ ȳ ӭц GȲṳ ᵧ Ẕԉ иЏ ȴ

Z XМї Ἤ ᾎϢМї

ὙӐ ПϢ ᾭᾓFᵶϢ ὑӐ в ԉПẓ Џᵂἤ ȳ ӭц GȲṳᵧ Ẕԉ иЏ ȴ

342

HẔ ṓ gtKgtϢϩ ῶLmacrpoundyen

ϚȳOL П ש цד שPLԚ ṳ ῂ вQLứ ң ῂ ᶩ Ȳ цắ ч ПRLḕѣ Бắ ḇ ᴷắ כ ȴSLḕ ңװ Ϛװắ ȲϠ ắ ᾭᾓȲṳ ắ ᾼ ᵺ Ἠ

ϡȳ ᶩOL ᶩϱ ắPLԚ ṳ ῂ вQLứ ң ῂ ᶩ Ȳ цắ ч П

ϮȳῂOL ᴕắ П ᾭᾓṳ ắ П в ṳҒѿ Ӕц gtȴPL ắ ᾓṳ ắ ҏП С ᾼ ȴQL ắ в ṳ С ṓ ц

Z X ᾎϢ


Ϛȳ ѻϢFOGXOL ПPLẦ в П QL כ ᴷRL Пכ ᴷSL ПңTL ᵂ ᴩ כ ᴷцϡȳ FвדPȳῂ PGXOL ȴPLẦ ȳ ᶩ П ȴQL ᶩ כ П ȴRLḕѣ ᴩϚ Ϛ ᴟюϡװȲṳ ᶮȴSL П hArrȲ МỮצӑᶙכП ӭ Ȳfrasl Ầ Ἠ Ẕ ᶩП ẃᶙכȴTL Сҵ П ᵗȴϮȳ ᶩ FRNGȳῂ FOSGXOL ᶩ ȴPL Ԛ ПᶙכȴQL ᴩ ȴRL Сҵ П ᵗȴҳȳᴩᵗ FPGXOL ד Пᴩ ȴPL Ṷ ἤ ȴQL ᵂ ᴯ ЀȴRL П ȴSL ȳ П ȴХȳ П Ϣ ᾭᾓ Ғ ȴ

Z X ᾎϢ ὧ

343

HẔ ṓ gtKgtԉ иЏ Lmacrpoundyen

OL enspѵpart ȸ ד ṶừȲ ḟ Ṷ П ᴩPL ѻϢ enspgtӪ‒ ȸ ȷң Ḃ Ȳ ḟ Ṷ П ᴩȷQL ᴩ enspᵗ gt ₫ ȸᵂ ȳ ᾼ ЀȳẦᵗRLЊẐדѪї ѻԉȸ Ẑדemsp ȳ Ṯᾃ ȳ Ẑemsp цЊẐequiv ц equiv цПSL ד ṃ ѻԉȸ ῂ ц ᴥTL ḈЧъѻᾙד ȸ ạhArr Ӑ Ю цῂ ȳῂ е ȳ

UL ד ѝὬѻԉȸ emspד ȳІ ἳѱȳῂ ЅVL ᵦӘד ѻԉȸ Ӣᾬї ῂ ה П ӣȳϚ ȳ ἤ ᾙȳ ᶟemspWL вד ѻԉȸ ῂ Ϛ вד ṓequiv ц ἤ ᾙȳ цẻᵮᵂ

ONL ȳד Њ ὭᶛЎѻԉȸ Ϣȷ emsp ᶹ цҼҡϜ ᾙ ȳῂЮ ц ἤOOLẻᵮ Ἢ ȸ ỰOPLῂ ѝ ȸ ἬП ȳ ₤ ȳ ῂ ᾼṔᴥ ғ

ȸ ἬП ȳ ₤ ȳ ῂ ᾼṔᴥ ғȸ ἬП ȳ ₤ ȳ ῂ ᾼṔᴥ ғ

ϞӔנ ȸ ἬП ȳ ₤ ȳ ῂ ᾼṔᴥ ғOQLῂ Мїgt Ύᵗ ȸῂ ORLῂ ȸ цӢ Ȳứ ң Ӣ

Z X Ч

HẔ ṓ gtKgt Lmacrpoundyen

OL ѻϢ ЄѠ ὑ ȸFOGḟứnewO Ѡ ȴFPGṼ Ѡ ᴩȴPL Ϣ ὑ ȸFOG Ѡȳ ᴩȴFPG ד Ṷ ȴQLnewOשṅᵗ ѻ ṶnewOѝ ד ȸFOG цѝ ד ȴFPG ṓц ᴩḂ ᵂ ȴFQG ᶩᴔ Ө ȴFRGnewO ᴩц ȴFSG ứ ц ц в Ṏᾼ Ω ц ᴩȴFTG ҵᵂ ᴯ Ѐȴ

Z X ҖӀӴ

344


ѻϢȸ ṎМїȱ ѻԉ

Z X ҖӀӴ ἔᶕ


ѻϢȸ ѝ enspѻỗȸ Ѥ ensp

ϢȸвדK ѻԉȳ Kᵇѝד ѻԉnewṶ Ϣȸ flflשṅᵗᴯ Ѐȸ ῠᶎ ȳ ₇ ȳ ȳ ὺἣFOG Ϣȸ П ᴩцכὨ ᴷȴFPG ȸ ȲЛứ ѿϠ П ᶮȲṳ ᴩἨ в ᴩ Ӕȴ

FQG ᶩ ȸⱢ Ṷ ᶩ ῏цϚ Ӑ Ȳ ᶩ ắ Ἤ ПṎ ש ȲѿpartӴ Ӑ ПԚ ȴFRG ԉᵗ ȸᵂ ᴯѻ ЀȲṳứ ᵂ ᴯᴟӐ ң ᵂ ȲѿϠᶮȲṳ ṓ Сᵂ ᴯѿц ᵂד Ṷừȴ

Z X ҖӀӴ Ὑ

HẔ ṓ gtKgtϢϩ үҖ Lmacrpoundyen

Ϛȳ ѻϢȸ ᶳԏgtgtԉ иЏȸ ᴩ Пϡȳ ש F Ṏỗ Ggtԉ иЏȸ ᴩ ПϮȳϚ ᴩЊ Fᴰ цnewЊ Ggtԉ иЏȸ ц Ầҳȳ ȸ ȳ ὕȳ ȳ ἔếȳḈzwnj ȳ ȳ ȳ ȳ Ђ ȳѠ Ῠȳgtgtԉ иЏȸ ȳ ắ П ᶮ

Хȳϡ ѣῂ Ϣȸ gtgtԉ иЏȸ П ᴩц ὨгȳϚ ѣῂ вד Ϣȸ gtgtԉ иЏȸ П ᴩц ὨϝȳϚ ѣequiv ד ϢȸὙМgtgtԉ иЏȸ П ᴩц Ὠ

Z X ҖӀӴ М

HẔ ṓ gtKgtnewONNKϢϩ Lmacrpoundyen

OL ϢⱢὭ Ӵ enspȴPL ᴩᵂ ᴯⱢ ṅש Fếӂ ЀⱢḚᶛ ȳ Ӄ ЀⱢ GȴQL ᴩ ᴯⱢвדFϚ ѣвד Gȳ Fϡד ѣῂ Gȳ FϚד ѣ ד GȳЊẐדFϚ ѣЊẐד Gȴ

Z X ҖӀӴ ếӂ Ӄ

345

Хȳ ᵂ П ᵂ ạ

Ҕᵶᴶ ᵂ ᴩ hArrế rsquo ₇ ȳ ᵂ Ѡה

ᴶ ᵂ ᴩ hArrế rsquo ₇

Hᵂ Ầ ᴯ ạOLиЏȸ ЏᵂϢ ᴩ ȷ ᵦ ԏ ѻԉ в ᾼ Ầ Ȳṳ

ᾼ₇ ȴPL ϠzwjӔה Лứ ᾼ Ầ ҵȲӐדhArr ϡװứ Ȳ Ϛװ ὑ

rsaquoȳ ϡפװὑדἉȴQL ῂ Ȳѿ ᶮȲḕ ϚװȴRLᴰ ὑrsaquoἏ rsaquoȲӐ Ϛ ᴩrsaquo Ȳ ῂ ӭ ȳ Ѡ ᾃ Ṷ ᵂẓ ὙȲṿᴰ Ḇ ӑẃϚ ѣᾼ ȴSL ẁḕᴯ Ἤ ᾼɦῂ њҌɧϚӐȲ Ɫ ᾼ ᴕ ȴTLῂ ѣȲ Лứ ѿ ắ ᴰ Ȳ ᴰ rsquo й ȴ

H כ ᴷ ạ LӐOLắ ḇȲ ỗ ῂ ᾭᾓ С כ ȴPLӐ Ӽ ᴞᴩ ᴩῂ ᾼ כ ᴷц ṓ Ȳן ᴰ ᾼ ṓȲṳ ῂԚ в ᾼ ȴiexclLῂ ӐOL ᴷᴕ ȸӦ ц ԉᵗ hArrц hArrȲṳ ῶ Ȳὑ ḇ∟

ᴩ ц כPL ц П ῶ

ᵂ Ѡה

OLӦnewᵗ ᵂ ᴯП Ѐѿ Ȳ П ȳ ẞ цẔ ᾃ ПṶừȴgtҵ Ѐ ᴯȸ gt ḝТȳ Ȳ ȸNPKTTPVWUUWи UQNSȳSUNSȴPLᵂ ᴯᶁצ П ЀȲ Лứ Ѐ Ϡ П ᶮȲ

ᴩ Ἠ в ȴQLЛứ ᴩ ӻȸ ᴟᵂ ᴯϠ ᶮṳ ᴩ ṓӻȴRLứ ᵂ ᴯᴟӐ ң ȲϠ ᶮȲṳ ṓ Сᵂ ᴯѿц ᵂד Ṷừȴ

346

ȳ Ṏ ạ

Ҕᵶ Ṏ ц ᴩ ד Ϣ ᾎɎᵶ ѻϢȳ Ϣȳȳ ᶩ ȳᴩϢ ɏ

Ӑ ὑ Ȳ ᵑ Ӵɦ ṎМїɧȲ ԓ ᶩ ṎṶừȴ Ӑ ᶩenspиד Ȳѿ ᶾ ȳ ὡ ₇ṎМїЏᵂ ȸ

FOGԓ ȸӐ ὑnew ᴩrsaquoȲ ש Ȳ ὡɦϚ Ӑ PRЊ ɧȳɦQ ѣвɧȳɦPד ѣҵדɧȳɦO ѣequiv ɧȳɦOד ѣẐדɧȳɦO ѣ ɧȳɦOד ѣ ɧПדԚ Ȳ ש Ȳ ∟ң Ȳ ắ І иṹשϱ ᶮȴ

FPGɦϚ Ӑ PRЊ ɧכӴХЄᶾ Њ ȸ GL ԓ ѻᾙ Ȳ ҏЊ П І Ȳ rsaquo ХЄᶾ Ȳиᵑ ד Њ₤ש ȴiexclGLХЄᶾ Њ ᴞ ȳи ensp ӭц ứЊ ϢȴcentGLЊ ᴞᴩ ứḕѣ ѡ ц Ȳѹḕװᶁצ ᾼ ȴpoundGLṼ new Ȳ ḊЄ цв ȴcentGL ᶾ Њ Ȳϱ ῏ ῶȲѿᵂⱢ ῏Ḃ ПṼ ȴcurrenGLứ ד ש Ȳṳ ҵ ếЊ ПכὨиṹȴyenGL ḇ∟ ХЄᶾ hArr ῶȲᵂⱢХЄᶾ Њ Ḃ П ȴ

в ȸFOG ᵂȸ GL ȳв ᵂ ȴiexclGL П ᶩіFbregcentcentacutenotcurrenshysup3 sup3umlregshygtbrvbaracuteumlpoundcurrenlaquoumlshycurrenGȴcentGL ᾼᴕ в ȴpoundGL Ϻײ ȳ ӴѠה ד ᾎ ȴ

FPG ȸḇ∟Ȳ Ϡṿ Ɫc`kgtssup2currenplusmnҵȲϷכ ẁӐ ѿѻ ἤ ד ἤПᵂᾎȲ ᶩ

ϱἬ П Ȳ ϯȸ GL ҏ ᶩ ẂȲ ꜜứᴞАᾼɦacuteshycentcurrenplusmnsup3 umlshysup3cedilɧȲṳѿngam frasl ȴiexclGL ṳצ ӣcentGL ᾼcentplusmnumlsup3umlcent laquogt macrmacrplusmn umlsup2 laquopoundGLѿҟ о Ѡה ϢcurrenGLѩ c`kᾼ Ѡᾎ Ѡᾎ ᾼ₇ ὡП

FQG ᾎradicȸӦ ȳиέȳ ḟ ᶩ М Ӣᾼ Ȳ ᶩ ᾼ ȳ‒ἘȲѿ сếᾎradicṶ ᾼ Ȳ ᴖsbquo ᾼ₇ ȴ

GL ᾎradic Ȳ ẓצ Ӑᵒ ϩȴiexclGLḕדứ ᶩ ᶾ ש Ȳ ѻᾙ ẓ ӣ frasl ῀ ὑ ᶩ ѿц ᴩẂ ᾼ ϩȴcentGLḕדứ ᾎradic П Ẃ ȲӦѻᾙ иέц ᵫȳ П ῏ ȳԓ

῏ ȴpoundGLḕדứ ẓᾨ ἤП ȲӦЛ П ῏ ҏ ȳ иέȲѿц

ȴ

FRG ạȸ

Ṏ

Z X ᾎϢᴵ үҖи

347

ᴩ ד Ϣ ᾎ

GLӐ צ ạЊ Ȳ Њ ȴiexclGL ѻ в цẔṮᾙⱢ ȴcentGL Ϣ ПԓṮ ז цד Ṯ ȴ

FSG ₇ ȸᶩ ᴩ ᶩ ȲҠѿ ῀ѿ ϢⱢМї ἘȲѹ Л ѿ ὡ ₇ Ɫ ᶩїasymp ȴ

GL Ӕ ᾼ ₇ ῀ цѠᾎȴiexclGLẓ Ӕᾼ ₇ sbquo П hArrȴcentGL ₇ sbquo ᾼᴩⱢὑ ᶩ ὢ ȴpoundGL ᾼ ₇ ѝоȴ

FQGɦQ ѣвדɧȳɦP ѣҵדɧȳɦO ѣequiv ɧȳɦOד ѣẐדɧȳɦO ѣ ɧȳɦOדѣ ɧד ᶩ Ṏ ȸ GL вד ѻᾙ Ȳ Ӑ ế ї Ȳиᵑ вד ῶד Њ₤ ש ȲӦІ ᶩ ԉ ȴiexclGLṼ new Ȳ ḊЄ цв ȴcentGL ї Ϣứ Ӕ Ḋц Ѡ ȲѿᵂⱢ ῏Ḃ ПṼ ȴpoundGLὑדМ Ȳ ᴩכדὨиṹȴcurrenGL ḇ∟ hArr ῶȲᵂⱢ ᶩ Ḃ П ȴ

в ȸFOG ї ȸ ї Ȳ ҏϚ ᶙ ᾼ ḊȲ Ϛ в ѠהȴFPGemsp ȸ Ӧ ϢȲ ᴶ Ȳ П Ȳ asympᴕȲᴶ ϢѿцϢᾼ ȳ ṳѹⱢ Ϣ ứ ϚḔᾼᾙ Ȳṳ П ᵒ ᴩȴFQG ᶩ ȸѿϚ вד ἪⱢ Ȳ ῀ оⱢ ᶩ Ȳṳ Ғ ᶩ ᶾҾȲ ϒ вד ῀ ц FRG ȸ ῏ Ȳ _poundnotumlsup2sup2umlregshygtlregsup3currenJgtnplusmnregbrvbarplusmncurrensup2sup2gtlregsup3currenJgtrplusmn shysup2yencurrenplusmngtlregsup3currenJgtnplusmnregcentcurrenpoundacuteplusmncurrenlregsup3currenJgtpoundumlsup2centsect plusmnbrvbarcurrengtqacutenotnot plusmncedilgtП ᵂᶾҾȴ

348

ᾎ ṼЏᵂ С hArr Ȳ ὙϯȸOL ѻϢȸFOGе ῶFPG ϤFQG ȲѿPL ϢFOGе ῶFPG ϤFQG ȲѿQLFOG Ғ emsp ȳ њ FPGӨ ԒᴕFQG Ẕ ᶩЏᵂFRGFSG ȲѿFTGӨ ԒᴕFUG ϤRL ᶩFOG Ғ emsp ȳ њ FPGӨ ԒᴕFQG Ẕ ᶩЏᵂFRGFSG ȲѿFTGӨ ԒᴕFUG ϤSLῂFOG ẁ ṅשFPGTLῂFOG ẁ ṅשFPGULᴩϢFOG ҒᴩFPG Ԓᴕ с

349

ȶ ҵ XɇṶrsaquoӔה ẗ ɇṶ∟ ẗɇḕ ϚϢҙщ SNNfrac12ONNNаɇ МїṼ Ӣᶝ ứɇ Ϯ ᾭȶ вɇ Ԓ е е ד שɇ ᾓц ч С ἨЊғɇ ṼӐɇᴩϢ Ӓ ṳ ₇ἨɇԝⱢ с ᴕ

ᴩ ד Ϣ ᾎ

ȶ ҵ Xɇᾨậᵂ ᴯ ѻ Ἠ ѻ Пד ש Ἠ Пɇ ẗ ᵂ ᴯ С е ѻ Ἠ ѻ Пד ש Ἠɇ ӣӦӐ ќҀɇѿἬצᵂ ᴯ ᶁ ד Ɫ ӭȶ вɇ е е ד שɇѿἬצ ᶁ ד Ɫ ӭɇԝⱢ с ᴕ

Ṏ


OL ᵗ ԉῂ ц вҵῂ ד ӣ ȸFOGgt ԉnew П ӣȲḕѣḕϢװѿQJNNNа Ȳ ᵗẔ ц П ȴ

FPGgt ԉ вц ҵПῂ ӣȲװɎ ϱрȳϯрצ frasl ϡװɏ ḕװѿVNNаȲ ᵗẔ П ȳ ȴPL ứ ȸ ԉ Ṯ Ṇ Ṏ Ȳϴ в ẓ ϚԈȴQLᴩ ȸᵧ Ӑ ᴩᴩ ɎẂȸ Ԓ ғɏȴRL в Ṏ ȸ ц Ғ ѻ ἨẦ П Ȳ Се ҵȲṳ ᵗד ד ӣɎrsaquoἏӐ ӻ ɏȴ

ᴩ ד Ϣ ᾎ

Oȳḕד Ӑ צ ѻᾙ Ғү Ṏ ∟Ϛ RNʞU Ȳѿ⁴ Ӑ new ȴPȳḕדhArrVѣԌӦ и ᴟ Пѻᾙ ȲСѿ Ғ ש Ӑ

Ȳ Ϣ сᴟϢϢ ȴQȳ ц ҵ Пד Ϛ ש ц ᶩ ᶾ ѿϩȴRȳứ Ṯ Ϯ Ғ Мї ȴ

Ṏ

Z XϮ и Ӗ ὢ

350

Ṏ

Z X ᾎϢ

Ϛȳ иȸ ѻϢȳ ȳ ᶩ ϤӐ ɦᴩ Ṏ и ɧȴϡȳ ᵗȸFϚG ὑ ԝ ȴFϡG ᶩ ԝ ȴFϮG ὑ ױ ПϢ ᾭȴFҳGᴩϢ ȸOLדhArr Ɏ ЛṜӦ Ѡ ᵗɏPL вӔ ҏ ԒԉӣQLԅ Ѡהѩ Ӕ ϢRLrsquo ц ѩ דSL דצ

ᴩ ד Ϣ ᾎ

Ӑ ὑ ᾼ ϯȸOL ᶩ ᾼ Ȳ ϠӦצ П ᶩ ПҵȲד צ ἨБ Ṏứ ᾼ ᶩ ȴ

PL П Ṏ ȲӦ ѻϢ ד Ȳצ ѹ ἤᾼ ӐnewO ᶩ ȴQL ắ ṎП ᶩ ȲẔὑ ḇ ẃ∟Ȳ ὑדв ắ Ȳѿ Ẕᴯ П

דצ ПӻȴRL ὑ ҵ ᴯȲדצ Ꞌ ד Ȳ ПҵȲӐױ ḕѣ ϡװᾼԓ שȲӼ Ὸ ҵ ᴯ Ȳѿsbquo part ᵂ hellipȴ

Ṏ

Z X ᾎϢ ὧ

351

Ɫ о ЏᵂȲ Ṏ₇ Ȳ ṃ ṶϢИȲṿẔכⱢ ṏ ȲӐ ὑ Ṏỗϯ ɪ Ṏ ɫȲ ứӐ ᾎȲ ԓ ṎṶừȴϚȳ ȸɎϚɏӐ Ṏỗ ϯ ɪ Ṏ ɫȲỗ ϮȲ ṅש Ṏ ᴕ ד ṶừȴɎϡɏỗ ԉ Ȳד ԉȴ ԉ ӑ ῏ȲfraslӦ Ṏỗ ҫᴩ ỗПȴϡȳЏᵂв ȸFϚG ὡ ϩ ש ȴFϡGש ᴩɪ Ṏ ᾎцᵂ ứɫȲứ ȳ Ȳѿ Ṏ ṳ цẔṶϢ Ϥ ȴFϮG ᴷ ϩȳᶾҾцϤ hArrȲṳứ Ἰɪ ṏ ɫȴFҳGứ Ṏỗ Ȳṳ ч ᴩ ᾓȲ в Џ ц ứȲѿsbquo ȴϮȳ Ṏ ȸhellip Ṏ Ȳ Ҕ цẔ ṶϢ ᴩϢ emspѻ ѹ Ѡ ῏ȴ

ҳȳ Ṏц ᾎȸFϚG ṎOL ắ ṎȲḕϢᴟю ắPЊ Ṏד ПϚ ȴPL ȲḕϢḕדᴟю ắ ᴯв Пד Ȳ вѻ ȲѿṎ ứⱢ Ȳ ҵѻ Ȳѻ ᴯ ד ứП Ṏ Ɫ ȴFϡGOLѻᾙ цẔ ṶϢ П ἨᴩϢ Ϥ в ש Ȳ ḕЊ VNNаȴPLѿϱἬ П ц ҀȲ Ӧ ɦ ᵗ ɧ ҀȲṼ ẓП ῶц ứȴQLɪ ᾎɫҫ ПȴХȳӨ ᾎFϚG ӣ ȸOLⱢ ὡԓ цẔד Ѭ ᴖ Пש ȳ Fᵶ ҵ GἬќҀП ȴPL в Ṏש ц Ҡ ҏӨ ȴ

FϡGӨ ᶧȸOLѻ ᴯѿ ᵧӨ Ȳ Ṏỗ ẔӨ в ᴩ Ȳ ensp ∟ќҀȴPL вἬצӨ ᶁ Ṷrsaquo ҏȲṶ∟ЛС ȴFϮG ҵ ӻ ȸOL цӻ Ṽɪ ц ќ Ө ῶɫἬ П ҀȴPLẒϢѿϱ ῏Ȳ Ṽ ᵑ Ȳӻ Ӽ ᵑќҀȴQL Ἀ ȲfraslṼ ќҀFẂnewOGȴгȳFϚG цӻ ꞋԝϤ Ἤ Ө Ἤ ȴFϡG Ϣ ẓ ן ȴϝȳӐ ᾎцᵂ ứ Ṏỗ ∟ᵧ ensp ứ∟ Ȳ Ḃ Ӽȴ

352

Ϛȳ цῂ ѿе е Ѡה Ϛ ד שϡȳ ẁ цῂ Ἤ ᾼ Ϣ ц hArr ѻԉȲד Ɫ ᴕ ᴕṼ ПϚȴϮȳ ᵗOLgtϡ ѣῂ ȸḕѣ ᵗSNNNаPLgtϡ ѣῂ ῂ ȸḕѣ ᵗPNNNа

ҳȳϡ ѣῂ ᶩ ȴХȳẔһד ӣϢ ᾎ Ṽ ѻ Ἤ ứ ȴгȳ в ᶩ Ἤ П Ṏש ṳ Се е Ȳṳ вắ

ҵῂ иṹắ в ȴϝȳ в ᶩ ц ҵῂ в Пד Ṏ ȴϥȳ צ ṎạhArrȳ ᾎц Ἰȴ

ᴩ ד Ϣ ᾎ

П ṎȲҔ вᴞ ц ҵ ש Ȳ Ғắ ȴOL ứ ẓ Ṏ ѹ ᴩȴPL Ҕɦ ᾎradicɧȳɦ ₇ ɧȳɦ ɧȳɦ ᵂɧцɦϚ ɧFᵶᶾҾGȲѿ Ṏ ṏ ᶩ ȳ Ṏ₇ ȴ

QLứ ṎạhArrȴRL ḕדᴟю ắRЊ вȳҵ Ṏ ї ȴSL ד ѝцѝ Ȳ вҵ ґ Ȳṳ С ȴTL ԉ Ȳ ϩȲῶ ῏ ȴULḕủѿ ạhArr ᴰ Пч ȳ ѻᾙ в ᵡ ừ hArrᵡȴVL ᾎȸVLO ԈП ԉѻᾙ ȲẔ Ӑ rsquo Ṽɦ ԉѻᾙ Ӑ rsquo ῶɧȴVLP צ ῏П Ἠ ϢȲ Ӧ Ȳ ῏ ứ∟ QNNNаἨ ϢPNNNаȴVLQ вѻᾙ ᶩ ȳ ȳ Ѡ ȳ hellipц ȳ rsquo ȳȲḕủӦד ᴰ ѻᾙ ῶȲ ӻ Ȳ כ ṏПϢ Ȳensp ∟Ȳ Ѡ С ȴ

VLRϴ Ṏ ῏Ɏᵶѿϱɏḕ QNNNаȲἨЄ П ᶩ ῏ PNNNаȷҫṼ Ṏ П сȲḕϚ ѿ ϛװⱢ ȴ

Ṏ

Z X Ч

353

ϚȳṼӐ Пɦ ᶩ Ṏ ᶧ ɧɚ ɛ ɦ ṎМї ɧ ᴩ вדϢ Ṏ Ṽ ȴ

ϡȳ ȳ ᶩ Ἠῂ ẓ Ӑ rsquo Ἠ ᵗ ӣȳ Ȳ ѿϩ иȴ

Ϯȳ ѻϢȳ Ϣȳ ȳ ᶩ ȳᴩϢ ᴩ в ȲӐ ᵂⱢ Ϣ Ȳṳԝс ᴕ ᴕȴ ЛṾȲἨ ӑ ᴩד ԉ Ȳӑᶙדכ נ Ȳ ᵧ ȲԝϤᴕ ц ȴҳȳ ɦ ∟Ϛ ɧ ᴩȲ ד ₇ ȳ ԓȳ ᾎradicȳ

ᵂ Ȳ צ ᾼЧцẓד ṅש ᾼ Ϣ Ȳ ϚḔᵓӣӐ ȲᵂⱢ ᾼḊȲῶ ṏ῏Ἠצ כ ῏Ȳᵧ ṳԝϢṶс ᴕȴХȳ ṎМї ᾼ כ ч ᴩиέȲѿᵓ ц ᵡừȲ ч ȳכ ᵡṏȳᴩϢ ᵡ ȳד ᵡᶙ ѹṆ оȲӼԝⱢᴕӭȴ

ɚ ɛӐ ɦ ᶩ Ṏ ᶧ ɧʟgtRLT ᾎȸ

RLTLO ԈП ԉѻᾙ ȲẔ Ӑ rsquo Ṽɦ ԉѻᾙ Ӑ rsquo ῶɧȴ

RLTLP ԈПẔ ṶϢ Ȳ Џᵂ ПOSC fraslϱ Ṷ ד Ȳṳṹ ѩẂП Ӑrsquo ȴ

RLTLQד ҵѻ Ɏ ẓԓ ἤἨ ɏȲ ᵧ Ҡ∟Ȳ ᴯ ⱢȸҙщPNNNаȳϚщQNNNȳϒщѿϱSNNNаȴ

RLTLR צ ῏П Ἠ ϢȲ Ӧ Ȳ ῏ ứ∟ QNNNаἨ ϢPNNNаȴRLTLS вѻᾙ ᶩ ȳ Ẃ ȳ Ѡ ȳ hellipц ȳ rsquo ȳ

ȲḕủӦד ᴰ ѻᾙ ῶȲ ӻ Ȳ כ ṏПϢȲ ensp ∟Ȳ С ȴRLTLTϴ Ṏ ῏Ɏᵶѿϱɏḕ QNNNаȲἨЄ П ᶩ ῏ PNNNаȷҫṼ Ṏ П сȲḕϚ ѿ ϛװⱢ ȴRLTLU ṅש ῶȲṼɦשṅ ᵗц ѝ ᵂ ῶ ᶧ ɧ ȴRLTLV с ȳс ȲṼɦ ᵂ ᶧ ɧ ȴRLTLW Ἀ ᵗП ȲṼ ứ ᶧц ȴRLTLONrsaquo RLTLOȳRLTLP Ȳ Ѡҫ צ ᵑפ῏Ȳ Ẕפв ȲЛױ ȴ

ᴩ ד Ϣ ᾎ

ȳ ӭӐ ṎМїᾼỨסὑ ṎӐ ᶾ ȳ ₇ ȳ ᶩὢ ₇ цẔשṅϩП сȲṳ ẓ цẦ ד ᾼṔᴥȴ Ӧ ד цϢϩ Ȳ Ӑ צ ᶩϢИȲҫ ҵד П ȳ῀ϢЂȲѿpartӴẓ П Ṏғ Ȳ ṿӐ

Ḇ ԓȴȳӐ ṎМїⱢṿ Ṏ Ḇẓ ᴩПכ Ȳ ц Ṷ ᶩ П ṎСѿ ứȲד ứϯȸ

Ϛȳ ȸFӇ ӭПҵȲᴟю ѿϯ ПϚGOLӐ ѻᾙד FӇGȴPLḕד ậ Ӑ ᶩ Ṏש RЊ ѿϱFӇGȴQLẓצ Ṏ ứ ȴRLẓצ ҠП ȴSLẓצn`jі ᴔ ȴTLẓצ newO ᶩ F І ȳ G ȴȳ Ṏ

Ṏ

Z X ҖӀӴ

354

OL VNNаM ȴPLḕѣ ONNNаMϢȴ

ᴩ ד Ϣ ᾎ

Ӑ ד ᶁצ ד П Ṏ Ἠ Ϣ ȲⱢ ד Ȳ ṎМїד П Ȳױ ҠиⱢẒ ȸ ц ȴϚȳ ϠӐМїἬ ᾼ Ȳ Ӑ ᴯἬ ᾼ Ṏ Ȳ Ӿ иПứȲ ӴӐ Ṏ иṆ ц ᶈFsup3curren centsectcurrenplusmnsup2ɵgtmacrregplusmnsup3yenreglaquoumlregGȲӨ П ӐṎПӭᾼȲᵛҠ Ṏ ȴϡȳ Ӑ ṎМїἬ П Ṏ ȲfraslҠѿ Л П и ȴӐМїṳứ Ἤ П и Ȳḕד ứ и П И ѿẓ Ȳṳ П F ạạhArrGȴḕᴯ ṳצ Ϣ ᾼ ᶈFmacrregplusmnsup3yenreglaquoumlregGȲҠѿứ ᴞᶺᾼ в ȴ

ȳ Ṏв Ӑ ṎМїⱢ с ᶾ ȳ ₇ ȳ ᶩὢ ₇ цẔשṅ ϩȼ ḖȲ ɦϚӐ ϩɧ ɦ с ϩɧẒ Ṏ в ᴩ Ȳṳ в П Ḗ йᾼ Ἠש ϯȸOLϚ Ӑ ϩП ṎFOG ϢԓFPG ₇FQGFRGFSG ṶᾎFTG ạFUGFVG ᵂFWGẔ Ѡ ứ ПPL с ϩП ṎFOGFPG ᶾҾFQG ᴷᶾҾFRG Ḋ ᵂFSGẔṼ Ḗ ẁПԃȳӐ ṎМї Ȳ Ԓᴕ Ӧ ԉ ṎП ᴔ Ȳṳ С П Ȳ Ӧ ṎМї ḟ ȴӐ П Ṽ Ӑ ɦ ҖӀӴ ṶϢ

ᾎɧȳ ᴷӐ ὑ М ᴩ ᶩ П ᴷȲ Ӧ ᴷ Лԉ ḟ ∟ ᴩ ṳᴕ ӢἨ Ϣ ᾼ Џᵂȴ

ᴷϯȸOL ᶩ ȴPL ѻϢ צ ᶵȲṳ ѻ ד Ṷ ȴQL П ц ắ Ϣ Ϣ ѩẂ Ṷ ȴRL Мᾼ Ȳ Сắ Ϣ ȴⱢϠ rsquo ₇ ᶩ ц ᶵ ᴩ ᴷȲ ᴩ ᴯ ẁȸOLḕד ẁ ȲѹӇ ᶩ ȴPLḕדП Ϛכ Ӑ ϩП ᵅ и ḖȴQLḕדП כ ᴯ ứП ϩ с Ṏ П и ḖȴRLḕủ ѻϢ ȴSLḕủ ẁ цắ Ϣ Ϣ ѩẂᵡ ȴ

355

Җ Ӵ М Ϛ ᾎϯȸϚȳỨסȸⱢ Ϛ вҵד ᶩ ȲҒ ₇ ȲṼ ứ Ӵ ц ᶩ ạhArrц ᾎȲỐ Ҡ и ᵗ ᶩ ᵑцד ȴϡȳ ᵗ ᾎϯȸFϚG ᵗ ȸOL ȸ ứП Ȳ ạhArrȴPL ᵗ ӣȸSNNNаMѣFϡG П ᶩ ᵗ ӣOJNNNNаMѣϮȳ FϚG П ṏ ᶩ Ȳ enspὑ Ме ῶ ȴFϡGnewOѻϢȳד Ϣȳ ᶩ ȳ ѿц ї Ẓד῏Ṽ ѻᾙи ḕѣ UNNN Ɫϱ ȴ

ᴩ ד Ϣ ᾎ

Ϛȳ Ἠד ҵ ПשϡȳἬצ Ꞌ в Пד שϮȳứ Ԛ Ȳ Фד ᶾҾȴҳȳכӴ ṎМїȲ ṎḆ ṃ ȴ

Ṏ

Z X ҖӀӴ М

∟ϒ K Ɏϒɏ ᴯ ḕѣ ᴰ Ϣ С Ȳ ӣⱢQNNNаɎQNNNаMϢMѣɏȴɎϡɏѻᾙἨ ѻᾙ ѿϱ ԉῂ ᴔ Ȳḕ OPNNаFOPNNаMḕ GȴɎϮɏѻᾙἨ ѻᾙ ѿϱ ԉ ᴯ ї ᴔ Ȳḕ VNNаɎVNNаMḕ ɏȴɎҳɏѻᾙἨ ѻᾙ ѿϱ ԉ ᴯ ᶩᴔ ȲḕѣVNNNаɎVNNNаMѣɏȴɎХɏѻᾙἨ ѻᾙ ѿϱ ԉ ᴔ ἨẔ Ϣ ԉ ᴯῂ ᴔ Ȳ ḕЊVNNаFVNNаMЊ GȴɎгɏ ᴩ ᴩϢ Ầ Ӑ Ө Ғ ȲӦ ќ ȴ

ᴩ ד Ϣ ᾎ

OL Ἤ П ᶩ ש Ȳ ᶩ Ȳṳ ПẦᵗ ЄП ᶩ ש ȲѿҒ ᶩᴔ П ᶾҾцԚ Ȳ с ᶩᴔ П ᶾҾ ȴ

PLẦᵗ Ϛ СϚ Ṏ цϚ ӱ Мї ắϝЊ цȲậ Ϛ ⱢϚד Ϛ newONN ȴӭrsaquoБצQᴯ ậ Ϛȴ

QLӐ Ӵכ ṎМїȲḕד R enspכ ȴҫ Ӵ Ѡᾎ ȳ ȳ ₇ᾎradic ȳ ѝ ᵂЊ ȳ ᶩᶾ S Ȳ ѻ ד ᾼ ȴ

Ṏ

Z X ҖӀӴ ếӂ Ӄ

356

FOG ד Ϣ Ἤ П ∟Ϛ ȸ ש ȳῂ ᶩ שȲѿ Ṏ І ȴFPG ѻᾙ вП Ṏ ש ѿҒ ц ṎẔ ϩȴFQG вѻᾙ ậ Ӣ ᵓ ỗ ү Ṏ Пϒ ᶙ ὙȴFRG ד Ϣ Ἤ П ᾎradic ש ȳ ש Ȳѿ ὡȴFSG ᴩῂ цϚ вד П ᶩ Ȳḕ вד שȲцԓ Ȳѿ ὡ Ṏ₇ ȴ

Ṏ

Z X ҖӀӴ Ὑ

_L ѻϢȳ Ϣȳ ȳ ᶩ ᵗ ӣѠהСѿ ȲṼ ứ ȴ`L ԝ Ȳ ᵂẓӐ ᴥП ӣὑ ∟Ϛ ᾼ Ḋȴ

ᴩ ד Ϣ ᾎ

_LgtӐ ṎМї צ L ї ЏᵂЊ ȸ Ѡᾎȳ ȳ ᾎradicц ѝ ᵂ Ȳḕדᴟю OPЊ ȴiexclLgt ϩ ὡЊ X вҵ Ẑ ד Ȳḕדᴟю VЊ ȴѿϱ ᶁ Ὑȴ`LgtӦ в ᶩ ї ϱ ȴaLgt ᶩ ḕד ҒӐ ṎМїἨ П VЊ ȴbLgt Ɫ ї fraslḕד ҒӐ ṎМїἨ П OPЊ ȴcLgtӑ ϱ ῏ МѦϯϚדhArrП ᶩ ȴdLgtӐ ứ ᴩῂ Ṏ Ȳṳ ȴeLgtῂ ᶁ ҒӐ П Ṏ ȴ

Ṏ

Z X ҖӀӴ ἔᶕ

357

Ɫ Ϛ вד ᶩ цῂ ȲҒ ₇ ȲṼ ứ Ӵ ц ᶩạhArrц ᾎȲỐ Ҡ и ᵗ ᶩ ᵑцד ȴҫⱢҒ Ϛ вד ᶩ ₇ Ȳ ὡắ hArrȲ ḕᴯ Ϛᴯ Ȳ Ṽ ứ Ғ Пɦ ש ɧȴṳ Ἤ П ᶩ ש Ȳ Ữӑậ ᶩȲѿҒ ᶩᴔ П ᶾҾцԚ Ȳ с ᶩᴔ П ᶾҾ ȴɿ ᵗ ᾎϯȸOL ᵗ ȸFOG ȸ ứП Ȳ ạhArrȴFPG ᵗ ӣȸ ү TJNNNаMϢMѣȴFQG ӢѩOȸSѿϯPLҵ ᵗ ȸFOG ȸ Ѡ П צ П в ῏ȴFPGϚ ѿPЊ ȷ ҵ Ϛ ⱢOJTNNаȴQL ї ᶩ ᵗ ȸFOG ȸ Ѡ П ᶩ Ȳ ᶩ ạhArrȴFPG ᵗ ӣȸ ᶩ Ϛ ⱢVNNаȴRLῂ ᵗ ȸϚ ѿҙщ ȷ вȳҵ Ϛ ⱢVNNаȴSL ṎМїXFOGӐ צ ṎМїȲṳ ɦצ ᶩ Ṏ ᾎɧȲ в Ṏ ȴFPG ṎạhArr צ ᾎX ї UJNNNаMѣȳ ѻᾙ SJNNNаMѣȳϚ ѻᾙ Fד ХѿϯGQJNNNаMѣדFQG ѻϢȳ Ϣȳ ȳ ᶩ цᴩϢ Ȳ Ẕ ῶ ȲӐ ᵂⱢ ṏцс П ᴕȲṳѹ ѿ Сѿ ȴ

TLắ XⱢ newᴰ ẞӐ ắϚ вד Ȳ ԓї ȲṿẔ ∟П ᾼ Ȳ ד Ẕ ᶩ ϢȲҫӐ ᵑⱢnewᴰ ϯԝ ᵓ ȸFOG ẁᵍ ᾼᴰ Xgt ҖӀӴ Ὑ ẁᵍ ᾼ ῟Ȳ ẞ ҖӀщӕ Ȳ ᾼ ϯ ї вדϚ ѣȴFPG Xӂ ѡḕѡSNNаȲ ѡḕѡONNNаȴFQG ԅạhArrXḕ Џ ЊὑUPЊ Ȳ ѡ צ ԅạhArrȴ

ᴩ ד Ϣ ᾎ

358

ԃȳ ᴩכ ᴷ

Ҕᵶ ȳ ц Ϣ П ᴷɎ ц כ ɏȴ

ϱ כ ᴷ ὨП ὑכὨ ᵫц Мᵧ ȴ

H П ᴷȸѿɦ ɧȳ Ӣ ȳ ᴕ ῶц ᴞ ῶȳ ϢȳkumlshyumlKacvȳmqac ᵂⱢ ᴷ Ȳѿ ḕᴯ ᾼ כ Ȳẓ ᾎϯԝἬӱȸFOGṼắ ὑắ Пɦ ɧȳɦ hArr ῶɧȲ ᾼ hArrцן ᶮṳᵂⱢ ПṼ ȴFPG ɦצ כ ῶɧȲὑ ḇ Ӧ ᶩ ȲṼ ắ Пῶ Ȳѿ

ᶾ ȳ ȳ ᶾҾȳ Ӑ ᴩ ȴFQGḕѣ ᶮȲ ᴩϡװɦ ɧɎѣМⱢ Ӣ ȳѣἉⱢ ɏȲϠ ᾼכ ṓȲṳӦ ч ᾼ ṓᵂⱢ в ᾼ ᴕȴ

H П ᴷȸѿ hArr ῶц ῶᵂⱢ ᴕ Ȳẓ ᾎϯȸFOG ɦצ hArr ῶɧȲ П ȳ ᴩѠהȳ ∟П ᴷ ᴩ ȲṳⱢ ᶩ цḂ ПṼ ȴFPG Ϸ ɦצ ῶɧȲ ᾼ hArrȳ ȲϠ כ ȲϷҠ ᵡ ạhArrȲứ ᶮȲ ѠהȴFQGḕѣ ᶮȲ ᴩϡװɦ ɧɎѣМⱢ Ӣ ȳѣἉⱢ ɏȲϠ ᾼכ ṓȲṳӦ ч ᾼ ṓᵂⱢ в ᾼ ᴕȴ

H П ᴷȸѿ П hArr ῶᵂⱢ П ᴷȲ Ϸứ Ȳד ᶩ ȳ ṓ ᴩ в ȴ

H כ П ᴷȸѿɦ ɧȳ ȳ ᴕ ῶȳ ᴞ ῶȳ hArr ῶȳ ῶᵂⱢ П כ ᴷȲḕד Ṽ ɦ hArr ῶɧ в ᴩȲ ẁ Ȳц Ḃ Ѡ ȴ

1

ӭȱȱ

ȳ ȳȳ вϚȳ ӭᾼϡȳϮȳɎϚɏ П ԉѻᾙ Ɏϡɏ ɎϮɏү Ṏ Ϛ ПҳȳϢϩХȳ ᵂ П ᵂ ạȳ Ṏ ạԃȳ ᴩכ ᴷ

2


02-662897797305 02-66282665

ϢϚ ᵗ

Ϣϡ ו ensp


02-662897793500 02-66282665


ѻ ᾎϢᴵ үҖи 1131050515A

ONS hArrד ∟Ϛ

ᴯ


02-66289779 02-66289009


ȳ

Ϛȳ Ӑ


3

ONS hArrד ∟Ϛ

ᵂ ᾎϢ ὧ 1434020015A

ᴯ ṅש



02-275102213003 02-27728132

Ϣϡ Ӟר ѻԉ


02-27518705 02-27218750

03-95431312463 03-9565042

ѻϢ ´ вד ѻԉ

ϢϚ Ӟ

ϢϚ еpart


06-921111659771 06-9218119

Ϣϡ ו ᵗ


06-921111615950 06-9211500

ᵂ Ϯ и Ӗὢ

0544010031A

ONS hArrד ∟Ϛ


ѻϢ ensp

ᴯ

ᴯ Ṏỗ


ѻϢ а ensp


02-275102213003 02-27728132

ᵂ Мї Ἤ ᾎϢМї 1101020027A


06-921111659769 06-9218119

ONS hArrד ∟Ϛ

4


02-257866772291 -

Ϣϡ Ϲ enspᵗ


02-257866772263 -

ѻϢ Ӫ‒ ensp

ᴯ ש

02-257866772290 -

ϢϚ ₫ enspᵗ


ONS hArrד ∟Ϛ

ᴯ ensp


ᵂ ᾎϢ 1101110026A


03-95431315218 03-9565042



03-95431315217 03-9565042



ѻϢ ensp



ᵂ Ч 1501010010A

ONS hArrד ∟Ϛ

02-263455002868 02-26342255

ϢϚ ᶪ


0968-980802 02-26342255

Ϣϡ Ὥἣᶪ


02-263455002861 02-26342255

5

ONS hArrד ∟Ϛ


ᵂ ҖӀӴ ếӂ Ӄ 0101090517G


02-255232343326 02-25509658

ϢϚ


02-255232343284 02-25504461

Ϣϡ ṅᵗש

ᴯ דṅש

02-238895952005 02-23889591

ѻϢ ensp



02-298291113660 02-29831945

ϢϚ ṅᵗש


02-298291113302 02-29845573

ѻϢ ᶛ ensp

ONS hArrד ∟Ϛ

ᵂ ҖӀӴ 0131020016A

ᴯ ṅש

ᵿ ҖӀϮ ҖЄ ϚQ

Ϣϡ

ᴯ דṅש


ѻϢ ש ensp


02-25523234 02-25521608

ᵂ ҖӀӴ М 0101090517B


02-298291113315 02-29845573

ONS hArrד ∟Ϛ

6

ᵿ ҖӀЂὭ ONS

ᵂ ҖӀӴ Ὑ 0101090517E

ѻϢ ѝ Ὑ ensp

ᴯ вדȳ ד

ONS hArrד ∟Ϛ


02-278612886900 02-27888492

02-283534566610 -


-0979309048 -

Ϣϡ ₇

ϢϚ flfl ṅᵗש



02-283534568113 02-28389183


ONS hArrד ∟Ϛ

02-239164702625 02-23914247

02-238895952005 02-23889620


Ϣϡ


ᵂ ҖӀӴ ἔᶕ 0101090517D

02-278612888263 02-27888492

ϢϚ ѻԉ

Ϣϡ ṅᵗש



ᴯ ṎМї

ᵿ OOSgt ҖӀ VU

02-278612888263 02-27888492

ѻϢ ѻԉ

7


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NA NA NA


NA NA NA


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NA NA NA



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ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA


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ᵡ ϢѣTgt Ϣѣ


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10

ɎϟɏOgt ѣ Kד


NA NA NA

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NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

11


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1600-1700

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1700-1800

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0830-1200

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277


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282


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295

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303

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304


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306

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307


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315

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317

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318


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319

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320

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321


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323


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324

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Ȳẁ ᴩ ц ד ȴ

326

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327

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328


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329

ᾎϢᴵ үҖи


921127

ᾎϢᴵ үҖи


910205

ᾎϢᴵ үҖи


960103

ᾎϢᴵ үҖи


920331

ᾎϢᴵ үҖи


901116

ᾎϢᴵ үҖи


840124

ᾎϢᴵ үҖи


920331

ᾎϢᴵ үҖи


930318

ᾎϢᴵ үҖи


781101

ᾎϢᴵ үҖи


911112

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811109

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820210

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781101

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330

ᾎϢᴵ үҖи


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891116

ᾎϢᴵ үҖи


931119

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


940216



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331




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333



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334








ҖӀӴ Ὑ ד ѻᾙ









ᾎϢᴵ үҖи

P ѣҵד Ṡ ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ԃ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ḉ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ч ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

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P ѣҵד ҵד

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335

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Q ѣвד asymp вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ὭӔ вד

ᾎϢᴵ үҖи

Q ѣвד Ể вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


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O ѣẐד Ẑד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

P ѣҵד ЄМ ҵד

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P ѣҵד ԏᶛ ҵד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ᵇ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ вד

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Q ѣвד ᵦ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ѵ₇ вד

336

ᾎϢᴵ үҖи

Q ѣвד ר вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ӝ вד

ᾎϢᴵ үҖи

Q ѣвד ṏ вד

ᾎϢᴵ үҖи

Q ѣвד ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ἣ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ὔ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ᶳЧ вד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи


337

ᾎϢᴵ үҖи

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O ѣ ד Ẉ ד

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ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד ԏ ד

ᾎϢᴵ үҖи

Q ѣвד צ вד

ᾎϢᴵ үҖи

Q ѣвד ꞌ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ט вד

ᾎϢᴵ үҖи

Q ѣвד Ứ вד

ᾎϢᴵ үҖи

O ѣ ד Ӕ ד

ᾎϢᴵ үҖи

O ѣ ד Ḉ ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד מ ד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи

Q ѣвד ᶳ вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

338


ὭᶛЎ ד ѻԉ


Ӫ‒ ד ensp

ᾎϢ ὧ


ᾎϢ ὧ



вד ensp

ᾎϢ ὧ

P ѣῂ Ἠᵂ ד

ד ѻԉ

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѝ вד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѵӘᶳ вד ѻᾙ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ᶥ ד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

Ẑד ensp

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

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P ѣῂ Ἠᵂ ד

ѵṏ ҵד ensp

339

ҖӀӴ ếӂӃ

P ѣῂ Ἠᵂ ד

ᶳ ד

ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ

O ѣвד вד ѻԉ

ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ




ṃ ד ѻᾙ




ד ѻᾙ


Ὥ вד ѻᾙ


ᵦ вד ѻԉ


ԑᶛ ד ѻᾙ


ѝứ вד ѻԉ




ד ѻᾙ


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340


ѝ ד


ד ѻԉ


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ṏ ד



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Ṿ Ẑד

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P ѣῂ Ἠᵂ ד

ר ד ѻԉ


Ḉọר Ẑד







Ϣ


341

ҳȳϢϩ



Z XϮ и Ӗ ὢ







Z X ᾎϢᴵ үҖи





342





Z X ᾎϢ



Z X ᾎϢ ὧ

343







Z X Ч



Z X ҖӀӴ

344



Z X ҖӀӴ ἔᶕ





Z X ҖӀӴ Ὑ




Z X ҖӀӴ М



Z X ҖӀӴ ếӂ Ӄ

345

Хȳ ᵂ П ᵂ ạ








ᵂ Ѡה



346

ȳ Ṏ ạ











ȴ

FRG ạȸ

Ṏ

Z X ᾎϢᴵ үҖи

347

ᴩ ד Ϣ ᾎ






348


349


ᴩ ד Ϣ ᾎ


Ṏ




ᴩ ד Ϣ ᾎ



Ṏ

Z XϮ и Ӗ ὢ

350

Ṏ

Z X ᾎϢ


ᴩ ד Ϣ ᾎ




Ṏ

Z X ᾎϢ ὧ

351




352




ᴩ ד Ϣ ᾎ




Ṏ

Z X Ч

353











ᴩ ד Ϣ ᾎ




Ṏ

Z X ҖӀӴ

354


ᴩ ד Ϣ ᾎ





355


ᴩ ד Ϣ ᾎ


Ṏ

Z X ҖӀӴ М


ᴩ ד Ϣ ᾎ




Ṏ

Z X ҖӀӴ ếӂ Ӄ

356


Ṏ

Z X ҖӀӴ Ὑ


ᴩ ד Ϣ ᾎ


Ṏ

Z X ҖӀӴ ἔᶕ

357



ᴩ ד Ϣ ᾎ

358

ԃȳ ᴩכ ᴷ








2


02-662897797305 02-66282665

ϢϚ ᵗ

Ϣϡ ו ensp


02-662897793500 02-66282665


ѻ ᾎϢᴵ үҖи 1131050515A

ONS hArrד ∟Ϛ

ᴯ


02-66289779 02-66289009


ȳ

Ϛȳ Ӑ


3

ONS hArrד ∟Ϛ

ᵂ ᾎϢ ὧ 1434020015A

ᴯ ṅש



02-275102213003 02-27728132

Ϣϡ Ӟר ѻԉ


02-27518705 02-27218750

03-95431312463 03-9565042

ѻϢ ´ вד ѻԉ

ϢϚ Ӟ

ϢϚ еpart


06-921111659771 06-9218119

Ϣϡ ו ᵗ


06-921111615950 06-9211500

ᵂ Ϯ и Ӗὢ

0544010031A

ONS hArrד ∟Ϛ


ѻϢ ensp

ᴯ

ᴯ Ṏỗ


ѻϢ а ensp


02-275102213003 02-27728132

ᵂ Мї Ἤ ᾎϢМї 1101020027A


06-921111659769 06-9218119

ONS hArrד ∟Ϛ

4


02-257866772291 -

Ϣϡ Ϲ enspᵗ


02-257866772263 -

ѻϢ Ӫ‒ ensp

ᴯ ש

02-257866772290 -

ϢϚ ₫ enspᵗ


ONS hArrד ∟Ϛ

ᴯ ensp


ᵂ ᾎϢ 1101110026A


03-95431315218 03-9565042



03-95431315217 03-9565042



ѻϢ ensp



ᵂ Ч 1501010010A

ONS hArrד ∟Ϛ

02-263455002868 02-26342255

ϢϚ ᶪ


0968-980802 02-26342255

Ϣϡ Ὥἣᶪ


02-263455002861 02-26342255

5

ONS hArrד ∟Ϛ


ᵂ ҖӀӴ ếӂ Ӄ 0101090517G


02-255232343326 02-25509658

ϢϚ


02-255232343284 02-25504461

Ϣϡ ṅᵗש

ᴯ דṅש

02-238895952005 02-23889591

ѻϢ ensp



02-298291113660 02-29831945

ϢϚ ṅᵗש


02-298291113302 02-29845573

ѻϢ ᶛ ensp

ONS hArrד ∟Ϛ

ᵂ ҖӀӴ 0131020016A

ᴯ ṅש

ᵿ ҖӀϮ ҖЄ ϚQ

Ϣϡ

ᴯ דṅש


ѻϢ ש ensp


02-25523234 02-25521608

ᵂ ҖӀӴ М 0101090517B


02-298291113315 02-29845573

ONS hArrד ∟Ϛ

6

ᵿ ҖӀЂὭ ONS

ᵂ ҖӀӴ Ὑ 0101090517E

ѻϢ ѝ Ὑ ensp

ᴯ вדȳ ד

ONS hArrד ∟Ϛ


02-278612886900 02-27888492

02-283534566610 -


-0979309048 -

Ϣϡ ₇

ϢϚ flfl ṅᵗש



02-283534568113 02-28389183


ONS hArrד ∟Ϛ

02-239164702625 02-23914247

02-238895952005 02-23889620


Ϣϡ


ᵂ ҖӀӴ ἔᶕ 0101090517D

02-278612888263 02-27888492

ϢϚ ѻԉ

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ᴯ ṎМї

ᵿ OOSgt ҖӀ VU

02-278612888263 02-27888492

ѻϢ ѻԉ

7


8

ϡȳ



ᵡ ϢѣPgt Ϣѣ


ϢѣVgt Ϣѣ


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NA NA NA

ɎҳɏOgt ѣequivד


NA NA NA


NA NA NA


NA NA NA



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ѻἵןϢ

MᵂϢѣ

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Ли KɎϟɏ O ѣ





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NA NA NA



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ɎϟɏOgt ѣ KІ ד


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ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ




ϢѣVgt Ϣѣ


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10

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kҵד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

11


12

















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14

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ϡȳᶙכПЏᵂ ӭ

15








16

ϡȳ

ᴩϚד ∟Ϛ П



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ɎOɏ Ϣ


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22

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иṹ

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PL ᶮכ


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NSKNWXNNKOOXNN

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G

24

PPKOTXNNKOUXNN

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PRKOTXNNKOUXNN

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26

ɎϡɏQgt ѣвד


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27

в









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1600-1700

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1230-1330

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0730-0830

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30

1700-1800

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Mґש

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31

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ȸ

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в



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в




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35

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1330-1700

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0830-1200

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0730-0830

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1630-1730

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ɎOɏ Ϣ






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NRKOSXNNKOTXQN

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1630-1730


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54


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іɉ TLἤᵑ іɉ

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в


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57

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в




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317

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318


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323


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326

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328


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329

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921127

ᾎϢᴵ үҖи


910205

ᾎϢᴵ үҖи


960103

ᾎϢᴵ үҖи


920331

ᾎϢᴵ үҖи


901116

ᾎϢᴵ үҖи


840124

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920331

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930318

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781101

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330

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ҖӀӴ ҵד ѻԉ



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333



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334








ҖӀӴ Ὑ ד ѻᾙ









ᾎϢᴵ үҖи

P ѣҵד Ṡ ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ԃ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ḉ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ч ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

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335

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Q ѣвד вד

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ᾎϢᴵ үҖи

Q ѣвד asymp вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ὭӔ вד

ᾎϢᴵ үҖи

Q ѣвד Ể вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

O ѣẐד Ẑד

ᾎϢᴵ үҖи

O ѣẐד Ṏ Ẑד

ᾎϢᴵ үҖи

P ѣҵד ЄМ ҵד

ᾎϢᴵ үҖи

P ѣҵד ԏᶛ ҵד

ᾎϢᴵ үҖи

O ѣẐד ѵ Ẑד

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P ѣҵד Юѝ ҵד

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ᾎϢᴵ үҖи

Q ѣвד ᵇ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ вד

ᾎϢᴵ үҖи

Q ѣвד ᵦ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

O ѣẐד ᶦ Ẑד

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ᾎϢᴵ үҖи

Q ѣвד ѵ₇ вד

336

ᾎϢᴵ үҖи

Q ѣвד ר вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ӝ вד

ᾎϢᴵ үҖи

Q ѣвד ṏ вד

ᾎϢᴵ үҖи

Q ѣвד ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ἣ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ⌡ вד

ᾎϢᴵ үҖи

Q ѣвד ὔ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ᶳЧ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи


337

ᾎϢᴵ үҖи

O ѣ ד asymp ד

ᾎϢᴵ үҖи

O ѣ ד Ẉ ד

ᾎϢᴵ үҖи

O ѣ ד ἣᵆ ד

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O ѣ ד Ч ד

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O ѣ ד ד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ꞌ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

O ѣ ד Ӕ ד

ᾎϢᴵ үҖи

O ѣ ד Ḉ ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד מ ד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи

Q ѣвד ᶳ вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

338


ὭᶛЎ ד ѻԉ


Ӫ‒ ד ensp

ᾎϢ ὧ


ᾎϢ ὧ



вד ensp

ᾎϢ ὧ

P ѣῂ Ἠᵂ ד

ד ѻԉ

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѝ вד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѵӘᶳ вד ѻᾙ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ᶥ ד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

Ẑד ensp

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ש Ὑ Ẑד ensp

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѵṏ ҵד ensp

339

ҖӀӴ ếӂӃ

P ѣῂ Ἠᵂ ד

ᶳ ד

ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ

O ѣвד вד ѻԉ

ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ




ṃ ד ѻᾙ




ד ѻᾙ


Ὥ вד ѻᾙ


ᵦ вד ѻԉ


ԑᶛ ד ѻᾙ


ѝứ вד ѻԉ




ד ѻᾙ


ѝ ד ѻԉ






340


ѝ ד


ד ѻԉ


ԏ ᶩ


ṏ ד



ἣ ד ѻᾙ


Ὥᶳ ד ѻᾙ


ᵇѝ ד ѻԉ




ד


´ ῠ Ẑד ѻԉ


Ṿ Ẑד

ҖӀӴ ếӂӃ

P ѣῂ Ἠᵂ ד

ר ד ѻԉ


Ḉọר Ẑד







Ϣ


341

ҳȳϢϩ



Z XϮ и Ӗ ὢ







Z X ᾎϢᴵ үҖи





342





Z X ᾎϢ



Z X ᾎϢ ὧ

343







Z X Ч



Z X ҖӀӴ

344



Z X ҖӀӴ ἔᶕ





Z X ҖӀӴ Ὑ




Z X ҖӀӴ М



Z X ҖӀӴ ếӂ Ӄ

345

Хȳ ᵂ П ᵂ ạ








ᵂ Ѡה



346

ȳ Ṏ ạ











ȴ

FRG ạȸ

Ṏ

Z X ᾎϢᴵ үҖи

347

ᴩ ד Ϣ ᾎ






348


349


ᴩ ד Ϣ ᾎ


Ṏ




ᴩ ד Ϣ ᾎ



Ṏ

Z XϮ и Ӗ ὢ

350

Ṏ

Z X ᾎϢ


ᴩ ד Ϣ ᾎ




Ṏ

Z X ᾎϢ ὧ

351




352




ᴩ ד Ϣ ᾎ




Ṏ

Z X Ч

353











ᴩ ד Ϣ ᾎ




Ṏ

Z X ҖӀӴ

354


ᴩ ד Ϣ ᾎ





355


ᴩ ד Ϣ ᾎ


Ṏ

Z X ҖӀӴ М


ᴩ ד Ϣ ᾎ




Ṏ

Z X ҖӀӴ ếӂ Ӄ

356


Ṏ

Z X ҖӀӴ Ὑ


ᴩ ד Ϣ ᾎ


Ṏ

Z X ҖӀӴ ἔᶕ

357



ᴩ ד Ϣ ᾎ

358

ԃȳ ᴩכ ᴷ








3

ONS hArrד ∟Ϛ

ᵂ ᾎϢ ὧ 1434020015A

ᴯ ṅש



02-275102213003 02-27728132

Ϣϡ Ӟר ѻԉ


02-27518705 02-27218750

03-95431312463 03-9565042

ѻϢ ´ вד ѻԉ

ϢϚ Ӟ

ϢϚ еpart


06-921111659771 06-9218119

Ϣϡ ו ᵗ


06-921111615950 06-9211500

ᵂ Ϯ и Ӗὢ

0544010031A

ONS hArrד ∟Ϛ


ѻϢ ensp

ᴯ

ᴯ Ṏỗ


ѻϢ а ensp


02-275102213003 02-27728132

ᵂ Мї Ἤ ᾎϢМї 1101020027A


06-921111659769 06-9218119

ONS hArrד ∟Ϛ

4


02-257866772291 -

Ϣϡ Ϲ enspᵗ


02-257866772263 -

ѻϢ Ӫ‒ ensp

ᴯ ש

02-257866772290 -

ϢϚ ₫ enspᵗ


ONS hArrד ∟Ϛ

ᴯ ensp


ᵂ ᾎϢ 1101110026A


03-95431315218 03-9565042



03-95431315217 03-9565042



ѻϢ ensp



ᵂ Ч 1501010010A

ONS hArrד ∟Ϛ

02-263455002868 02-26342255

ϢϚ ᶪ


0968-980802 02-26342255

Ϣϡ Ὥἣᶪ


02-263455002861 02-26342255

5

ONS hArrד ∟Ϛ


ᵂ ҖӀӴ ếӂ Ӄ 0101090517G


02-255232343326 02-25509658

ϢϚ


02-255232343284 02-25504461

Ϣϡ ṅᵗש

ᴯ דṅש

02-238895952005 02-23889591

ѻϢ ensp



02-298291113660 02-29831945

ϢϚ ṅᵗש


02-298291113302 02-29845573

ѻϢ ᶛ ensp

ONS hArrד ∟Ϛ

ᵂ ҖӀӴ 0131020016A

ᴯ ṅש

ᵿ ҖӀϮ ҖЄ ϚQ

Ϣϡ

ᴯ דṅש


ѻϢ ש ensp


02-25523234 02-25521608

ᵂ ҖӀӴ М 0101090517B


02-298291113315 02-29845573

ONS hArrד ∟Ϛ

6

ᵿ ҖӀЂὭ ONS

ᵂ ҖӀӴ Ὑ 0101090517E

ѻϢ ѝ Ὑ ensp

ᴯ вדȳ ד

ONS hArrד ∟Ϛ


02-278612886900 02-27888492

02-283534566610 -


-0979309048 -

Ϣϡ ₇

ϢϚ flfl ṅᵗש



02-283534568113 02-28389183


ONS hArrד ∟Ϛ

02-239164702625 02-23914247

02-238895952005 02-23889620


Ϣϡ


ᵂ ҖӀӴ ἔᶕ 0101090517D

02-278612888263 02-27888492

ϢϚ ѻԉ

Ϣϡ ṅᵗש



ᴯ ṎМї

ᵿ OOSgt ҖӀ VU

02-278612888263 02-27888492

ѻϢ ѻԉ

7


8

ϡȳ



ᵡ ϢѣPgt Ϣѣ


ϢѣVgt Ϣѣ


ϢѣVgt Ϣѣ


NA NA NA


NA NA NA

ɎҳɏOgt ѣequivד


NA NA NA


NA NA NA


NA NA NA



NA NA ѻἵןϢ

QNgtϢ


ѻἵןϢ

MᵂϢѣ

Л Ṇ Л





Ли KɎϟɏ O ѣ





ѻ ᵂ

9



NA NA NA



NA NA NA

ɎϟɏOgt ѣ KІ ד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ




ϢѣVgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ

10

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kҵד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

11


12

















13

14

ȳ в


Ϛȳ ӭᾼ







Ϛȳ ӭ

ϡȳᶙכПЏᵂ ӭ

15








16

ϡȳ

ᴩϚד ∟Ϛ П



ɎХɏ Ogt ѣẐד



Ɏгɏ Ogt ѣ ד



17


ɎOɏ Ϣ


Mᾎradic

ᵂȳײϺȳ

Ӵ









ȸ

в


Њ Ғ ȴ



18

в


Ѡה



ȴ

ἬЮ


ד Ḋ


19

ד Ḋ


ἬЮ



ӣ

Ѡה



ȴ

в



20

ד Ḋ


Ѡה



ȴ

ἬЮ


в


21



Ѡה



ȴ


ἬЮ


ד Ḋ


22

ד Ḋ


Ѡה



ȴ

ἬЮ


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NQKOTXNNKOUXNN

Ṯᾙц

₤ᴩ ПЮF G

Ṯᾙ

ṮӣẓПЮ

NRKNWXNNKONXNN

NQKNWXNNKOPXNN

OLѝ

PLѝ

NOKOTXNNKOUXNN

Пᾎradic

иṹ

Ϣ ᵓц῀ ᴞѻ

ҷᵫ῀

NPKNWXNNKOOXNN

OL

PL ᶮכ


23

NSKNWXNNKOOXNN

KЊ

NSKOTXNNKOUXNN

fOlO ₤

ᴨ

цᵂ

NTKNWXNNKOOXNN

KЊ

ӣ

NRKONXNNKOPXNN

ὑ῏П ӣ

NRKOSXNNKOUXNN

ᴩӔṮӔ זᵂ

NRKOTXNNKOUXNN


ᶼӢ ПӔ ṿӣἘ

NVKOTXNNKOUXNN

ᾼứȳӣ

נᾼвfrasl

ѝᾃ

Ṷ

OUKOTXNNKOUXNN

Пᾎradic

иṹ

Ϣ ᵓц῀ ᴞѻ

ҷᵫ῀

OVKNWXNNKOOXNN

OL

PL ᶮכ

NTKOTXNNKOUXNN

₇ ₇

₇Ή

NUKOTXNNKOUXNN

₇Ϣ

ԓ

ᶺ₇ Ѡ

Ϣԓцӭ


NVKOSXNNKOUXNN

OLᴶӴה Fӱ

G

24

PPKOTXNNKOUXNN

₇ ₇

₇Ή

PPKNWXNNKOOXNN

KЊ

ӣ

POKOTXNNKOUXNN

fOlO ₤

ᴨ

цᵂ

PQKOTXNNKOUXNN

₇Ϣ

ԓ

ᶺ₇ Ѡ

Ϣԓцӭ


POKNWXNNKOOXNN

KЊ

PNKNWXNNKONXNN

OWKOTXNNKOUXNN

Ṯᾙц

₤ᴩ ПЮF G

Ṯᾙ

ṮӣẓПЮ

OWKNWXNNKOPXNN

OLѝ

PLѝ

PNKOTXNNKOUXNN


ᶼӢ ПӔ ṿӣἘ

PNKOSXNNKOUXNN

ᴩӔṮӔ זᵂ

PNKONXNNKOPXNN

Kὑ῏Пӣ

25

PRKOTXNNKOUXNN

ᾼứȳӣ

נᾼвfrasl

ѝᾃ

Ṷ

PRKOSXNNKOUXNN

OLᴶӴה Fӱ

G


L









26

ɎϡɏQgt ѣвד


ɎOɏ Ϣ

ѵ вד Ṋ ѻדԉ

12 ѦᴨậӰ

ᴚй




ȸ

в





27

в









28



в


Ϯ ѣ

Ѡה







29

ד Ḋ


ῶȸ

1330-1600

Ἢ OSXNNcieᵒ

Ἢ Ἢ Ἢ

1600-1700

вדat

вדat

вדat

вדat

1230-1330

vԏᵒFG

0730-0830

UXQNKVXONвד

UXQNKVXONвד

вד

UXQNKVXONвד

0830-1200

OOXNNKOPXNNвד

ἪMἪ

ἪMἪ

VXQNKOPXNNemsp

ἪMἪ


30

1700-1800

Њц

Mґש

OLԓ

PL


L









31

ɎϮɏPgt ѣҵד


ɎOɏ Ϣ





ȸ

в




32

в



33

в




P ѣ

34


Ѡה







ἬЮ


35

ד Ḋ


ῶȸ

1230-1330

anaῐ

1330-1700

ἪMњ

ἪMњ

ἪMњ

ἪMњ

ἪMњ

0830-1200

ἪMњ

ἪMњ

ἪMњ

ἪMњ

ἪMњ

0730-0830

װ דM

ґ

װ דM

ґ


װ דM

ґ


36

1630-1730

OLԓ

PLҵד


L









37



ɎOɏ Ϣ






ȸ




38

Ѡה









39

ד Ḋ



Ѡה Ѡᾎ ԈἬӱ


ῶȸ

NPKOTXQNKOUXQN

ԓ

NPKOSXNNKOTXQN

Ϻײ Ẃ

Ẃ

0800-0900


Ẃ


Ẃ


Ẃ


Ẃ


Ẃ

NOKOSXNNKOTXQN

Ẃ

Ṱ

1500-1700

їцᶩ

2000-2100


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ

2000-2100

Ẃ Ẃ Ẃ Ẃ Ẃ


40

NRKOSXNNKOTXQN

mfa_ Ẃ

NRKOTXQNKOUXQN

ԓ

NQKOSXNNKOTXQN

ЛẂ

ϮѡẂ

NQKOTXQNKOUXQN

ҵד


L








41

ɎХɏOgt ѣẐד


ɎOɏ Ϣ





ȸ

в





42

в





O ѣ

43


Ѡה








44

ד Ḋ


ῶȸ

1300-1400

ἪMἪ

ἪMἪ

ἪMἪ

1200-1330

ᵫF GFḕѣϚGװ

ЊẐדґ

MẂF G

0800-0900

ЊẐד ЊẐד

Ẑ

F G

vԏᵒ

F G

ЊẐד

0900-1200

ἪMἪ

ἪMἪ

ἪMἪ

ἪMἪ

ἪMἪ


45

1630-1730


ᶩẐדѻᾙ

ᶩOLԓPL

1400-1600

Ẑemspцemsp

Ẑemspцemsp


L









46

ɎгɏOgt ѣ ד


ɎOɏ Ϣ





ȸ

в






47

в







48


ἬЮ



в


O ѣ

Ѡה









49

ד Ḋ


ῶȸ

0800-1200

emsp ᾌFᴒ זẛG

Ἢ Ἢ Ἢ

1400-1730

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G

ѻᾙἪ

Ẑ F ẂG


50


L









51

ɎϝɏPgt ѣῂ


ɎOɏ Ϣ





ȸ

в




ȸPЊ ȴgtԚORЊ



Ϛ П ϚщgtFRЊ G

в Ю Ю

Ѡה

ד Ḋ



ɏɉ


ȴӐ ԓ Ϛ ȴ

52

Ѡה







ד Ḋ ῂ њҌɉ

ἬЮ



в


53

Ѡה





ד Ḋ


ɉ ɉ SLῂіɉ

ἬЮ



в


54


ד Ḋ


іɉ TLἤᵑ іɉ

ἬЮ


в


55

ἬЮ



Ѡה




ד Ḋ


іɉ TLἤᵑ іɉ

в



56

в


Ѡה




Ἤ



ἬЮ



П ȴ

ד Ḋ


іɉ TLἤᵑ іɉ

57

Ѡה






ἬЮ



ד Ḋ


іɉ TLἤᵑ іɉ

58

в




Ӣᶝ ד

в


Ѡה



ד Ḋ


іɉ TLἤᵑ іɉ

ἬЮ




Ϣ ȳ ὢ ȴ

59

Ѡה






Ѡה




ד Ḋ


іɉ TLἤᵑ іɉ

в


60





ד Ḋ


ɉ ɉ SLῂіɉ

ἬЮ


в


61




ἬЮ



Ф Ẕ ᴩ ᶮȴ

Ѡה






ד Ḋ


ɉ ɉ SLῂіɉ

в


62


Ự ɎRЊ ɏ ῂ

в


ἬЮ




Ѡה




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ד Ḋ



ɏɉ

63

в






Ѡה



Ѡה




ἬЮ





64



Ѡה


в



ד Ḋ



ɏɉ

в


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ד Ḋ ῂ њҌɉ

65






в



ȴ

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ἬЮ и Є ȳ


66

Ѡה





67

ד Ḋ



ɏɉ

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68

NOKOQXNNKOUXNN

ӢᶝXṔᴥ ғ

ᶝensp

ẐemspẐ Ṯrsquo


Ἤ

ῂȳṆ

ד ᾎ

ῂ

цɎOɏ

NPKNVXNNKOPXNN

ῂ ensp МїȸỰ

Ựὢ

ṮἘцӣɎᵶɏ

Пensp

X Ӗ

цᶼӢ ṿӣ ד

NRKOQXNNKOUXNN


ῂ Ṯꜟȳr`

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NOKNVXNNKOPXNN

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ṓ ϡṙ

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ᴔϢɎᵶ

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в



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в


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76


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77

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в


78

в



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80

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ד Ḋ ד

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Ḛ ὕF ἬG

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NOKNVXNNKNWXNN

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82

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277


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278

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282


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291

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295

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296

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303

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304


ϡщ

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305

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306

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307


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311

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312

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315

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317

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318


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319

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321


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1430-1700

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323


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324

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Ȳẁ ᴩ ц ד ȴ

326

ד Ḋ


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327

0730-0810


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ᶩ ᶩ ᶩ ᶩ ᶩ

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328


L




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329

ᾎϢᴵ үҖи


921127

ᾎϢᴵ үҖи


910205

ᾎϢᴵ үҖи


960103

ᾎϢᴵ үҖи


920331

ᾎϢᴵ үҖи


901116

ᾎϢᴵ үҖи


840124

ᾎϢᴵ үҖи


920331

ᾎϢᴵ үҖи


930318

ᾎϢᴵ үҖи


781101

ᾎϢᴵ үҖи


911112

ᾎϢᴵ үҖи


811109

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820210

ᾎϢᴵ үҖи


781101

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330

ᾎϢᴵ үҖи


970111

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920314

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920314

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970111

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970111

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891116

ᾎϢᴵ үҖи


931119

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


940216



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331




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ҖӀӴ ҵד ѻԉ



ҖӀӴ вד ѻᾙ

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Ч ᵦӘ вד ѻԉ

Ч Ѫї Ẑד ѻԉ

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333



ҖӀӴ ἔᶕ вד














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ҖӀӴ ếӂ Ӄ ד

ҖӀӴ ếӂ Ӄ ד

334








ҖӀӴ Ὑ ד ѻᾙ









ᾎϢᴵ үҖи

P ѣҵד Ṡ ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ԃ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ḉ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ч ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

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335

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Q ѣвד вד

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Q ѣвד asymp вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ὭӔ вד

ᾎϢᴵ үҖи

Q ѣвד Ể вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

O ѣẐד Ẑד

ᾎϢᴵ үҖи

O ѣẐד Ṏ Ẑד

ᾎϢᴵ үҖи

P ѣҵד ЄМ ҵד

ᾎϢᴵ үҖи

P ѣҵד ԏᶛ ҵד

ᾎϢᴵ үҖи

O ѣẐד ѵ Ẑד

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P ѣҵד Юѝ ҵד

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ᾎϢᴵ үҖи

Q ѣвד ᵇ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ вד

ᾎϢᴵ үҖи

Q ѣвד ᵦ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи


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Q ѣвד ѵ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ₇ вד

336

ᾎϢᴵ үҖи

Q ѣвד ר вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ӝ вד

ᾎϢᴵ үҖи

Q ѣвד ṏ вד

ᾎϢᴵ үҖи

Q ѣвד ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ἣ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ⌡ вד

ᾎϢᴵ үҖи

Q ѣвד ὔ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ᶳЧ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ᾏ вד

ᾎϢᴵ үҖи


337

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

O ѣ ד Ẉ ד

ᾎϢᴵ үҖи

O ѣ ד ἣᵆ ד

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O ѣ ד Ч ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ꞌ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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O ѣ ד Ḉ ד

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Q ѣвד part вד

ᾎϢᴵ үҖи

Q ѣвד ᶳ вד

ᾎϢᴵ үҖи

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338


ὭᶛЎ ד ѻԉ


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P ѣῂ Ἠᵂ ד

ѝ вד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѵӘᶳ вד ѻᾙ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ᶥ ד ѻԉ

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

Ẑד ensp

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ש Ὑ Ẑד ensp

Ϯ и Ӗ ὢ

P ѣῂ Ἠᵂ ד

ѵṏ ҵד ensp

339

ҖӀӴ ếӂӃ

P ѣῂ Ἠᵂ ד

ᶳ ד

ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ

O ѣвד вד ѻԉ

ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ


ҖӀӴ ếӂӃ




ṃ ד ѻᾙ




ד ѻᾙ


Ὥ вד ѻᾙ


ᵦ вד ѻԉ


ԑᶛ ד ѻᾙ


ѝứ вד ѻԉ




ד ѻᾙ


ѝ ד ѻԉ






340


ѝ ד


ד ѻԉ


ԏ ᶩ


ṏ ד



ἣ ד ѻᾙ


Ὥᶳ ד ѻᾙ


ᵇѝ ד ѻԉ




ד


´ ῠ Ẑד ѻԉ


Ṿ Ẑד

ҖӀӴ ếӂӃ

P ѣῂ Ἠᵂ ד

ר ד ѻԉ


Ḉọר Ẑד







Ϣ


341

ҳȳϢϩ



Z XϮ и Ӗ ὢ







Z X ᾎϢᴵ үҖи





342





Z X ᾎϢ



Z X ᾎϢ ὧ

343







Z X Ч



Z X ҖӀӴ

344



Z X ҖӀӴ ἔᶕ





Z X ҖӀӴ Ὑ




Z X ҖӀӴ М



Z X ҖӀӴ ếӂ Ӄ

345

Хȳ ᵂ П ᵂ ạ








ᵂ Ѡה



346

ȳ Ṏ ạ











ȴ

FRG ạȸ

Ṏ

Z X ᾎϢᴵ үҖи

347

ᴩ ד Ϣ ᾎ






348


349


ᴩ ד Ϣ ᾎ


Ṏ




ᴩ ד Ϣ ᾎ



Ṏ

Z XϮ и Ӗ ὢ

350

Ṏ

Z X ᾎϢ


ᴩ ד Ϣ ᾎ




Ṏ

Z X ᾎϢ ὧ

351




352




ᴩ ד Ϣ ᾎ




Ṏ

Z X Ч

353











ᴩ ד Ϣ ᾎ




Ṏ

Z X ҖӀӴ

354


ᴩ ד Ϣ ᾎ





355


ᴩ ד Ϣ ᾎ


Ṏ

Z X ҖӀӴ М


ᴩ ד Ϣ ᾎ




Ṏ

Z X ҖӀӴ ếӂ Ӄ

356


Ṏ

Z X ҖӀӴ Ὑ


ᴩ ד Ϣ ᾎ


Ṏ

Z X ҖӀӴ ἔᶕ

357



ᴩ ד Ϣ ᾎ

358

ԃȳ ᴩכ ᴷ








4


02-257866772291 -

Ϣϡ Ϲ enspᵗ


02-257866772263 -

ѻϢ Ӫ‒ ensp

ᴯ ש

02-257866772290 -

ϢϚ ₫ enspᵗ


ONS hArrד ∟Ϛ

ᴯ ensp


ᵂ ᾎϢ 1101110026A


03-95431315218 03-9565042



03-95431315217 03-9565042



ѻϢ ensp



ᵂ Ч 1501010010A

ONS hArrד ∟Ϛ

02-263455002868 02-26342255

ϢϚ ᶪ


0968-980802 02-26342255

Ϣϡ Ὥἣᶪ


02-263455002861 02-26342255

5

ONS hArrד ∟Ϛ


ᵂ ҖӀӴ ếӂ Ӄ 0101090517G


02-255232343326 02-25509658

ϢϚ


02-255232343284 02-25504461

Ϣϡ ṅᵗש

ᴯ דṅש

02-238895952005 02-23889591

ѻϢ ensp



02-298291113660 02-29831945

ϢϚ ṅᵗש


02-298291113302 02-29845573

ѻϢ ᶛ ensp

ONS hArrד ∟Ϛ

ᵂ ҖӀӴ 0131020016A

ᴯ ṅש

ᵿ ҖӀϮ ҖЄ ϚQ

Ϣϡ

ᴯ דṅש


ѻϢ ש ensp


02-25523234 02-25521608

ᵂ ҖӀӴ М 0101090517B


02-298291113315 02-29845573

ONS hArrד ∟Ϛ

6

ᵿ ҖӀЂὭ ONS

ᵂ ҖӀӴ Ὑ 0101090517E

ѻϢ ѝ Ὑ ensp

ᴯ вדȳ ד

ONS hArrד ∟Ϛ


02-278612886900 02-27888492

02-283534566610 -


-0979309048 -

Ϣϡ ₇

ϢϚ flfl ṅᵗש



02-283534568113 02-28389183


ONS hArrד ∟Ϛ

02-239164702625 02-23914247

02-238895952005 02-23889620


Ϣϡ


ᵂ ҖӀӴ ἔᶕ 0101090517D

02-278612888263 02-27888492

ϢϚ ѻԉ

Ϣϡ ṅᵗש



ᴯ ṎМї

ᵿ OOSgt ҖӀ VU

02-278612888263 02-27888492

ѻϢ ѻԉ

7


8

ϡȳ



ᵡ ϢѣPgt Ϣѣ


ϢѣVgt Ϣѣ


ϢѣVgt Ϣѣ


NA NA NA


NA NA NA

ɎҳɏOgt ѣequivד


NA NA NA


NA NA NA


NA NA NA



NA NA ѻἵןϢ

QNgtϢ


ѻἵןϢ

MᵂϢѣ

Л Ṇ Л





Ли KɎϟɏ O ѣ





ѻ ᵂ

9



NA NA NA



NA NA NA

ɎϟɏOgt ѣ KІ ד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ




ϢѣVgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ

10

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kҵד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

11


12

















13

14

ȳ в


Ϛȳ ӭᾼ







Ϛȳ ӭ

ϡȳᶙכПЏᵂ ӭ

15








16

ϡȳ

ᴩϚד ∟Ϛ П



ɎХɏ Ogt ѣẐד



Ɏгɏ Ogt ѣ ד



17


ɎOɏ Ϣ


Mᾎradic

ᵂȳײϺȳ

Ӵ









ȸ

в


Њ Ғ ȴ



18

в


Ѡה



ȴ

ἬЮ


ד Ḋ


19

ד Ḋ


ἬЮ



ӣ

Ѡה



ȴ

в



20

ד Ḋ


Ѡה



ȴ

ἬЮ


в


21



Ѡה



ȴ


ἬЮ


ד Ḋ


22

ד Ḋ


Ѡה



ȴ

ἬЮ


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NQKOTXNNKOUXNN

Ṯᾙц

₤ᴩ ПЮF G

Ṯᾙ

ṮӣẓПЮ

NRKNWXNNKONXNN

NQKNWXNNKOPXNN

OLѝ

PLѝ

NOKOTXNNKOUXNN

Пᾎradic

иṹ

Ϣ ᵓц῀ ᴞѻ

ҷᵫ῀

NPKNWXNNKOOXNN

OL

PL ᶮכ


23

NSKNWXNNKOOXNN

KЊ

NSKOTXNNKOUXNN

fOlO ₤

ᴨ

цᵂ

NTKNWXNNKOOXNN

KЊ

ӣ

NRKONXNNKOPXNN

ὑ῏П ӣ

NRKOSXNNKOUXNN

ᴩӔṮӔ זᵂ

NRKOTXNNKOUXNN


ᶼӢ ПӔ ṿӣἘ

NVKOTXNNKOUXNN

ᾼứȳӣ

נᾼвfrasl

ѝᾃ

Ṷ

OUKOTXNNKOUXNN

Пᾎradic

иṹ

Ϣ ᵓц῀ ᴞѻ

ҷᵫ῀

OVKNWXNNKOOXNN

OL

PL ᶮכ

NTKOTXNNKOUXNN

₇ ₇

₇Ή

NUKOTXNNKOUXNN

₇Ϣ

ԓ

ᶺ₇ Ѡ

Ϣԓцӭ


NVKOSXNNKOUXNN

OLᴶӴה Fӱ

G

24

PPKOTXNNKOUXNN

₇ ₇

₇Ή

PPKNWXNNKOOXNN

KЊ

ӣ

POKOTXNNKOUXNN

fOlO ₤

ᴨ

цᵂ

PQKOTXNNKOUXNN

₇Ϣ

ԓ

ᶺ₇ Ѡ

Ϣԓцӭ


POKNWXNNKOOXNN

KЊ

PNKNWXNNKONXNN

OWKOTXNNKOUXNN

Ṯᾙц

₤ᴩ ПЮF G

Ṯᾙ

ṮӣẓПЮ

OWKNWXNNKOPXNN

OLѝ

PLѝ

PNKOTXNNKOUXNN


ᶼӢ ПӔ ṿӣἘ

PNKOSXNNKOUXNN

ᴩӔṮӔ זᵂ

PNKONXNNKOPXNN

Kὑ῏Пӣ

25

PRKOTXNNKOUXNN

ᾼứȳӣ

נᾼвfrasl

ѝᾃ

Ṷ

PRKOSXNNKOUXNN

OLᴶӴה Fӱ

G


L









26

ɎϡɏQgt ѣвד


ɎOɏ Ϣ

ѵ вד Ṋ ѻדԉ

12 ѦᴨậӰ

ᴚй




ȸ

в





27

в









28



в


Ϯ ѣ

Ѡה







29

ד Ḋ


ῶȸ

1330-1600

Ἢ OSXNNcieᵒ

Ἢ Ἢ Ἢ

1600-1700

вדat

вדat

вדat

вדat

1230-1330

vԏᵒFG

0730-0830

UXQNKVXONвד

UXQNKVXONвד

вד

UXQNKVXONвד

0830-1200

OOXNNKOPXNNвד

ἪMἪ

ἪMἪ

VXQNKOPXNNemsp

ἪMἪ


30

1700-1800

Њц

Mґש

OLԓ

PL


L









31

ɎϮɏPgt ѣҵד


ɎOɏ Ϣ





ȸ

в




32

в



33

в




P ѣ

34


Ѡה







ἬЮ


35

ד Ḋ


ῶȸ

1230-1330

anaῐ

1330-1700

ἪMњ

ἪMњ

ἪMњ

ἪMњ

ἪMњ

0830-1200

ἪMњ

ἪMњ

ἪMњ

ἪMњ

ἪMњ

0730-0830

װ דM

ґ

װ דM

ґ


װ דM

ґ


36

1630-1730

OLԓ

PLҵד


L









37



ɎOɏ Ϣ






ȸ




38

Ѡה









39

ד Ḋ



Ѡה Ѡᾎ ԈἬӱ


ῶȸ

NPKOTXQNKOUXQN

ԓ

NPKOSXNNKOTXQN

Ϻײ Ẃ

Ẃ

0800-0900


Ẃ


Ẃ


Ẃ


Ẃ


Ẃ

NOKOSXNNKOTXQN

Ẃ

Ṱ

1500-1700

їцᶩ

2000-2100


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ


ᾼ Ẃ

2000-2100

Ẃ Ẃ Ẃ Ẃ Ẃ


40

NRKOSXNNKOTXQN

mfa_ Ẃ

NRKOTXQNKOUXQN

ԓ

NQKOSXNNKOTXQN

ЛẂ

ϮѡẂ

NQKOTXQNKOUXQN

ҵד


L








41

ɎХɏOgt ѣẐד


ɎOɏ Ϣ





ȸ

в





42

в





O ѣ

43


Ѡה








44

ד Ḋ


ῶȸ

1300-1400

ἪMἪ

ἪMἪ

ἪMἪ

1200-1330

ᵫF GFḕѣϚGװ

ЊẐדґ

MẂF G

0800-0900

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Ẑ

F G

vԏᵒ

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ЊẐד

0900-1200

ἪMἪ

ἪMἪ

ἪMἪ

ἪMἪ

ἪMἪ


45

1630-1730


ᶩẐדѻᾙ

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1400-1600

Ẑemspцemsp

Ẑemspцemsp


L









46

ɎгɏOgt ѣ ד


ɎOɏ Ϣ





ȸ

в






47

в







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ἬЮ



в


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Ѡה









49

ד Ḋ


ῶȸ

0800-1200

emsp ᾌFᴒ זẛG

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1400-1730

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G

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50


L









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ɎϝɏPgt ѣῂ


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ȸ

в




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Ϛ П ϚщgtFRЊ G

в Ю Ю

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ɏɉ


ȴӐ ԓ Ϛ ȴ

52

Ѡה







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в


53

Ѡה





ד Ḋ


ɉ ɉ SLῂіɉ

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в


54


ד Ḋ


іɉ TLἤᵑ іɉ

ἬЮ


в


55

ἬЮ



Ѡה




ד Ḋ


іɉ TLἤᵑ іɉ

в



56

в


Ѡה




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ד Ḋ


іɉ TLἤᵑ іɉ

57

Ѡה






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ד Ḋ


іɉ TLἤᵑ іɉ

58

в




Ӣᶝ ד

в


Ѡה



ד Ḋ


іɉ TLἤᵑ іɉ

ἬЮ




Ϣ ȳ ὢ ȴ

59

Ѡה






Ѡה




ד Ḋ


іɉ TLἤᵑ іɉ

в


60





ד Ḋ


ɉ ɉ SLῂіɉ

ἬЮ


в


61




ἬЮ



Ф Ẕ ᴩ ᶮȴ

Ѡה






ד Ḋ


ɉ ɉ SLῂіɉ

в


62


Ự ɎRЊ ɏ ῂ

в


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Ѡה




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ד Ḋ



ɏɉ

63

в






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64



Ѡה


в



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ɏɉ

в


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ד Ḋ ῂ њҌɉ

65






в



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ἬЮ и Є ȳ


66

Ѡה





67

ד Ḋ



ɏɉ

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68

NOKOQXNNKOUXNN

ӢᶝXṔᴥ ғ

ᶝensp

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ד ᾎ

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цɎOɏ

NPKNVXNNKOPXNN

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Ựὢ

ṮἘцӣɎᵶɏ

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X Ӗ

цᶼӢ ṿӣ ד

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ῂ Ṯꜟȳr`

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Ю

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ᴔϢɎᵶ

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274

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277


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278

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282


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283

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286

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287

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288



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291

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292

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294

ד Ḋ


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ᵦὺᾙ Ἢ ᶩ

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Ὥ ЎѻԉἪ

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ᵫ ᴰ Ẃ


295

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emsp

ᶩᾙ

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ґ ᵫFắG

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Ὥ ЎѻԉἪ

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נ דẂ

NPKNVXNNKNVXQN


ᵫ ᴰ Ẃ

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296

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297



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298

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0730-0830

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299

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в ѩ Ὅ ד ӣ ᾬ

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303

Ѡה Ὑ

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ἬЮ kp


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ד Ḋ Ὅ ד

ד Ḋ Ὅ ד

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в Ὅ

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ד Ḋ Ὅ ד

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ἬЮ Ὅ ד ᵫ

304


ϡщ

ἬЮ Ὅ ד ᵫц

Ѡה Ẃ Ὑц ᶩ

Ѡה Ẃ Ὑц ᶩ

ϡщ

ἬЮ Ὅ ד ᵫц

ד Ḋ Ὅ ד

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ϡщ


Ѡה Ẃ Ὑ

ᶩ

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ᶩ

ד Ḋ Ὅ ד

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ד Ḋ Ὅ ד


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305

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Ѡה Ẃ Ὑц ᶩ

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ϡщ

ד Ḋ Ὅ ד

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ᶾ ȳ ЮϤἤ

ד Ḋ Ὅ ד

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ἬЮ Ὅ ד ᵫц

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306

ϡщ

Ѡה Ẃ Ὑц ᶩ


ד Ḋ Ὅ ד

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ᶩ


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ד Ḋ Ὅ ד

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Ѡה Ẃ Ὑц ᶩ


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0730-0830


307


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308



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309


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1230-1310

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0730-0830

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Ϣцᾙ Мemsp

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0800-0830

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MMᵫ

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311

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312

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Ȳẁ ᴩ ц ד ȴ

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315

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Mґ

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316

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d_eMgaeԏ Ἁᵒ

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317

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d_eMgaeԏ Ἁᵒ

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NSKNUXSNKNVXQN

Mґ

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318


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319

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320

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321


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322

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0830-1200

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ѻᾙἪ

ѻᾙἪ

1430-1700

ѻᾙἪ

ѻᾙἪ

ѻᾙἪ

ѻᾙἪ

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0730-0830 M ґ

ᵫMḕ ᴰẂ

Єҵד ḕѣ Ϛד


323


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324

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Ȳẁ ᴩ ц ד ȴ

326

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327

0730-0810


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0800-1600

ᶩ ᶩ ᶩ ᶩ ᶩ

0400-1530

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328


L




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329

ᾎϢᴵ үҖи


921127

ᾎϢᴵ үҖи


910205

ᾎϢᴵ үҖи


960103

ᾎϢᴵ үҖи


920331

ᾎϢᴵ үҖи


901116

ᾎϢᴵ үҖи


840124

ᾎϢᴵ үҖи


920331

ᾎϢᴵ үҖи


930318

ᾎϢᴵ үҖи


781101

ᾎϢᴵ үҖи


911112

ᾎϢᴵ үҖи


811109

ᾎϢᴵ үҖи


820210

ᾎϢᴵ үҖи


781101

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781101

ở ᵑד דד

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ɎϚɏ П ԉѻᾙ

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330

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


920314

ᾎϢᴵ үҖи


920314

ᾎϢᴵ үҖи


871030

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920314

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


970111

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891116

ᾎϢᴵ үҖи


931119

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


970111

ᾎϢᴵ үҖи


940216



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331




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ҖӀӴ ṃ ד ѻᾙ


ҖӀӴ М ҵד ѻԉ

ҖӀӴ ҵד ѻԉ







ҖӀӴ М ד ѻᾙ


ҖӀӴ М ד ѻԉ

ҖӀӴ ד ѻᾙ




ᾎϢ вד ensp


ᾎϢ ὧ ד ѻԉ




ᾎϢ ὧ ד ѻԉ

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ҖӀӴ ҵד ѻԉ



ҖӀӴ вד ѻᾙ

Ч ṃ ד ѻԉ

Ч ᵦӘ вד ѻԉ

Ч Ѫї Ẑד ѻԉ

Ч ѝὬ ד ѻԉ

Ч ὭᶛЎ ד ѻԉ

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333



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ҖӀӴ ếӂ Ӄ ד

ҖӀӴ ếӂ Ӄ ד

334








ҖӀӴ Ὑ ד ѻᾙ









ᾎϢᴵ үҖи

P ѣҵד Ṡ ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ԃ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ḉ ҵד

ᾎϢᴵ үҖи

P ѣҵד Ч ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

ᾎϢᴵ үҖи

P ѣҵד ҵד

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Бẓ ϯȸ

335

ᾎϢᴵ үҖи

Q ѣвד вד

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Q ѣвד asymp вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ὭӔ вד

ᾎϢᴵ үҖи

Q ѣвד Ể вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

O ѣẐד Ẑד

ᾎϢᴵ үҖи

O ѣẐד Ṏ Ẑד

ᾎϢᴵ үҖи

P ѣҵד ЄМ ҵד

ᾎϢᴵ үҖи

P ѣҵד ԏᶛ ҵד

ᾎϢᴵ үҖи

O ѣẐד ѵ Ẑד

ᾎϢᴵ үҖи

P ѣҵד Юѝ ҵד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ᵇ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ вד

ᾎϢᴵ үҖи

Q ѣвד ᵦ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

O ѣẐד ᶦ Ẑד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ѵ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ѵ₇ вד

336

ᾎϢᴵ үҖи

Q ѣвד ר вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ӝ вד

ᾎϢᴵ үҖи

Q ѣвד ṏ вד

ᾎϢᴵ үҖи

Q ѣвד ₫ вד

ᾎϢᴵ үҖи

Q ѣвד ἣ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ⌡ вד

ᾎϢᴵ үҖи

Q ѣвד ὔ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ᶳЧ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи

Q ѣвד part вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד bdquo вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

Q ѣвד ᾏ вד

ᾎϢᴵ үҖи


337

ᾎϢᴵ үҖи

O ѣ ד asymp ד

ᾎϢᴵ үҖи

O ѣ ד Ẉ ד

ᾎϢᴵ үҖи

O ѣ ד ἣᵆ ד

ᾎϢᴵ үҖи

O ѣ ד Ч ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד ד

ᾎϢᴵ үҖи

O ѣ ד ԏ ד

ᾎϢᴵ үҖи

Q ѣвד צ вד

ᾎϢᴵ үҖи

Q ѣвד ꞌ вד

ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

Q ѣвד ṃ вד

ᾎϢᴵ үҖи


ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד вד

ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

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ᾎϢᴵ үҖи

Q ѣвד ᶳ вד

ᾎϢᴵ үҖи

Q ѣвד ѝ вד

338


ὭᶛЎ ד ѻԉ


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339

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340


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341

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343







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344



Z X ҖӀӴ ἔᶕ





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Z X ҖӀӴ М



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Z XϮ и Ӗ ὢ

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Z X ᾎϢ


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Z X ҖӀӴ ếӂ Ӄ

356


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Z X ҖӀӴ ἔᶕ

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5

ONS hArrד ∟Ϛ


ᵂ ҖӀӴ ếӂ Ӄ 0101090517G


02-255232343326 02-25509658

ϢϚ


02-255232343284 02-25504461

Ϣϡ ṅᵗש

ᴯ דṅש

02-238895952005 02-23889591

ѻϢ ensp



02-298291113660 02-29831945

ϢϚ ṅᵗש


02-298291113302 02-29845573

ѻϢ ᶛ ensp

ONS hArrד ∟Ϛ

ᵂ ҖӀӴ 0131020016A

ᴯ ṅש

ᵿ ҖӀϮ ҖЄ ϚQ

Ϣϡ

ᴯ דṅש


ѻϢ ש ensp


02-25523234 02-25521608

ᵂ ҖӀӴ М 0101090517B


02-298291113315 02-29845573

ONS hArrד ∟Ϛ

6

ᵿ ҖӀЂὭ ONS

ᵂ ҖӀӴ Ὑ 0101090517E

ѻϢ ѝ Ὑ ensp

ᴯ вדȳ ד

ONS hArrד ∟Ϛ


02-278612886900 02-27888492

02-283534566610 -


-0979309048 -

Ϣϡ ₇

ϢϚ flfl ṅᵗש



02-283534568113 02-28389183


ONS hArrד ∟Ϛ

02-239164702625 02-23914247

02-238895952005 02-23889620


Ϣϡ


ᵂ ҖӀӴ ἔᶕ 0101090517D

02-278612888263 02-27888492

ϢϚ ѻԉ

Ϣϡ ṅᵗש



ᴯ ṎМї

ᵿ OOSgt ҖӀ VU

02-278612888263 02-27888492

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7


8

ϡȳ



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ϢѣVgt Ϣѣ


ϢѣVgt Ϣѣ


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NA NA NA

ɎҳɏOgt ѣequivד


NA NA NA


NA NA NA


NA NA NA



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ѻἵןϢ

MᵂϢѣ

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ѻ ᵂ

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NA NA NA



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ɎϟɏOgt ѣ KІ ד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA



NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ


ᵡ ϢѣTgt Ϣѣ




ϢѣVgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ


ᵡ ϢѣPgt Ϣѣ

10

ɎϟɏOgt ѣ Kד


NA NA NA

ɎϟɏOgt ѣ Kҵד


NA NA NA

ɎϟɏOgt ѣ Kד


NA NA NA

11


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26

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27

в









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1330-1600

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1600-1700

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1230-1330

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0730-0830

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0830-1200

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30

1700-1800

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в



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1230-1330

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1330-1700

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0830-1200

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0730-0830

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1630-1730

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1500-1700

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2000-2100


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2000-2100

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