<?xml version="1.0" encoding="utf-8"?><FictionBook xmlns="http://www.gribuser.ru/xml/fictionbook/2.0" xmlns:l="http://www.w3.org/1999/xlink"><description><title-info><genre>sci_medicine</genre><author><first-name>Hugo </first-name><last-name>Gl&#x101;zers</last-name></author><book-title>Dramatisk&#x101; medic&#x12B;na</book-title><annotation><p>Hugo Gl&#x101;zers</p><p>Dramatisk&#x101; medic&#x12B;na</p><p>�&#x12B; saisto�&#x101; gr&#x101;mata st&#x101;sta par varon&#x12B;giem &#x101;rstiem kuri, eksperiment&#x113;jot ar sevi cilv&#x113;ces lab&#x101; atdevu�i gan savu vesel&#x12B;bu, gan dz&#x12B;v&#x12B;bu.</p><p>Izdevniec&#x12B;bsa �Liesma� R&#x12B;ga 1968 </p><p>Tulkoju�as R. K&#x101;rkli&#x146;a un V. Zic&#x101;ne V&#x101;ku un titulu z&#x12B;m&#x113;jusi S. J&#x113;gere.</p><p><a l:href="mailto:imantslochmelis@inbox.lv">imantslochmelis@inbox.lv</a></p><p>Yandex � GR&#x100;MATAS - <a l:href="https://disk.yandex.ru/d/2JO3dvhReBIF-A">https://disk.yandex.ru/d/2JO3dvhReBIF-A</a></p><empty-line/></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>lv</lang><src-lang>de</src-lang><translator><first-name/><last-name>R. K&#x101;rkli&#x146;a</last-name></translator><translator><first-name/><last-name>V. Zic&#x101;ne</last-name></translator></title-info><document-info><author><first-name/><last-name/><email>imantslochmelis@inbox.lv</email></author><program-used>ABBYY FineReader 15, FictionBook Editor Release 2.6.6, fb2cut 2.7.3</program-used><date value="2026-09-03">134329050478332315</date><src-ocr>ABBYY FineReader 15</src-ocr><id>{BE52D3EE-FBB3-4800-8327-F9170B25BE5B}</id><version>1</version></document-info><publish-info><book-name>Dramatisk&#x101; medic&#x12B;na</book-name><publisher>Liesma</publisher><year>1968</year></publish-info></description><body><section><p>Hugo Gl&#x101;zers</p><p>Dramatisk&#x101; medic&#x12B;na</p></section><section><title><p><emphasis>MEKL&#x112;JOT SLIM&#x12A;BU IZRAIS&#x12A;T&#x100;JUS</emphasis></p></title><p>Medic&#x12B;n&#x101;, kas kalpo cilv&#x113;kam, apvienojas m&#x101;ksla ar zin&#x101;tni. To apvij apbr&#x12B;nojamas varon&#x12B;bas oreols, bez kura medic&#x12B;na nav dom&#x101;jama. Tas atliecas ne tikai uz izcil&#x101;m person&#x12B;b&#x101;m un notikumiem, &#x440;&#x433;*&#x433; kuriem st&#x101;sta �&#x12B; gr&#x101;mata, ne tikai uz tiem, kuri iedz&#x113;ra mikrobu kult&#x16B;ras, lai p&#x101;rbaud&#x12B;tu to b&#x12B;stam&#x12B;bu vai pier&#x101;d&#x12B;tu to nekait&#x12B;gumu; ne tikai uz tiem, kuri ar sevi izm&#x113;&#x123;in&#x101;ja tikko izgatavotus &#x137;&#x12B;miskus prepar&#x101;tus, neko nezin&#x101;dami par �o prepar&#x101;tu iedarb&#x12B;bu uz organismu; un ar&#x12B; ne tikai uz tiem, kuri izdar&#x12B;ja v&#x12B;ri�&#x137;&#x12B;bas zi&#x146;&#x101; nez vai p&#x101;rsp&#x113;tu izm&#x113;&#x123;in&#x101;jumu � ievadot pa rokas v&#x113;n&#x101;m l&#x12B;dz sirds kambariem tievu gumijas caurul&#x12B;ti; vai ar&#x12B; uz ciliem, kas, risk&#x113;dami ar savu dz&#x12B;v&#x12B;bu, izdar&#x12B;ju�i ne maz&#x101;k p&#x101;rdro�us eksperimentus, � n&#x113;, tas attiecin&#x101;ms ar&#x12B; uz parasto &#x101;rstu, tiklab uz iev&#x113;rojamu speci&#x101;listu, k&#x101; uz vienk&#x101;r�u praktisko &#x101;rstu, kas, nejuzdams bai&#x13C;u, dodas pie smagi sasirgu�a infekcijas slimnieka gultas, tausta l&#x101; pulsu, apskata �&#x101;vu un, to dar&#x12B;dams, nedom&#x101; par sevi, bet gan par savu b&#x113;rnu, kas vi&#x146;am skries pretim, lai apskautu vi&#x146;u, &#x101;rstu, kur� nule varb&#x16B;t atgrie�as no maza difterijas slimnieka. �</p><p>T&#x101; var ar&#x12B; neb&#x16B;t difterija, kas k&#x101;dreiz iedvesa �ausmas vis&#x101;m m&#x101;t&#x113;m; no �&#x12B; b&#x113;rnu n&#x101;ves v&#x113;stne�a vi&#x146;as baid&#x12B;j&#x101;s vair&#x101;k nek&#x101; no vis&#x101;m cil&#x101;m slim&#x12B;b&#x101;m kop&#x101;. Tikpat labi �&#x12B; slim&#x12B;ba var b&#x16B;t glu�i parast&#x101;s, ma�kail&#x12B;g&#x101;s masali&#x146;as. Un ar&#x12B; t&#x101;s vairs neuzskata par nekait&#x12B;g&#x101;m kop� l&#x101; laika, kad k&#x13C;uvis zin&#x101;ms, k&#x101;das briesmas masali&#x146;as nes b&#x113;rnam, kas v&#x113;l atrodas m&#x101;tes mies&#x101;s. Ja �aj&#x101; period&#x101; m&#x101;te p&#x101;rslimo masali&#x146;as, lad var dro�i apgalvot, ka b&#x113;rns piedzims ar k&#x101;du izkrop&#x13C;ojumu. Un &#x101;rsts, �&#x12B;s topo�as dz&#x12B;v&#x12B;bas t&#x113;vs, tom&#x113;r dodas pie sve�a ar masali&#x146;&#x101;m saslimu�a b&#x113;rna, gl&#x101;sta tam galvi&#x146;u, nomierina b&#x113;rna m&#x101;li, neapzin&#x101;damies, ka t&#x101;d&#x113;j&#x101;di veic varo&#x146;darbu, kuru neapskaud&#x12B;s neviens t&#x113;vs un par kuru tas ne tikai nesa&#x146;ems atzin&#x12B;bu, bet reiz&#x113;m pat ne atalgojumu. T&#x101; ir klusa, neman&#x101;ma, nevienam nezin&#x101;ma un neviena necildin&#x101;ta, bet tikai pa�am &#x101;rstam saprotama varon&#x12B;ba, ka vi&#x146;am t&#x16B;ksto�iem rei�u savas vair&#x101;ku gadu desmitu profesion&#x101;l&#x101;s darb&#x12B;bas laik&#x101; n&#x101;kas risk&#x113;t ar savu un savu tuvinieku vesel&#x12B;bu. T&#x101; r&#x12B;koties vi&#x146;am pav&#x113;l cilv&#x113;ka augst&#x101;kais likums � vi&#x146;a sirdsapzi&#x146;a.</p></section><section><title><p><emphasis>ZIN&#x100;TNIEKS IEDZER </emphasis><strong>HOLERAS VIBRIONU KULT&#x16A;RU</strong></p></title><p>Tiem, kas spilgti izc&#x113;lu�ies p&#x101;r&#x113;jo vid&#x16B;, j&#x101;piev&#x113;r� sevi�&#x137;a uzman&#x12B;ba, jo, aizmirsdama izcilos varo&#x146;us un mocek&#x13C;us, kas eksperiment&#x113;ju�i ar sevi un upur&#x113;ju�i sevi, medic&#x12B;nas v&#x113;sture, k&#x101; ari cilv&#x113;ces v&#x113;sture r&#x12B;kotos netaisni. Kur� no �iem varo&#x146;iem bijis pirmais, protams, nav zin&#x101;ms, ta�u vi&#x146;u skaits ir &#x13C;oti liels. So cilv&#x113;ku vid&#x16B; paz&#x12B;stam&#x101;kais ir Maksis Peten-kofers, t&#x101;d&#x113;&#x13C; ar&#x12B; ar vi&#x146;a varo&#x146;darbu ies&#x101;ksim st&#x101;st&#x12B;jumu.</p><p>Ne jau t&#x101;d&#x113;&#x13C; m&#x113;s vi&#x146;u v&#x113;rt&#x113;jam tik augstu, ka tas b&#x16B;tu pats pirmais eksperiments, ko &#x101;rsts izdara pats ar sevi. Liela noz&#x12B;me ir sevi�&#x137;ajiem t&#x101; laika v&#x113;sturiskajiem apst&#x101;k&#x13C;iem un �&#x12B;s probl&#x113;mas svar&#x12B;gumam. Eksperimentu 1892. gada 7. oktobr&#x12B; izdar&#x12B;ja 73 gadus vecais higi&#x113;nas profesors Maksis Petenko-fers. Vi&#x146;� liecinieku kl&#x101;tb&#x16B;tn&#x113; iedz&#x113;ra holeras vibrionu kult&#x16B;ru, lai pier&#x101;d&#x12B;tu savas izvirz&#x12B;t&#x101;s teorijas pareiz&#x12B;bu. Kaut gan �is eksperiments noz&#x12B;m&#x113;ja gandr&#x12B;z vai pa�a zin&#x101;tnieka n&#x101;vi, rezult&#x101;ts bija glu�i negaid&#x12B;ts. Petenkofers ar holeru nesaslima; ta�u vi&#x146;a teorija bija mald&#x12B;ga.</p><p>Tajos laikos holera Eirop&#x101; jau sen bija paz&#x12B;stama un iedvesa �ausmas. L&#x12B;dz 19. gs. pirmajam ceturksnim vald&#x12B;ja uzskats, ka holera ir slim&#x12B;ba, kas izplat&#x101;s vien&#x12B;gi t&#x101;l&#x101;s zem&#x113;s un Eiropai no t&#x101;s nav j&#x101;b&#x12B;stas. Viss k&#x13C;uva cit&#x101;di, kad 1817. gad&#x101; Indij&#x101; negaid&#x12B;ti un nenoskaidrotu iemeslu d&#x113;&#x13C; uzliesmoja &#x100;zijas holera, kas no turienes izplat&#x12B;j&#x101;s uz Rietumiem. Divus gadus v&#x113;l&#x101;k epid&#x113;miju pirmoreiz iepazina &#x100;frika, to ievaz&#x101;ja karav&#x101;nas, un taj&#x101; pa�&#x101; laik&#x101; cauri &#x136;&#x12B;nai epid&#x113;mija iek&#x13C;uva Krievijas Eiropas da&#x13C;&#x101;, vispi&#x146;ns Orenburg&#x101;, kur glu�i negaidot t&#x101; p&#x101;rsteidza ar &#x101;rk&#x101;rt&#x12B;gi lielu saslim�anas gad&#x12B;jumu skaitu, ne tik daudz ar mirst&#x12B;bu. Ac&#x12B;m redzot, gar&#x101;, barg&#x101; ziema apvald&#x12B;ja t&#x101;s trako�anu. Toties Odes&#x101; holera var&#x113;ja plos&#x12B;ties p&#x113;c patikas. Tur apmira gandr&#x12B;z puse saslimu�o. �&#x12B;s zi&#x146;as piln&#x12B;gi saskan ar t&#x101;m, kas pirm&#x101; pasaules kara gados holeras epid&#x113;mijas laik&#x101; sa&#x146;emtas no Peremi�&#x13C;as cietok�&#x146;a. Ar&#x12B; Odes&#x101; epid&#x113;miju, kas plos&#x12B;j&#x101;s ilgi pirms bakteriolo&#x123;ijas &#x113;ras, cent&#x101;s likvid&#x113;t, slimniekus izol&#x113;jot. Ta�u tas palika vien&#x12B;gi m&#x113;&#x123;in&#x101;jums. 1830. gad&#x101; holera sasniedza Maskavu, kur ar to saslima tikai neliela iedz&#x12B;vot&#x101;ju da&#x13C;a. Cit&#x101;di tas bija V&#x101;cij&#x101;. Tur t&#x101; izplat&#x12B;j&#x101;s da�us m&#x113;ne�us v&#x113;l&#x101;k. 1831. gada august&#x101; Berl&#x12B;n&#x113; tika re&#x123;istr&#x113;ti pirmie holeras slimnieku n&#x101;ves gad&#x12B;jumi, p&#x113;c tam pien&#x101;ca k&#x101;rta Hamburgai, ta�u bija ar&#x12B; t&#x101;di V&#x101;cijas apgabali, kurus holeras epid&#x113;mija nesk&#x101;ra. S&#x113;rga tos, var teikt, apg&#x101;ja, p&#x101;r&#x146;emdama Franciju un Angliju, no kurienes to ievaz&#x101;ja Zieme&#x13C;amerik&#x101;. Tas viss atbilda t&#x101; laika transporta kust&#x12B;bai, t&#x101;d&#x113;&#x13C; ar&#x12B; holeras ce&#x13C;ojums bija attiec&#x12B;gi l&#x113;n&#x101;ks.</p><p>�ur un tur v&#x113;l bija v&#x113;rojami nelieli �&#x12B;s s&#x113;rgas per&#x113;k&#x13C;i, l&#x12B;dz p&#x113;d&#x12B;gi epid&#x113;mija izzuda, tom&#x113;r 1892. gad&#x101; V&#x101;cij&#x101; no jauna uzliesmoja pla�a holeras epid&#x113;mija, jo sevi�&#x137;i Hamburg&#x101;, kur piecu m&#x113;ne�u laik&#x101; saslima 18 t&#x16B;ksto�i cilv&#x113;ku, no kuriem 8 t&#x16B;ksto�i nomira. �aj&#x101; laik&#x101; jau bija paz&#x12B;stams holeras izrais&#x12B;t&#x101;js. 1883. gad&#x101; Roberts Kohs atkl&#x101;ja holerasvibrionu. T&#x101; pa�a gada ruden&#x12B; holera uzliesmoja no jauna, �oreiz &#x112;&#x123;ipt&#x113;, turkl&#x101;t rad&#x101;s draudi, ka, t&#x101;pat k&#x101; iepriek�, s&#x113;rga uzs&#x101;ks gaitu pa visu pasauli. T&#x101;d&#x113;&#x13C; vair&#x101;ku valstu vald&#x12B;bas, vispirms Francijas vald&#x12B;ba, nol&#x113;ma s&#x16B;t&#x12B;t uz &#x112;&#x123;ipti p&#x113;tnieku grupu, lai ar jaun&#x101;m metod&#x113;m m&#x113;&#x123;in&#x101;tu izp&#x113;t&#x12B;t un apkarot �o s&#x113;rgu.</p><p>L&#x12B;dz&#x12B;gs l&#x113;mums tika pie&#x146;emts ar&#x12B; V&#x101;cij&#x101;. Vald&#x12B;ba iec&#x113;la Kohu par vad&#x12B;t&#x101;ju komisijai, kas 24. august&#x101; ierad&#x101;s Aleksan-drij&#x101;. Par darb&#x12B;bas vietu tika iziaudz&#x12B;ta grie&#x137;u slimn&#x12B;ca. Jau gadu iepriek� Kohs bija nov&#x113;rojis lielu daudzumu bakt&#x113;riju zarnu gabali&#x146;&#x101;, kas bija ats&#x16B;t&#x12B;ts no Indijas un ieg&#x16B;ts no k&#x101;da holeras slimnieka l&#x12B;&#x137;a, ta�u �im faktam vi&#x146;� nepie�&#x137;&#x12B;ra sevi�&#x137;u noz&#x12B;mi, jo zarn&#x101;s vienm&#x113;r atrodas daudz bakt&#x113;riju.</p><p>Tagad, b&#x16B;dams &#x112;&#x123;ipt&#x113;, Kohs to atcer&#x113;j&#x101;s. �Iesp&#x113;jams,� vi&#x146;� nodom&#x101;ja, �ka tie�i �is mikrobs ir mekl&#x113;tais holeras izrais&#x12B;t&#x101;js.� 17. septembr&#x12B; Kohs var&#x113;ja zi&#x146;ot uz Berl&#x12B;ni, ka divpadsmit holeras slimnieku un desmit ar �o slim&#x12B;bu miru�o zarn&#x101;s atrasts rakstur&#x12B;gs mikrobs un izaudz&#x113;ta t&#x101; kult&#x16B;ra. Ta�u izrais&#x12B;t saslim�anu, infic&#x113;jot ar �o kult&#x16B;ru dz&#x12B;vniekus, vi&#x146;am nebija izdevies.</p><p>Taj&#x101; laik&#x101; &#x112;&#x123;ipt&#x113; epid&#x113;&#x146;uja jau s&#x101;ka norimt, un turpin&#x101;t p&#x113;tniec&#x12B;bas darbus nebija iesp&#x113;jams. T&#x101;d&#x113;&#x13C; komisija dev&#x101;s uz Indiju � Kalku tu, kur v&#x113;l aizvien holera bija atrodama. Slimos un miru�os atkal izmekl&#x113;ja un atrada to pa�u mikrobu, ko &#x112;&#x123;ipt&#x113;, tos pa�us komatveid&#x12B;gos, pa divi kop&#x101; saist&#x12B;tos baci&#x13C;us; tie bija holeras izrais&#x12B;t&#x101;ji � par to Koham un vi&#x146;a l&#x12B;dzstr&#x101;dniekiem nebija ne maz&#x101;ko �aubu. V&#x113;l papildus izstud&#x113;jis holeras infekcijas procesu un to, k&#x101;da noz&#x12B;me slim&#x12B;bas apkaro�an&#x101; ir iedz&#x12B;vot&#x101;ju apg&#x101;dei ar dzeramo &#x16B;deni, Kohs atgriez&#x101;s dzimten&#x113;, kur vi&#x146;u triumf&#x101;li sagaid&#x12B;ja.</p><p>Kohs bija p&#x101;rliecin&#x101;ts, ka atradis holeras izrais&#x12B;t&#x101;ju. Bet ne jau visi zin&#x101;tnieki bija t&#x101;d&#x101;s pa�&#x101;s dom&#x101;s, ne jau visi �o atkl&#x101;jumu pie&#x146;&#x113;ma bez iebildumiem. Pie tiem pieder&#x113;ja ar&#x12B; Petenkofers. Cilv&#x113;ks, kuru var uzskat&#x12B;t par m&#x16B;sdienu higi&#x113;nas pamatlic&#x113;ju un kur� holeras v&#x113;stur&#x113; ie&#x146;em palieko�u vietu, ir peln&#x12B;jis, lai par vi&#x146;u nedaudz past&#x101;st&#x12B;tu. Vi&#x146;a dz&#x12B;ve bija pilna romantikas.</p><p>Maksis Petenkofers bija &#x12B;patn&#x113;js cilv&#x113;ks. Vi&#x146;� bija zemnieka d&#x113;ls, viens no &#x123;imenes asto&#x146;iem b&#x113;rniem. T&#x101; k&#x101; t&#x113;vam bija pietiekami daudz r&#x16B;pju, tas jut&#x101;s laim&#x12B;gs, kad br&#x101;lis, Minhenes galma aptiek&#x101;rs, kuram pa�am b&#x113;rnu nebija, pa&#x146;&#x113;ma d&#x113;lus pie sevis un uz&#x146;&#x113;m&#x101;s par tiem g&#x101;d&#x12B;bu. T&#x113;vocim �&#x137;ita, ka Maksis vi&#x146;am sevi�&#x137;as gr&#x16B;t&#x12B;bas nesag&#x101;d&#x101;s. M&#x101;c&#x12B;bas &#x123;imn&#x101;zij&#x101; z&#x113;nam padev&#x101;s labi. T&#x113;vocis pr&#x101;toja, ka ar laiku no t&#x101; izn&#x101;ks krietns aptiek&#x101;rs, varb&#x16B;t pat vi&#x146;a amata mantinieks. Ta�u k&#x101;du dienu Maksim, kas taj&#x101; laik&#x101; jau m&#x101;c&#x12B;j&#x101;s aptiek&#x101; un bija uzkalpojies l&#x12B;dz aptiek&#x101;ra pal&#x12B;ga amatam, izkrita no rok&#x101;m k&#x101;ds trauks un sapl&#x12B;sa. Saniknotais t&#x113;vocis apvelt&#x12B;ja neizdar&#x12B;go br&#x101;&#x13C;ad&#x113;lu ar p&#x13C;auku; z&#x113;nam vairs ilgi nen&#x101;c&#x101;s gudrot. Vi&#x146;� pameta aptieku un t&#x113;voci un dev&#x101;s uz Augsburgu, lai k&#x13C;&#x16B;tu par aktieri. No Petenkofera vi&#x146;� p&#x101;rv&#x113;rt&#x101;s par Tenkofu, t&#x101;d&#x101; k&#x101;rt&#x101; sava uzv&#x101;rda vidus da&#x13C;u pie&#x146;emdams par pseidon&#x12B;mu. Not&#x113;lojis k&#x101;du no G&#x113;tes �Egmonta� lom&#x101;m, vi&#x146;� augsburgie�iem par&#x101;d&#x12B;ja, ka pie vi&#x146;u te&#x101;tra m&#x101;kslas debes&#x12B;m gatavojas uzl&#x113;kt jauna zvaigzne. T&#x101; vismaz dom&#x101;ja Tenkofs pats. Ta�u skat&#x12B;t&#x101;ji bija cit&#x101;d&#x101;s dom&#x101;s, un kritika vi&#x146;u nesaudz&#x113;ja. Tom&#x113;r Tenkofa kungs palika pie sava, kaut gan vec&#x101;ki to l&#x16B;gtin l&#x16B;dza atgriezties iepriek�&#x113;j&#x101; profesij&#x101;. Tikai tad, kad iejauc&#x101;s m&#x101;s&#x12B;ca Hel&#x113;na, kas klus&#x12B;b&#x101; skait&#x12B;j&#x101;s Mak�a l&#x12B;gava, un l&#x16B;dza vi&#x146;u atkal k&#x13C;&#x16B;t par �k&#x101;rt&#x12B;gu cilv&#x113;ku� un turpin&#x101;t uzs&#x101;kt&#x101;s m&#x101;c&#x12B;bas, Tenkofs padev&#x101;s. Vien&#x12B;gi t&#x113;vocis nebija samierin&#x101;ms, uzskat&#x12B;dams, ka cilv&#x113;ks, kas reiz bijis aktieris, nekad nesp&#x113;s vad&#x12B;t galma aptieku. �T&#x101;ds cilv&#x113;ks lab&#x101;kaj&#x101; gad&#x12B;jum&#x101; var noder&#x113;t tikai medic&#x12B;nai,� skan&#x113;ja vi&#x146;a gudr&#x12B;bas p&#x113;d&#x113;jais secin&#x101;jums, un m&#x113;s varam b&#x16B;t pateic&#x12B;gi labajam t&#x113;vocim par �o l&#x113;mumu.</p><p>T&#x101; Petenkofers k&#x13C;uva par medi&#x137;i. Un, kaut ar&#x12B; praktisk&#x101; medic&#x12B;na un &#x101;rsta prakse vi&#x146;u nevilin&#x101;ja, tom&#x113;r, jau students b&#x16B;dams, vi&#x146;� par&#x101;d&#x12B;ja sevi k&#x101; sp&#x113;j&#x12B;gu medi&#x137;i, &#x137;&#x12B;mi&#x137;i, eksperiment&#x113;t&#x101;ju, var pat sac&#x12B;t � p&#x113;tnieku.</p><p>Petenkofers dev&#x101;s uz G&#x12B;senu pie t&#x101; laika iev&#x113;rojam&#x101;k&#x101; &#x137;&#x12B;mi&#x137;a L&#x12B;biha un pabeidza tur studijas. Nek&#x101; pr&#x101;t&#x12B;g&#x101;ka nevar&#x113;dams izdom&#x101;t, turkl&#x101;t ar&#x12B; Hel&#x113;nas pierun&#x101;ts, vi&#x146;� iest&#x101;j&#x101;s dienest&#x101; Minhenes naudas kaltuv&#x113;, kaut ar&#x12B; �o darbu pild&#x12B;t vi&#x146;am nen&#x101;c&#x101;s viegli, jo vi&#x146;� tom&#x113;r bija &#x101;rsts, lai gan taj&#x101; laik&#x101; Petenkoferu pazina ar&#x12B; k&#x101; &#x137;&#x12B;mi&#x137;i.</p><p>Petenkofers nekad nem&#x113;dza str&#x101;d&#x101;t p&#x113;c stingri noteiktas k&#x101;rt&#x12B;bas un sist&#x113;mas. Vi&#x146;� &#x137;&#x113;r&#x101;s te pie vienas, te pie otras t&#x113;mas, atrazdams katr&#x101; pa zelta graudi&#x146;am. T&#x101; tas bija studenta gados un turpin&#x101;j&#x101;s ar&#x12B; naudas kaltuv&#x113;. Vi&#x146;am izdev&#x101;s ieg&#x16B;t nelielu daudzumu v&#x113;rt&#x12B;g&#x101; plat&#x12B;na no sudraba d&#x101;lderiem un atkl&#x101;t ant&#x12B;k&#x101; purpura stikla nosl&#x113;pumu. Var teikt, ka vi&#x146;a talants dr&#x12B;z vien tika nov&#x113;rt&#x113;ts: Petenkoferu iec&#x113;la par medic&#x12B;nisk&#x101;s &#x137;&#x12B;mijas profesoru.</p><p>Kop� t&#x101; laika vi&#x146;� str&#x101;d&#x101;ja sav&#x101; jaunaj&#x101; viet&#x101; pie da�&#x101;d&#x101;m probl&#x113;m&#x101;m. Petenkofers atkl&#x101;ja veidu, k&#x101; izgatavot cementu, kas kvalit&#x101;tes zi&#x146;&#x101; neatpalika no ang&#x13C;u markas, dar&#x12B;ja zin&#x101;mu. k&#x101; ieg&#x16B;t degg&#x101;zi ne vien no d&#x101;rgaj&#x101;m akme&#x146;ogl&#x113;m, bet ar&#x12B; no l&#x113;tas koksnes, kas satur daudz sve&#x137;u. Neveiksmes, kas vi&#x146;u �aj&#x101; darb&#x101; piemekl&#x113;ja, uzskat&#x101;mas par nenoz&#x12B;m&#x12B;giem starpgad&#x12B;jumiem. B&#x101;zel&#x113;, kur Petenkofera. metode tika pielietota praks&#x113; un kur, piedaloties lielam skaitam iedz&#x12B;vot&#x101;ju, gatavoj&#x101;s atz&#x12B;m&#x113;t pils&#x113;tas apgaismo�anas sv&#x113;tkus, pirmaj&#x101; m&#x113;&#x123;in&#x101;jum&#x101; jaun&#x101; sist&#x113;ma atteic&#x101;s darboties, un pats autors, kas, protams, bija tur kl&#x101;t, jut&#x101;s dzi&#x13C;i nelaim&#x12B;gs. Pa vaigiem tam tec&#x113;ja dusmu un kauna asaras, ta�u vi&#x146;� t&#x16B;l&#x12B;t steidz&#x101;s atpaka&#x13C; uz savu Min-henes laboratoriju, lai atrastu k&#x13C;&#x16B;du � �&#x12B;s neveiksmes c&#x113;loni. P&#x113;c divu diennak�u darba un p&#x101;i dom&#x101;m k&#x13C;&#x16B;da tika atrasta un nov&#x113;rsta, un B&#x101;zel&#x113; iedeg&#x101;s g&#x101;zes gaisma.</p><p>Tas viss bija &#x13C;oti svar&#x12B;gi. Ta�u galvenais Petenkofera nopelns ir modern&#x101;s higi&#x113;nas nodibin&#x101;�ana. T&#x101; bija nejau�&#x12B;ba, ka vi&#x146;�, &#x137;&#x12B;mi&#x137;is un tehni&#x137;is, s&#x101;ka nodarboties ar higi&#x113;nas probl&#x113;m&#x101;m. Tas ies&#x101;k&#x101;s tad, kad vi&#x146;am uzdeva noskaidrot, k&#x101;p&#x113;c kara&#x13C;a pil&#x12B; gaiss tik sauss, ka karalim past&#x101;v&#x12B;gi j&#x101;k&#x101;s&#x113;. T&#x101;tad viss s&#x101;k&#x101;s ar dz&#x12B;vojamo telpu higi&#x113;nu. Tad sekoja ap&#x123;&#x113;rba higi&#x113;na, uztura jaut&#x101;jums, &#x16B;dens apg&#x101;de, ar v&#x101;rdu sakot, viss, kas pieder pie sabiedrisk&#x101;s un individu&#x101;l&#x101;s higi&#x113;nas. Un t&#x101;p&#x113;c ar&#x12B; saprotams, k&#x101;d&#x113;&#x13C; Petenkofera p&#x113;t&#x12B;jumiem tika rad&#x12B;ts speci&#x101;ls zin&#x101;tnisks instit&#x16B;ts � higi&#x113;nas nams, kura darb&#x12B;ba deva valstij bag&#x101;tus aug&#x13C;us. Protams, vi&#x146;u nodarbin&#x101;ja ar&#x12B; infekcijas slim&#x12B;bas, jo aizsarg&#x101;t no t&#x101;m iedz&#x12B;vot&#x101;jus ta�u ietilpst higi&#x113;nista pien&#x101;kumos. Tas, ka no vis&#x101;m infekcijas slim&#x12B;b&#x101;m zin&#x101;tnieku visvair&#x101;k interes&#x113;ja holera, k&#x13C;&#x16B;dama par Petenkofera izp&#x113;tes objektu un pamudinot vi&#x146;u rad&#x12B;t savu teoriju par �&#x12B;s s&#x113;rgas un citu epid&#x113;misku slim&#x12B;bu ra�anos, bija saprotams, jo tie�i �ai laik&#x101; holeras epid&#x113;mija uzliesmoja sevi�&#x137;i bie�i. Ta�u holeras izp&#x113;te un c&#x12B;&#x146;a pret to Petenkoferam nebija vien&#x12B;gi zin&#x101;tnisks, bet ar&#x12B; personiska rakstura eksperiments. �aj&#x101; sakar&#x12B;b&#x101; vi&#x146;� izteic&#x101;s: �Ar holeru saslimu 1854. gad&#x101;, tas ir, p&#x113;c �&#x12B;s s&#x113;rgas uzliesmojumiem 1836. un 1837. gad&#x101;, kad m&#x101;c&#x12B;jos &#x123;imn&#x101;zijas p&#x113;d&#x113;j&#x101;s klas&#x113;s, un holera man pag&#x101;ja secen P&#x113;c manis saslima mana vir&#x113;ja, kura slimn&#x12B;c&#x101; nomira, tad slim&#x12B;ba piemekl&#x113;ja vienu no man&#x101;m dv&#x12B;&#x146;umeit&#x101;m � Annu, kas tikai ar liel&#x101;m gr&#x16B;t&#x12B;b&#x101;m izvese&#x13C;oj&#x101;s. �ie p&#x101;rdz&#x12B;vojumi man katr&#x101; zi&#x146;&#x101; &#x13C;oti &#x137;&#x113;r&#x101;s pie sirds un mudin&#x101;ja izsekot holeras c&#x113;lo&#x146;us.� V&#x101;rdu sakot, Petenkofers pieteica holerai karu un uzs&#x101;ka to.</p><p>Kad Kohs atkl&#x101;ja holeras vibrionu, Petenkofers, protams, nenoliedza �&#x12B; atkl&#x101;juma pareiz&#x12B;bu, vi&#x146;� alla� pats bija dom&#x101;jis par dz&#x12B;vu holeras izrais&#x12B;t&#x101;ju. Ta�u �o sakar&#x12B;bu vi&#x146;� bija iedom&#x101;jies cit&#x101;du. Pirmk&#x101;rt Petenkofers netic&#x113;ja �&#x12B;s slim&#x12B;bas p&#x101;r-nesam&#x12B;bai un sac&#x12B;ja: �Patlaban jaut&#x101;jums vair&#x101;k attiecas uz to, k&#x101; �im bacilim piek&#x13C;&#x16B;t, k&#x101; to izn&#x12B;cin&#x101;t vai aizkav&#x113;t t&#x101; izplat&#x12B;�anos. C&#x12B;&#x146;u pret mikrobiem tagad uzskata par vien&#x12B;go iedarb&#x12B;go profilaksi un ignor&#x113; daudzus epidemiolo&#x123;iskus faktus, kas kategoriski noliedz hipot&#x113;zi par saslim�anu ar holeru parastas infekcijas ce|&#x101;. Daudzi p&#x113;ta tikai holeras baci&#x13C;us kolb&#x101;s, plat&#x113;s vai ar&#x12B; kult&#x16B;r&#x101;s, piln&#x12B;gi nedom&#x101;dami par to, k&#x101; holera izskat&#x101;s praktiski epidemiolo&#x123;isk&#x101; procesa laik&#x101;.�</p><p>Protams, Petenkofers holeras probl&#x113;mu apl&#x16B;koja vispirms no tie�&#x101; darba viedok&#x13C;a. Vi&#x146;am k&#x101; higi&#x113;nas profesoram par �o tematu n&#x101;c&#x101;s las&#x12B;t lekcijas, un tas, ka vi&#x146;� holeru uzskat&#x12B;ja par savu personisko ienaidnieku, teikts jau iepriek�.</p><p>�Baci&#x13C;u mednieki�, k&#x101; vi&#x146;us d&#x113;v&#x113;ja Petenkofers, ar&#x12B; jau zin&#x101;ja, ka ir cilv&#x113;ki, kuri sava organisma &#x12B;patn&#x12B;bu vai ar&#x12B; k&#x101;du citu iemeslu d&#x113;&#x13C;, kas vi&#x146;us pasarg&#x101; no slim&#x12B;b&#x101;m, nesaslimst pat lielas epid&#x113;mijas laik&#x101;. Tagad jau sen paz&#x12B;st iedzimto, k&#x101; ar&#x12B; ieg&#x16B;to imunit&#x101;tes fenomenu, t&#x101;pat ar&#x12B; zin&#x101;ms, ka ikvien&#x101; atsevi�&#x137;&#x101; gad&#x12B;jum&#x101; liela noz&#x12B;me ir cilv&#x113;ka vesel&#x12B;bas st&#x101;voklim, ku&#x146;&#x123;a un zarnu darb&#x12B;bai. Petenkoferam holeras probl&#x113;ma s&#x101;kum&#x101; bija vien&#x101;dojums ar diviem un v&#x113;l&#x101;k pat ar trim nezin&#x101;miem, un holeras baci&#x13C;u atkl&#x101;�ana �aj&#x101; vien&#x101;dojum&#x101; v&#x113;l skaidr&#x12B;bu neienesa. Bez �aub&#x101;m, vi&#x146;� var&#x113;ja sevi uzskat&#x12B;t par speci&#x101;listu epidemiolo&#x123;ijas noz&#x12B;m&#x113;. �Eksist&#x113;,� vi&#x146;� sac&#x12B;ja, �teritori&#x101;lie un laika faktori, kas sekm&#x113; epid&#x113;mijas ra�anos.� Vispirms jau grunts&#x16B;dens sast&#x101;vs bija tas, kuram Petenkofers piev&#x113;rsa tik lielu uzman&#x12B;bu. P&#x113;c vi&#x146;a dom&#x101;m, no grunts pies&#x101;tin&#x101;t&#x12B;bas ar &#x16B;deni atkar&#x12B;gs p&#x16B;�anas process organisk&#x101;s substanc&#x113;s, ar kur&#x101;m sapl&#x16B;st holeras izrais&#x12B;t&#x101;js; par holeras izrais&#x12B;t&#x101;ju Petenkofers uzskat&#x12B;ja &#x101;rk&#x101;rt&#x12B;gi niec&#x12B;gas organiz&#x113;tas specifiskas vielas, l&#x12B;dz&#x12B;gas t&#x101;m, kas izraisa r&#x16B;g�anas procesu.</p><p>Petenkofers bija ar&#x12B; Minhenes higi&#x113;nists, vi&#x146;am bija j&#x101;g&#x101;d&#x101; par vesel&#x12B;bas aizsardz&#x12B;bu pils&#x113;t&#x101;. Lai iedarbotos pret holeras izrais&#x12B;t&#x101;ju atbilsto�i savai teorijai, vi&#x146;� ieteica augsnes t&#x12B;r&#x12B;bu. Slimnieku izk&#x101;rn&#x12B;jumu un ur&#x12B;na dezinfic&#x113;�anai, ko pats s&#x101;kum&#x101; ieteica, � �o atg&#x101;din&#x101;jumu var atrast dokumentos par holeru, kuri attiecas uz 1866. gadu, � vi&#x146;� vairs neuztic&#x113;j&#x101;s, uzskat&#x12B;dams to lab&#x101;kaj&#x101; gad&#x12B;jum&#x101; par prevent&#x12B;vu l&#x12B;dzekli, kas pielietojams pirms epid&#x113;mijas iest&#x101;�an&#x101;s. Petenkofers, protams, izteic&#x101;s ar&#x12B; pret nepr&#x101;t&#x12B;gajiem m&#x113;&#x123;in&#x101;jumiem dezinfic&#x113;t v&#x113;stules, kuras pien&#x101;ca no &#x101;rzem&#x113;m; t&#x101;s vispirms sadurst&#x12B;ja ar adatu un tad apd&#x16B;moja. Petenkofers t&#x101;pat bija pret izol&#x113;�anu, pret karant&#x113;nu, un, holerai s&#x101;koties, ieteica doties uz apvidiem, kur �is s&#x113;rgas nebija.</p><p>Nav nek&#x101;ds br&#x12B;nums, ka �&#x12B;s Petenkofera domas un priek�likumi daudzos izrais&#x12B;ja asus protestus, ta�u atrad&#x101;s ar&#x12B; zin&#x101;tnieki, kuri vi&#x146;am piekrita. Daudziem no tiem, pat Virhovam, patika Petenkofera ideja par grunts&#x16B;deni.</p><p>Petenkofers past&#x101;v&#x12B;gi dev&#x101;s uz turieni, kur sav&#x101;m idej&#x101;m var&#x113;ja rast apstiprino�us materi&#x101;lus; �im nol&#x16B;kam vi&#x146;� ne�&#x113;loja ne p&#x16B;li&#x146;us, ne ari naudu. Vi&#x146;a pretiniekiem nebija viegli. � K&#x101;d&#x113;| gan, � Petenkofers jaut&#x101;ja, � �aj&#x101; pils&#x113;t&#x101; ir holera, bet cit&#x101; nav? Te katr&#x101; zi&#x146;&#x101; vainojama augsne.</p><p>� Es nolieku �os pier&#x101;d&#x12B;jumus savu so&#x123;u priek�&#x101;, � Petenkofers sac&#x12B;ja, � varb&#x16B;t ar nedaudz satrauktu, tom&#x113;r dro�u pr&#x101;tu un v&#x113;los, lai tie izrais&#x12B;tu karstu c&#x12B;&#x146;u, c&#x12B;&#x146;u par cilv&#x113;ces lab-. kl&#x101;j&#x12B;bu.</p><p>Petenkoferam, t&#x101;pat k&#x101; citiem, kuri �aub&#x12B;j&#x101;s par to, ka Koha atkl&#x101;tais bacilis izraisa holeru, bija v&#x113;r&#x101; &#x146;emams arguments. To uzskait&#x12B;jumu virkn&#x113;, ko min&#x113;ja Kohs, lai pier&#x101;d&#x12B;tu, ka holeras vibrions ir vien&#x12B;gais �&#x12B;s epid&#x113;mijas izrais&#x12B;t&#x101;js, tr&#x16B;ka &#x13C;oti svar&#x12B;ga posma. K&#x101; tad tas bija agr&#x101;k, kad, piem&#x113;r&#x101;mi atrada stinguma krampju bacili? Vai toreiz, kad uzskat&#x12B;ja, ka trakums&#x113;rgas izrais&#x12B;t&#x101;js sl&#x113;pjas muguras vai galvas smadzen&#x113;s? Tad, lai izrais&#x12B;tu �o slim&#x12B;bu, &#x146;&#x113;ma attiec&#x12B;g&#x101;s bakt&#x113;rijas kult&#x16B;ru vai citu materi&#x101;lu, par kuru bija aizdomas, ka tas izraisa saslim�anu, un injic&#x113;ja dz&#x12B;vniekam. Ta�u ar holeru bija cit&#x101;di.</p><p>Ar dz&#x12B;vniekiem eksperimenti netika izdar&#x12B;ti. Kohs nevar&#x113;ja min&#x113;t nevienu piem&#x113;ru, lai t&#x101;d&#x113;j&#x101;di pier&#x101;d&#x12B;tu, ka vi&#x146;a atrastais bacilis izraisa holeru vesel&#x101; dz&#x12B;vniek&#x101;. Vi&#x146;� nevar&#x113;ja to izdar&#x12B;t t&#x101;d&#x113;&#x13C;, ka, neraugoties uz daudziem m&#x113;&#x123;in&#x101;jumiem, visi dz&#x12B;vnieki pret holeru izr&#x101;d&#x12B;j&#x101;s im&#x16B;ni. Holera ir cilv&#x113;ku slim&#x12B;ba, un visi m&#x113;&#x123;in&#x101;jumi ar dz&#x12B;vniekiem sag&#x101;d&#x101;ja zin&#x101;tniekiem neveiksmi. Tas bija �&#x12B;s pier&#x101;d&#x12B;jumu &#x137;&#x113;des tuk�ais posms, kura d&#x113;&#x13C; t&#x101; nevar&#x113;ja nosl&#x113;gties. Un tad Petenkofers nol&#x113;ma dar&#x12B;t kaut ko t&#x101;du, par ko neviens ir dom&#x101;t neuzdr&#x12B;kst&#x113;j&#x101;s � eksperimentu ar cilv&#x113;ku, proti, pats ar sevi,</p><p>Petenkofera v&#x113;sturiskais eksperiments notika 1892. gada 7. oktobr&#x12B; no r&#x12B;ta; tas bija taj&#x101; laik&#x101;, kad Hamburg&#x101; un Par&#x12B;z&#x113; &#x13C;oti pieauga holeras slimnieku skaits; iedz&#x12B;vot&#x101;jus bija p&#x101;r&#x146;&#x113;mu�as �ausmas, bet Minhen&#x113;, neraugoties uz lielo iebrauc&#x113;ju skaitu, � sv&#x113;tkus neatc&#x113;la, � holeras uzliesmojumi netika nov&#x113;roti. �is apst&#x101;klis Petenkofer&#x101; nostiprin&#x101;ja p&#x101;rliec&#x12B;bu, ka ne tikai baci&#x13C;i, bet jo sevi�&#x137;i gadalaika un augsnes &#x12B;patn&#x12B;bas un v&#x113;l citi l&#x12B;dz&#x12B;gi apst&#x101;k&#x13C;i nosaka epid&#x113;mijas izcel�anos.</p><p>Eksperiments, protams, notika liel&#x101; slepen&#x12B;b&#x101;. Petenkofers pas&#x16B;t&#x12B;ja no Berl&#x12B;nes vesel&#x12B;bas aizsardz&#x12B;bas instit&#x16B;ta Hamburgas holeras baci&#x13C;u kult&#x16B;ru, kas bija izaudz&#x113;ta paz&#x12B;stamaj&#x101; �elat&#x12B;n-veid&#x12B;gaj&#x101; viel&#x101; � agar&#x101;, ko ieg&#x16B;st no a&#x13C;&#x123;&#x113;m. No �&#x12B;s agara t&#x12B;r-kult&#x16B;ras Minhenes higi&#x113;nas instit&#x16B;ts sagatavoja kult&#x16B;ru buljona barotn&#x113;; mikrobi teicami iedz&#x12B;voj&#x101;s, &#x101;tri savairoj&#x101;s, un labv&#x113;l&#x12B;gaj&#x101; augsn&#x113; to rad&#x101;s vesel&#x101;m kolonij&#x101;m. Kult&#x16B;r&#x101; atrad&#x101;s baci&#x13C;u miri&#x101;des, un, ja ar&#x12B; t&#x101; tiktu at�&#x137;aid&#x12B;ta t&#x16B;ksto� rei�u, vienalga, katr&#x101; t&#x101;s kubikcentimetr&#x101; paliktu neskait&#x101;ms daudzums �holeras komatu�^</p><p>V&#x113;l&#x101;k Petenkofers st&#x101;st&#x12B;ja: �Ar vienu kubikcentimetru es uz&#x146;&#x113;mu veselu miljardu �os �ausmas iedveso�os baci&#x13C;us, katr&#x101; gad&#x12B;jum&#x101; daudz vair&#x101;k, nek&#x101; tas var&#x113;tu notikt, kad ar nemazg&#x101;t&#x101;m rok&#x101;m pieskaras mutei.� Starp citu, vi&#x146;� dar&#x12B;ja visu, lai nepak&#x13C;autos pa�apm&#x101;nam, bet ieg&#x16B;tu skaidrus rezult&#x101;tus. �Iesp&#x113;jams,� vi&#x146;� pr&#x101;toja, �ka ku&#x146;&#x123;a sulas s&#x101;lssk&#x101;be tik &#x13C;oti kait&#x113; baci&#x13C;iem, ka tie vairs nesp&#x113;j slim&#x12B;bu izrais&#x12B;t.� T&#x101;d&#x113;&#x13C; vi&#x146;� 100 gramos &#x16B;dens � apm&#x113;ram pus&#x113; t&#x113;jas gl&#x101;zes � iz�&#x137;&#x12B;din&#x101;ja gramu dzeram&#x101;s sodas, iel&#x113;ja tur kubikcentimetru svaigas �baci&#x13C;u viras� un izdz&#x113;ra gl&#x101;zes saturu vien&#x101; elpas vilcien&#x101;. P&#x113;c tam Petenkofers, lai neatst&#x101;tu pie gl&#x101;zes sien&#x101;m paliku�os baci&#x13C;us, iel&#x113;ja gl&#x101;z&#x113; v&#x113;l nedaudz &#x16B;dens un izdz&#x113;ra ar&#x12B; to.</p><p>Eksperiments, k&#x101; jau min&#x113;ts, notika no r&#x12B;ta, un pirms tam Petenkofers, k&#x101; parasti, bija ietur&#x113;jis brokastis. Ar&#x12B; p&#x113;c eksperimenta Petenkofers neizmain&#x12B;ja parasto dienas ritmu, bet &#x113;da un dz&#x113;ra diezgan daudz. T&#x101;tad tas notika 7. oktobr&#x12B;. P&#x113;c trim dien&#x101;m vi&#x146;� saslima ar zarnu kataru, kura simptomi liecin&#x101;ja, it k&#x101; b&#x16B;tu iedarboju�ies holeras baci&#x13C;i. Bet vi&#x146;a labsaj&#x16B;ta nepasliktin&#x101;j&#x101;s, ar&#x12B; par apet&#x12B;tes tr&#x16B;kumu nevar&#x113;ja s&#x16B;dz&#x113;ties. S&#x101;kum&#x101; Petenkofers nejuta vajadz&#x12B;bu p&#x113;c di&#x113;tas un izmai&#x146;&#x101;m sav&#x101; tik ierastaj&#x101; un iecien&#x12B;taj&#x101;, s&#x101;t&#x12B;gaj&#x101; minhenie�u azaid&#x101;. Un tikai 13. oktobr&#x12B;, kad zarnu darb&#x12B;ba v&#x113;l nebija nomierin&#x101;jusies un pat pasliktin&#x101;j&#x101;s, zin&#x101;tnieks p&#x101;rtrauca l&#x12B;dz�in&#x113;j&#x101; uz-tuia lieto�anu un s&#x101;ka iev&#x113;rot atbilsto�u di&#x113;tu; n&#x101;ko�aj&#x101; dien&#x101; vi&#x146;a zarnas darboj&#x101;s atkal norm&#x101;li. Visu �o laiku Petenkofers z&#x101;le^ nelietoja. Protams, tika izdar&#x12B;ta izk&#x101;rn&#x12B;jumu bakteriolo&#x123;isk&#x101; anal&#x12B;ze. Analiz&#x113; atrada &#x13C;oti daudz holeras vibrionu; &#x16B;de&#x146;ainie atdal&#x12B;jumi bija l&#x12B;dz&#x12B;gi �o baci&#x13C;u t&#x12B;rkult&#x16B;rai. Kad 14. oktobr&#x12B; zarnas nomierin&#x101;j&#x101;s un atdal&#x12B;jumi atkal bija t&#x101;di k&#x101; parasti, holeras baci&#x13C;us var&#x113;ja nov&#x113;rot vairs tikai neliel&#x101; daudzum&#x101;, het v&#x113;l p&#x113;c div&#x101;m dien&#x101;m tie bija izzudu�i.</p><p>Secin&#x101;jumi, kurus Petenkofers izdar&#x12B;ja �o eksperimentu rezult&#x101;t&#x101;, apstiprin&#x101;ja vi&#x146;a tik dedz&#x12B;gi aizst&#x101;v&#x113;to viedokli, un zin&#x101;tnieks v&#x113;l liel&#x101;k&#x101; m&#x113;r&#x101; nek&#x101; l&#x12B;dz �im bija p&#x101;rliecin&#x101;ts, ka vi&#x146;a uzskati par epid&#x113;mijas izcel�anos ir pareizi.</p><p>Protams, Petenkofera asistenti cent&#x101;s vi&#x146;u no varon&#x12B;g&#x101; eksperimenta attur&#x113;t. Vi&#x146;i l&#x16B;dza eksperiment&#x113;�anu atst&#x101;t k&#x101;dam jaun&#x101;k&#x101;m cilv&#x113;kam, ta�u, paz&#x12B;dami Petenkofera nepiek&#x101;p&#x12B;bu, saprata, ka zin&#x101;tnieku no reiz iecer&#x113;t&#x101; nodoma neizdosies attur&#x113;t. Kad 15. oktobr&#x12B; noskaidroj&#x101;s, ka Petenkofers nav baci&#x13C;u n&#x113;s&#x101;t&#x101;js un vi&#x146;a viedoklis, lik&#x101;s, bija apstiprin&#x101;jies, maz&#x101;k rad&#x101;s iebildumu pret atk&#x101;rtotu eksperimentu; t&#x101;s �ausmas, ko tas bija izrais&#x12B;jis pirmoreiz, �&#x137;ita izgaistam. No otras puses, lik&#x101;s, ka eksperimenta atk&#x101;rto�anai ar&#x12B; ir liela noz&#x12B;me. Par �o soli iz�&#x137;&#x12B;r&#x101;s vi&#x146;a l&#x12B;dzstr&#x101;dnieks R&#x16B;dolfs Emerihs � v&#x113;l&#x101;kais Petenkofera darba turpin&#x101;t&#x101;js Minhenes katedr&#x101;. Vi&#x146;� bija 34 gadus jaun&#x101;ks par savu skolot&#x101;ju, pla�i paz&#x12B;stams higi&#x113;nists.</p><p>Savu eksperimentu vi&#x146;� veica 17. oktobr&#x12B;. Ar&#x12B; Emerihs iz�&#x137;&#x12B;din&#x101;ja &#x16B;den&#x12B; dzeramo sodu un pievienoja tai vienu desmito dalu kubikcentimetra veselu diennakti nost&#x101;v&#x113;ju�os bag&#x101;t&#x12B;gi att&#x12B;st&#x12B;tu holeras kult&#x16B;ru � t&#x101;tad iev&#x113;rojami maz&#x101;k, nek&#x101; bija ie&#x146;&#x113;mis Petenkofers. Toties Emerihs savu eksperimentu padar&#x12B;ja sare�&#x123;&#x12B;t&#x101;ku t&#x101;d&#x113;j&#x101;di, ka p&#x113;c bakt&#x113;riju kult&#x16B;ras iedzer�anas vi&#x146;� apzin&#x101;ti &#x113;da un dz&#x113;ra vair&#x101;k nek&#x101; parasti. Vi&#x146;� grib&#x113;ja provoc&#x113;t di&#x113;tas k&#x13C;&#x16B;du un l&#x12B;dz ar to pazemin&#x101;t organisma preto�an&#x101;s sp&#x113;jas, jo, p&#x113;c Petenkofera teorijas, tam bija liela noz&#x12B;me holeras izrais&#x12B;�an&#x101;.</p><p>Emerihs grib&#x113;ja pat v&#x113;l vair&#x101;k nov&#x101;jin&#x101;t savu organismu, lai rad&#x12B;tu att&#x12B;st&#x12B;bai maksim&#x101;li labv&#x113;l&#x12B;gus apst&#x101;k&#x13C;us. Izmeties krekl&#x101;, vi&#x146;� l&#x101;v&#x101;s auksta gaisa pl&#x16B;smai, atk&#x101;rtoja to vair&#x101;kk&#x101;rt, l&#x12B;dz jut&#x101;s slims. Zarnu katars, kas vi&#x146;am rad&#x101;s, bija daudz smag&#x101;k&#x101; form&#x101; nek&#x101; Petenkoferam, un dr&#x12B;z vien bija vajadz&#x12B;ga &#x101;rstnieciska pal&#x12B;dz&#x12B;ba. Tom&#x113;r t&#x101; nebija holera. Emerihs nejut&#x101;s slikti, ar&#x12B; vi&#x146;a garast&#x101;voklis bija labs; nebeidzam&#x101; v&#x101;juma saj&#x16B;ta, kas v&#x113;rojama pie holeras pa da&#x13C;ai sakar&#x101; ar intoksik&#x101;ciju (baci&#x13C;u ind&#x113;m), pa da&#x13C;ai organisma liel&#x101; &#x16B;dens zaud&#x113;juma d&#x113;&#x13C;, neiest&#x101;j&#x101;s; vi&#x146;u trauc&#x113;ja vien&#x12B;gi di&#x113;tas ierobe�ojumi. 24. oktobr&#x12B; Emerihs atkal var&#x113;ja lietot parasto uzturu. Holeras &#x25A0; vibrio-nus vi&#x146;a izk&#x101;rn&#x12B;jumos var&#x113;ja atrast l&#x12B;dz 28. oktobrim.</p><p>Vai t&#x101; bija holera? Petenkolers un Emerihs apstr&#x12B;d&#x113;ja, ka vi&#x146;iem b&#x16B;tu bijusi holera. Petenkofers rakst&#x12B;ja: �Es at&#x13C;aujos pie&#x146;emt, ka Roberts Kohs un vi&#x146;a daudzie piekrit&#x113;ji sac&#x12B;s, ka nekas nav pier&#x101;d&#x12B;ts, iz&#x146;emot to, ko vi&#x146;i jau paredz&#x113;ja iepriek�, proti, ka es un Emerihs p&#x113;c holeras baci&#x13C;u iedzer�anas p&#x101;rciet&#x101;m &#x12B;stas holeras uzliesmojumu, kaut ar&#x12B; viegl&#x101;k&#x101; form&#x101; un bez n&#x101;ves upuiiem. Man ir pat&#x12B;kami saviem pretiniekiem sag&#x101;d&#x101;t �o prieku, tom&#x113;r vi&#x146;u uzskatus es joproj&#x101;m atz&#x12B;t nevaru.�</p><p>Tagad ir zin&#x101;ms, ka Petenkoferam nebija taisn&#x12B;ba, bet Ko-ham � absol&#x16B;ta taisniba. T&#x101;pat ar&#x12B; zin&#x101;ms, ka slim&#x12B;bu izrais&#x12B;t&#x101;jiem ne vienm&#x113;r ir vien&#x101;ds sp&#x113;ks jeb, k&#x101; m&#x113;dz teikt, vien&#x101;da virulence, da�i no tiem izsauc stipru, citi, glu�i pret&#x113;ji, � v&#x101;ju infekciju. Liela noz&#x12B;me te organisma pretest&#x12B;bai. To zina jebkur� no saviem ikdienas nov&#x113;rojumiem. Tas neprasa papildus nek&#x101;dus varon&#x12B;gus eksperimentus. T&#x101;d&#x113;&#x13C; Petenkofera eksperiments jau taj&#x101; laik&#x101; bija noraid&#x101;ms. B&#x16B;t&#x12B;b&#x101; vi&#x146;� apdraud&#x113;ja visu pils&#x113;tu, jo ar nol&#x16B;ku atteic&#x101;s no jebkuriem piesardz&#x12B;bas pas&#x101;kumiem. P&#x113;c eksperimenta Petenkofers, t&#x101;pat k&#x101; iepriek�, sastap&#x101;s ar cilv&#x113;kiem un tie n&#x101;ca pie vi&#x146;a m&#x101;j&#x101;s, vi&#x146;a izk&#x101;rn&#x12B;jumi netika dezinfic&#x113;ti, t&#x101;d&#x101; k&#x101;rt&#x101; tie ienesa miljoniem holeras vibrionu pils&#x113;tas kanaliz&#x101;cij&#x101; un, ja vien viss b&#x16B;tu noticis ar pilnv&#x113;rt&#x12B;giem baci&#x13C;iem, Minhen&#x113; uzliesmotu epid&#x113;mija ar v&#x113;l nepieredz&#x113;tu sp&#x113;ku. Ta�u tie bija jau nov&#x101;jin&#x101;ti baci&#x13C;i. V&#x113;l&#x101;k Kohs izteic&#x101;s, ka Petenkoferam ar nol&#x16B;ku ats&#x16B;t&#x12B;ta veca, nov&#x101;jin&#x101;ta kult&#x16B;ra, jo bijusi nojauta, ka vi&#x146;� gatavojas eksperiment&#x113;t pats ar sevi. Bet, no otras puses, nebijis iesp&#x113;jams atraid&#x12B;t universit&#x101;tes katedras l&#x16B;gumu, ar kuru biju�as draudz&#x12B;gas attiec&#x12B;bas; �&#x12B; v&#x113;l&#x113;�an&#x101;s izpild&#x12B;ta; vien&#x12B;gi, iev&#x113;rojot piesardz&#x12B;bu, ats&#x16B;t&#x12B;ta veca kult&#x16B;ra.</p><p>Ta�u tas neb&#x16B;t nemazina Petenkofera varon&#x12B;g&#x101;s r&#x12B;c&#x12B;bas lielumu.</p><p>Ar&#x12B; citi zin&#x101;tnieki izdar&#x12B;ja �&#x101;du eksperimentu, izm&#x113;&#x123;inot holeras baci&#x13C;u iedarb&#x12B;bu sav&#x101; organism&#x101;. �aj&#x101; sakar&#x12B;b&#x101; j&#x101;min da�i krievu p&#x113;tnieki. Par&#x12B;z&#x113; to izdar&#x12B;ja Past&#x113;ra sekot&#x101;js I&#x13C;ja Me�&#x146;ikovs, p&#x113;c tam Zabolotnijs un Kijev&#x101; Sav�enko. Vi&#x146;i grib&#x113;ja noskaidrot, vai iesp&#x113;jams pret holeru pan&#x101;kt imunit&#x101;ti. Vispirms, vi&#x146;i ie&#x146;&#x113;ma non&#x101;v&#x113;tus, bet p&#x113;c k&#x101;da laika pilnv&#x113;rt&#x12B;gus baci&#x13C;us. S&#x12B; ne maz&#x101;k b&#x12B;stam&#x101; eksperimenta rezult&#x101;ts bija secin&#x101;jums, ka cilv&#x113;ki, kuri ar holeru nesaslimst, var b&#x16B;t dz&#x12B;vu holeras vibrionu n&#x113;s&#x101;t&#x101;ji. T&#x101;tad �ie izm&#x113;&#x123;in&#x101;jumi bija ieguld&#x12B;jums baci&#x13C;u n&#x113;s&#x101;t&#x101;ju probl&#x113;m&#x101;, tiem bija noz&#x12B;me ne tikai sakar&#x101; ar holeru, bet ar&#x12B; cit&#x101;m infekcijas slim&#x12B;b&#x101;m, k&#x101;, piem&#x113;ram, t&#x12B;fu.</p><p>Viens no eksperimentiem, kuru paveica Me�&#x146;ikovs, norisin&#x101;j&#x101;s &#x13C;oti dramatiski. Tolaik Francij&#x101;, Breta&#x146;&#x101;, plos&#x12B;j&#x101;s holeras epid&#x113;mija, kas deva materi&#x101;lus eksperimentam. Me�&#x146;ikovs � 1908. gad&#x101; par saviem bakteriolo&#x123;iskajiem p&#x113;t&#x12B;jumiem vi&#x146;� sa&#x146;&#x113;ma Nobe&#x13C;a pr&#x113;miju � iedz&#x113;ra liel&#x101; daudzum&#x101; holeras baci&#x13C;u kult&#x16B;ru un tom&#x113;r nesaslima.</p><p>Me�&#x146;ikova piem&#x113;ram sekoja vi&#x146;a asistents Latapijs. Rezult&#x101;ts bija t&#x101;ds pats, proti, � negat&#x12B;vs. Tad eksperimentu atk&#x101;rtoja tre�ais instit&#x16B;ta darbinieks, iedzerdams holeras baci&#x13C;u kult&#x16B;ru. Tas bija doktors Zip&#x12B;. Rezult&#x101;ts izr&#x101;d&#x12B;j&#x101;s briesm&#x12B;gs. Vi&#x146;� saslima ar holeru tik smag&#x101; form&#x101;, ka par izvese&#x13C;o�anos n&#x101;c&#x101;s �aub&#x12B;ties. Me�&#x146;ikovs bija visdzi&#x13C;&#x101;k satriekts. Vi&#x146;� vair&#x101;kk&#x101;rt atk&#x101;rtoja: ja Zip&#x12B; nomirs, tad vi&#x146;� izdar&#x12B;s pa�n&#x101;v&#x12B;bu, un iesp&#x113;jams, ka tie nebija tikai tuk�i v&#x101;rdi. Par laimi, Zip&#x12B; palika dz&#x12B;vs.</p><p>Visp&#x101;r j&#x101;saka, ka no daudzajiem eksperimentiem, kurus zin&#x101;tnieki izdar&#x12B;ja pa�i ar sevi taj&#x101; laik&#x101; un v&#x113;l&#x101;k � pavisam ir zin&#x101;mi �etrdesmit t&#x101;di eksperimenti ar holeras izrais&#x12B;t&#x101;jiem, � neviens nebeidz&#x101;s ar n&#x101;vi; bet tad nejau�a laboratorijas infekcija Hamburgas higi&#x113;nas instit&#x16B;t&#x101; k&#x13C;uva par zin&#x101;tnieka Orgela n&#x101;ves c&#x113;loni. Protams, ne jau vienm&#x113;r var&#x113;ja izskaidrot, k&#x101;d&#x113;&#x13C; �ie eksperimenti beidz&#x101;s laim&#x12B;gi. Var vien&#x12B;gi pateikties gad&#x12B;jumam, kas to veicin&#x101;ja. Laikam taisn&#x12B;ba bija Me�&#x146;ikovam, kur� jaut&#x101;jumu atrisin&#x101;ja �&#x101;di: atkar&#x12B;b&#x101; no to bakt&#x113;riju &#x12B;patn&#x12B;b&#x101;m, kas atrodas cilv&#x113;ka zarn&#x101;s un zarnu flor&#x101;, viens no diviem cilv&#x113;kiem vien&#x101;dos apst&#x101;k&#x13C;os ar holeru saslimst, bet otrs ne. Me�&#x146;ikovs tie�&#x101;m bija zarnu bakt&#x113;riju speci&#x101;lists, vi&#x146;� t&#x101;s iedal&#x12B;ja holeras infekcijai labv&#x113;l&#x12B;gaj&#x101;s un nelabv&#x113;l&#x12B;gaj&#x101;s. Sis izskaidrojums, protams, ir pie&#x146;emams, jo zin&#x101;ms ta�u, ka starp bakt&#x113;rij&#x101;m notiek kari, t&#x101;s konkur&#x113; sav&#x101; starp&#x101; un reiz&#x113;m vienu bakt&#x113;riju veidi izn&#x12B;cina citus. Tie�i uz �o faktu balst&#x12B;j&#x101;s penicil&#x12B;na atkl&#x101;�ana.</p><p>Petenkofers savu varon&#x12B;go eksperimentu p&#x101;rdz&#x12B;voja par da�iem gadiem. 1901. gada febru&#x101;r&#x12B; vi&#x146;� izdar&#x12B;ja pa�n&#x101;v&#x12B;bu. Petenkofers no�&#x101;v&#x101;s t&#x101;p&#x113;c, ka vi&#x146;u vaj&#x101;ja slim&#x12B;gas bailes no neizb&#x113;gam&#x101; sirm&#x101; vecuma, un toreiz da�s labs teica, ka vi&#x146;am pa�am b&#x16B;tu bijis lab&#x101;k, ja vi&#x146;� savu eksperimentu neb&#x16B;tu p&#x101;rdz&#x12B;vojis.</p></section><section><title><p><strong>MELN&#x100; NAVE</strong></p></title><p>Nevienai citai s&#x113;rgai epid&#x113;miju v&#x113;stur&#x113; nav tik &#x13C;oti daudz tra&#x123;isku lappu�u k&#x101; m&#x113;rim, kas sav&#x101; g&#x101;jien&#x101; izn&#x12B;cin&#x101;ja ne vien daudz pils&#x113;tu un lauku iedz&#x12B;vot&#x101;ju, bet Eirop&#x101;, piem&#x113;ram, atnesa sev l&#x12B;dzi ar&#x12B; kult&#x16B;ras pagrimumu un l&#x12B;dz ar to zaud&#x113;jumus visai cilv&#x113;cei. M&#x113;ra hronika, bez �aub&#x101;m, ir viena no dr&#x16B;m&#x101;kaj&#x101;m gr&#x101;mat&#x101;m cilv&#x113;ces kult&#x16B;ras v&#x113;stur&#x113;. Kad izbeidz&#x101;s n&#x101;ves dejas laiks un no Eiropas m&#x113;ris dev&#x101;s uz t&#x101;m zem&#x113;m, no kurienes bija atn&#x101;cis, kad zin&#x101;tne piedz&#x12B;voja bakteriolo&#x123;ijas uzplaukumu un uzs&#x101;ka c&#x12B;&#x146;u pret n&#x101;vi neso�ajiem ied&#x12B;g&#x13C;iem, kad m&#x113;ra p&#x113;tniec&#x12B;bas probl&#x113;mas s&#x101;ka risin&#x101;t uz zin&#x101;tniskiem pamatiem un ar daudzsolo�&#x101;m metod&#x113;m, tad sekoja ne vien triumfs un uzvaras, bet ar&#x12B; &#x101;rstu varon&#x12B;ba, kurus briesmas, kas saista &#x101;rstu zin&#x101;tnieku un &#x101;rstu prakti&#x137;i ar v&#x101;rdu �m&#x113;ris�, nav nek&#x101;di sp&#x113;ju�as atbaid&#x12B;t.</p><p>Sprie�ot p&#x113;c k&#x101;das &#x101;r&#x113;jas paz&#x12B;mes, m&#x113;ri d&#x113;v&#x113;ja par melno n&#x101;vi. M&#x113;ri, kur� iek&#x13C;&#x16B;st cilv&#x113;ka organism&#x101; pa da�&#x101;diem ce&#x13C;iem � caur &#x101;du, g&#x13C;ot&#x101;du, elpo�anas org&#x101;niem un gremo�anas traktu, iedala da�&#x101;d&#x101;s form&#x101;s atkar&#x12B;b&#x101; no t&#x101;, k&#x101;da &#x137;erme&#x146;a da&#x13C;a bijusi galvenok&#x101;rt pak&#x13C;auta infekcijai. K&#x101; pirmais j&#x101;min bubonu m&#x113;ris. Par buboniem, kas rakstur&#x12B;gi �ai slim&#x12B;bai, sauc piet&#x16B;ku�os limfmezglus. Galvenok&#x101;rt stipri piepampst cirk�&#x146;u mezgli. T&#x101; jau tas m&#x113;dz b&#x16B;t ar slim&#x12B;bas izrais&#x12B;t&#x101;jiem � tie, iek&#x13C;uvu�i organism&#x101;, tiecas infic&#x113;t tuv&#x101;kos limfmezglus, ieperin&#x101;s tur un savairojas, p&#x113;c tam s&#x101;kas �o limfmezglu iekaisums un sastruto�ana. Ta�u slim&#x12B;ba ar to vien neaprobe�ojas. T&#x101; tiecas p&#x113;c n&#x101;kamiem limfvadiem un limfmezgliem; �o infekcijas t&#x101;l&#x101;ko izplat&#x12B;�anos it &#x12B;pa�i p&#x113;t&#x12B;ju�i V&#x12B;nes patologi Albrehts un Gons.</p><p>Da�&#x101;s, ta�u ne vis&#x101;s m&#x113;ra epid&#x113;mij&#x101;s tiek stipri boj&#x101;ta &#x101;da; iest&#x101;jas asi&#x146;o�ana, par&#x101;d&#x101;s tum�zili plankumi, kuri p&#x101;rv&#x113;r�as par lielu furunkulu-karbunkulu, kas p&#x113;c k&#x101;da laika atveras un izdala infic&#x113;tas strutas. Tajos gad&#x12B;jumos, kad slim&#x12B;bas ainu galvenok&#x101;rt nosaka karbunkulu izveido�an&#x101;s, ir runa par &#x101;das m&#x113;ri at�&#x137;ir&#x12B;b&#x101; no iepriek� aprakst&#x12B;t&#x101; bubonu m&#x113;ra un �&#x12B;s slim&#x12B;bas tre�&#x101;s formas � plau�u m&#x113;ia.</p><p>Da�&#x101;s epid&#x113;mij&#x101;s m&#x113;ris galvenok&#x101;rt sk&#x101;ris plau�as: epid&#x113;mija, kas 14. gs. Eirop&#x101; un &#x100;zij&#x101; pras&#x12B;ja nepieredz&#x113;tu upuru skaitu, ac&#x12B;m redzot, bija tie�i plau�u m&#x113;ris. No ta|&#x101; laik&#x101; zin&#x101;mo zemju 100 miljoniem iedz&#x12B;vot&#x101;ju nomira 25 miljoni. Plau�u m&#x113;ra slimniekiem izdal&#x101;s tum�s asi&#x146;ains �&#x137;idrums, t&#x101; ar&#x12B; radies nosaukums �meln&#x101; n&#x101;ve�. Sirds neiztur augsto temperat&#x16B;ru, kas rakstur&#x12B;ga �ai slim&#x12B;bai, un bakteriolo&#x123;isko in�u iedarb&#x12B;bu, un, kaut ar&#x12B; da�&#x101;du epid&#x113;miju raksturs un mirst&#x12B;ba pie t&#x101;m ir da�&#x101;da, tom&#x113;r m&#x113;ris pieskait&#x101;ms pie vissmag&#x101;kaj&#x101;m cilv&#x113;ka slim&#x12B;b&#x101;m, j&#x101;, to var pat nosaukt par vissmag&#x101;ko slim&#x12B;bu, un piln&#x12B;gi saprotamas ir t&#x101;s bezgal&#x12B;g&#x101;s �ausmas, k&#x101;das, pieminot m&#x113;ri, p&#x101;r&#x146;em cilv&#x113;kus.</p><p>Izsarg&#x101;ties no m&#x113;ra ir daudzk&#x101;rt gr&#x16B;t&#x101;k nek&#x101;, piem&#x113;ram, no holeras. Pie holeras epid&#x113;mijas galvenais ir � higi&#x113;na, un, t&#x101; k&#x101; holeras izrais&#x12B;t&#x101;ji visp&#x101;r tiek p&#x101;rn&#x113;s&#x101;ti ar slimnieka izk&#x101;rn&#x12B;jumiem, tad r&#x16B;p&#x12B;ga roku mazg&#x101;�ana un izk&#x101;rn&#x12B;jumu dezinfic&#x113;�ana ir pietiekams aizsargl&#x12B;dzeklis, lai pat holeras slimn&#x12B;c&#x101; b&#x16B;tu nov&#x113;rsta jebkura &#x101;rstu vai medic&#x12B;nisk&#x101; person&#x101;la infic&#x113;�an&#x101;s. Ar m&#x113;ri tas ir pavisam cit&#x101;di. Lai izsarg&#x101;tos no m&#x113;ra mikrobu ieelpo�anas, nepiecie�amas labas maskas, nerun&#x101;jot nemaz par citiem aizsardz&#x12B;bas pas&#x101;kumiem. Var sac&#x12B;t, ka ne no vienas citas infekcijas slim&#x12B;bas nav tik gr&#x16B;ti izsarg&#x101;ties k&#x101; no m&#x113;ra; t&#x101;d&#x113;&#x13C; vis&#x101;s m&#x113;ra epid&#x113;mij&#x101;s, pat v&#x113;l nesen&#x101; pag&#x101;tn&#x113;, mirst&#x12B;ba ir liela.</p><p>Iev&#x113;r&#x12B;bas cien&#x12B;ga un varon&#x12B;bas pilna ir &#x101;rstu p&#x113;tnieku v&#x12B;ri�&#x137;&#x12B;ba, kuri tajos laikos, kad par bakt&#x113;rij&#x101;m nebija ne maz&#x101;k&#x101; priek�stata, cent&#x101;s uzs&#x101;kt pot&#x113;�anu pret m&#x113;ri, t&#x101;pat k&#x101; pret bak&#x101;m, turkl&#x101;t pirmos eksperimentus &#x101;rsti izdar&#x12B;ja ar sevi � vi&#x146;u varon&#x12B;bu ir gr&#x16B;ti nov&#x113;rt&#x113;t. Pati daba par&#x101;d&#x12B;ja, k&#x101; izsarg&#x101;ties no bak&#x101;m. T&#x101;, piem&#x113;ram, bija nov&#x113;rots, ka zemnieces, kas, slaucot slimas govis, saslimst ar govs bak&#x101;m, l&#x12B;dz ar to ir pasarg&#x101;tas no parastaj&#x101;m, tas ir, no melnaj&#x101;m bak&#x101;m; vi&#x146;as vai nu visp&#x101;r nesaslimst ar melnaj&#x101;m bak&#x101;m, vai ar&#x12B; p&#x101;rslimo t&#x101;s pavisam viegl&#x101; form&#x101; � t&#x101;tad ir pasarg&#x101;tas no citiem tik b&#x12B;stam&#x101;s slim&#x12B;bas.</p><p>�&#x12B; sen&#x101;, taut&#x101; zin&#x101;m&#x101; aizsargpot&#x113;�ana bija paz&#x12B;stama, un t&#x101; D�eneram deva ideju pot&#x113;�anas metodes zin&#x101;tniskai izstr&#x101;d&#x101;�anai.</p><p>P&#x113;tot m&#x113;ri, &#x101;rstiem zin&#x101;tniekiem rad&#x101;s l&#x12B;dz&#x12B;ga doma. Ar&#x12B; �in&#x12B; gad&#x12B;jum&#x101; bija strutaini augo&#x146;i, kas dro�i vien sl&#x113;pa m&#x113;ra indi. Vai tad pret m&#x113;ri nevar&#x113;ja aizsarg&#x101;ties t&#x101;pat k&#x101; pret bak&#x101;m � ar pot&#x113;�anas pal&#x12B;dz&#x12B;bu? Protams, tas bija t&#x12B;ri teor&#x113;tisks jaut&#x101;jums, un, ar ko praks&#x113; beigsies �is eksperiments, to neviens nevar&#x113;ja paredz&#x113;t. 1798. gad&#x101; Napoleons, kuram toreiz nebija v&#x113;l pat tr&#x12B;sdesmit gadu, uzs&#x101;ka karag&#x101;jienu pret &#x112;&#x123;ipti un S&#x12B;riju; karag&#x101;jiens vairoja vi&#x146;a slavu, ta�u no fran�u armijas, t&#x101;pat k&#x101; no vi&#x146;a pretiniekiem ang&#x13C;iem, pras&#x12B;ja lielus upurus. Visas iesp&#x113;jam&#x101;s slim&#x12B;bas un jo sevi�&#x137;i m&#x113;ris un mal&#x101;rija izdz&#x113;sa daudzu kareivju dz&#x12B;v&#x12B;bas. M&#x113;ra epid&#x113;mija s&#x101;k&#x101;s ar&#x12B; Napoleona ielenktaj&#x101; un p&#x113;c&#x101;k ie&#x146;emtaj&#x101; Aleksandrijas cietoksn&#x12B;.</p><p>Pirmais pa�eksperiments ar m&#x113;ra mikrobiem notika �aj&#x101; pils&#x113;t&#x101;. To izdar&#x12B;ja ang&#x13C;u &#x101;rsts A. Vaits; par to savos memu&#x101;ros st&#x101;sta kara &#x101;rsts D�eimss Makgregors. Starp citu, Makgregora dz&#x12B;vesst&#x101;sts l&#x12B;dzin&#x101;s rom&#x101;nam ar vair&#x101;k&#x101;m noda&#x13C;&#x101;m. Vi&#x146;� bija p&#x101;rcietis smagas slim&#x12B;bas: izsitumu t&#x12B;fu, mal&#x101;riju, dizent&#x113;riju un dzelteno drudzi, vair&#x101;kk&#x101;rt bija cietis ku&#x123;a av&#x101;rij&#x101;s; Mak-gregoru jau uzskat&#x12B;ja par miru�u, ta�u galu gal&#x101; vi&#x146;� tais&#x12B;ja karjeru un p&#x113;d&#x12B;gi k&#x13C;uva par &#x123;ener&#x101;li un sanit&#x101;ro inspektoru angju armij&#x101;. 19. gadsimta s&#x101;kum&#x101; atrazdamies &#x112;&#x123;ipt&#x113;, Makgregors uzzin&#x101;ja, ka vi&#x146;a kol&#x113;&#x123;is un novadnieks Vaits El-Ha-med&#x12B; hospit&#x101;l&#x12B; bija apzin&#x101;ti infic&#x113;jies ar m&#x113;ri. Vaita pacientu vid&#x16B; bija k&#x101;da sieviete, kas slimoja ar bubonu m&#x113;ri. Vi&#x146;� pa&#x146;&#x113;ma no slimnieces iekaisu�&#x101; limfmezgla nedaudz strutu un ieberz&#x113;ja t&#x101;s sev kreisaj&#x101; aug�stilb&#x101;. N&#x101;ko�aj&#x101; dien&#x101; Vaits izdar&#x12B;ja otru t&#x101;du pa�u m&#x113;&#x123;in&#x101;jumu. Vi&#x146;� mazliet iegrieza labaj&#x101; apak�delm&#x101; un r&#x113;t&#x101; ievad&#x12B;ja m&#x113;ra slimnieces strutas. �im eksperimentam bija drausm&#x12B;gas sekas: p&#x113;c neilga laika Vaits saslima ar m&#x113;ri un nomira. D&#x12B;vaini, ka vi&#x146;�, kas �o slim&#x12B;bu tik labi pazina, p&#x113;c pirmaj&#x101;m drud�a paz&#x12B;m&#x113;m to notur&#x113;ja par mal&#x101;riju. Tiesa, tai laik&#x101; daudzi &#x101;rsti saskat&#x12B;ja sakar&#x12B;bu starp m&#x113;ri un mal&#x101;riju, un iesp&#x113;jams, ka ies&#x101;kum&#x101; Vaita eksperimentam bija nol&#x16B;ks izskaidrot �o sakar&#x12B;bu. Pat tad, kad uz aug�stilba par&#x101;d&#x12B;j&#x101;s karbunkuls un limfmezgli cirk�&#x146;os un padus&#x113;s s&#x101;ka piet&#x16B;kt, Vaits palika pie savas mal&#x101;rijas diagnozes. Tikai astotaj&#x101; dien&#x101;, kad slim&#x12B;bas paz&#x12B;mes k&#x13C;uva ac&#x12B;m redzamas, Vaits atzina, ka saslimis ar m&#x113;ri, un &#x13C;&#x101;va sevi aizvest uz m&#x113;ra hospit&#x101;li Rozet&#x113;, maz&#x101; pils&#x113;ti&#x146;&#x101; pie N&#x12B;las, kur v&#x113;l taj&#x101; pa�&#x101; dien&#x101; � 1802. gada 9. janv&#x101;r&#x12B;, kad izteikts del&#x12B;rijs jau bija aptum�ojis slimnieka pr&#x101;tu, � vi&#x146;� nomira.</p><p>Taj&#x101; pa�&#x101; gad&#x101; fran�u austrumu armijas sanit&#x101;r&#x101; dienesta priek�nieks un Napoleona cie&#x146;u ieguvu�ais kara &#x101;rsts Ren&#x113; De�en&#x113; izdar&#x12B;ja l&#x12B;dz&#x12B;gu eksperimentu, kas tom&#x113;r tra&#x123;iskas sekas neizrais&#x12B;ja, jo De�en&#x113; pats izjauca infekcijas izplat&#x12B;�anos. Vi&#x146;� uztriepa augo&#x146;a strutas uz nelielas br&#x16B;ces &#x101;d&#x101;, bet p&#x113;c tam r&#x16B;p&#x12B;gi to nomazg&#x101;ja ar &#x16B;deni un ziep&#x113;m, un � vi&#x146;� nesaslima. Ar&#x12B; �is eksperiments pelna iev&#x113;r&#x12B;bu.</p><p>P&#x113;c vair&#x101;k nek&#x101; tr&#x12B;sdesmit gadiem fran�u &#x101;rsts A. F. Bil&#x101;rs, kur� dien&#x113;ja &#x112;&#x123;ipt&#x113;, izdar&#x12B;ja ar sevi eksperimentu, infic&#x113;joties ar m&#x113;ri. Eksperimenta gaitu un sekas vi&#x146;� apraksta �&#x101;di: �1834. gada 15. maij&#x101; pulksten devi&#x146;os no r&#x12B;ta k&#x101;d&#x101; m&#x113;ra slimnieku hospit&#x101;&#x13C;a Ezebekv&#x12B; z&#x101;l&#x113;, person&#x101;lam redzot, novilku virsdr&#x113;bes, kreklu un flane&#x13C;a apak�ve&#x13C;u un, neiev&#x113;rodams ne maz&#x101;ko piesardz&#x12B;bu un nelietodams pretl&#x12B;dzek&#x13C;us, uzvilku k&#x101;da smag&#x101; form&#x101; ar m&#x113;ri saslimu�a v&#x12B;rie�a kreklu. �is krekls v&#x113;l glab&#x101;ja slimnieka miesas siltumu un bija loti asi&#x146;ains, jo slimajam tikko k&#x101; bija nolaistas asinis. Eksperimenta liecinieku liel&#x101;kai da|ai kl&#x101;tesot, es paliku t&#x101; cauru dienu, lai visiem b&#x16B;tu iesp&#x113;ja p&#x101;rliecin&#x101;ties, ka nepielietoju nek&#x101;dus l&#x12B;dzek&#x13C;us, kas neitraliz&#x113;tu varb&#x16B;t&#x113;j&#x101;s eksperimenta sekas. �o kreklu es patur&#x113;ju mugur&#x101; 48 stundas, nejuzdams ne parastos simptomus, ne ar&#x12B; ko citu, kas var&#x113;tu no �&#x12B; ap&#x123;&#x113;rba man piemesties. P&#x113;c div&#x101;m dien&#x101;m uz manas kreis&#x101;s rokas vid&#x113;j&#x101; pirksta par&#x101;d&#x12B;j&#x101;s mazs augonis, l&#x12B;dz&#x12B;gs furunkulam, ta�u es pie&#x146;&#x113;mu, ka tas radies no neliel&#x101;s br&#x16B;ces, kuru guvu, izdarot m&#x113;ra slimnieka l&#x12B;&#x137;a sekciju.�</p><p>Bil&#x101;rs, starp citu, ierosin&#x101;ja fran�u m&#x113;ra apkaro�anas komisijai izdar&#x12B;t eksperimentus ar noziedzniekiem, kas noties&#x101;ti uz n&#x101;vi.</p><p>Ar cilv&#x113;kiem, kam bija piespriests n&#x101;ves sods, nereti v&#x113;l pat nesen&#x101; pag&#x101;tn&#x113; izdar&#x12B;ja b&#x12B;stamus eksperimentus ar glu�i neparedzamu gala rezult&#x101;tu; par to, ka vi&#x146;i piekrita �im solim, vi&#x146;iem deva cer&#x12B;bu uz ap�&#x113;lo�anu. P&#x113;c Bil&#x101;ra iniciat&#x12B;vas pieciem uz n&#x101;vi noties&#x101;tajiem iepot&#x113;ja m&#x113;ri. Tikai viens no vi&#x146;iem nomira, ta�u p&#x113;c aktiem gr&#x16B;ti konstat&#x113;t, vai patiesi vi&#x146;� mira no m&#x113;ra potes. Kair&#x101;, kur &#x13C;audis k]uva par tik daudzu epid&#x113;miju upuriem, eksist&#x113;ja v&#x113;l ar&#x12B; citu infekciju iesp&#x113;jas. P&#x101;r&#x113;jie �etri noziedznieki nesaslima.</p><p>&#x112;&#x123;ipt&#x113; t&#x101;diem eksperimentiem, protams, bija vispiem&#x113;rot&#x101;k&#x101; zeme. Slavens k&#x13C;uva ar&#x12B; Dienvidfrancijas &#x101;rsta Antu&#x101;na Klota eksperiments. Ar&#x12B; vi&#x146;� bija izg&#x101;jis bargu dz&#x12B;ves skolu, ta�u dr&#x12B;z vien k]uva par slavenu &#x101;rstu un 27 gadu vecum&#x101; tika iecelts par progres&#x12B;vi noska&#x146;ot&#x101; &#x112;&#x123;iptes viceadmir&#x101;&#x13C;a Moha-meda Ali galma &#x101;rstu. Klots &#x112;&#x123;ipt&#x113; ier&#x12B;koja p&#x113;c fran�u parauga medic&#x12B;nas skolu un cent&#x101;s taj&#x101; iesaist&#x12B;t labus skolot&#x101;jus. Ar sevi vi&#x146;� izdar&#x12B;ja eksperimentu galvenok&#x101;rt t&#x101;d&#x113;&#x13C;, lai pier&#x101;d&#x12B;tu, ka bezj&#x113;dz&#x12B;g&#x101;s bailes no m&#x113;ra, kas paraliz&#x113; visu ekonomisko dz&#x12B;vi, nav pamatotas, jo ne jau visi saslimst pat tad, kad plos&#x101;s lielas epid&#x113;mijas. Klots turpin&#x101;ja Bil&#x101;ra ies&#x101;kto eksperimentu, uzvilkdams to pa�u kreklu, kuru p&#x113;d&#x113;jais valk&#x101;ja veselas divas dienas. Ta�u vi&#x146;� g&#x101;ja v&#x113;l t&#x101;l&#x101;k. Klots pa&#x146;&#x113;ma no krekla nedaudz sakaltu�as asins un strutu, iepot&#x113;ja kreisaj&#x101; apak�delm&#x101; un lab&#x101; cirk�&#x146;a apvid&#x16B;, pavisam se�&#x101;s viet&#x101;s. Neliel&#x101;s br&#x16B;ces vi&#x146;� p&#x101;rsait&#x113;ja ar aps&#x113;ju, kas bija samitrin&#x101;ts m&#x113;ra slimnieka asin&#x12B;s. Ar&#x12B; tas vi&#x146;am �&#x137;ita par maz. Vi&#x146;� iegrieza sev &#x101;d&#x101;,</p><p>uztriepa uz �&#x12B;s vietas nedaudz strutu no m&#x113;ra slimnieka kar-bunkula un atkal uzlika uz ievainojuma aps&#x113;ju ar slim&#x101; asin&#x12B;m. Tad vi&#x146;� uzvilka dr&#x113;bes, kuras bija valk&#x101;jis m&#x113;ra slimnieks, bet p&#x113;c tam, kad tas nomira, ieg&#x16B;l&#x101;s vi&#x146;a sagul&#x113;taj&#x101; gult&#x101;. V&#x101;rdu sakot, vi&#x146;� dar&#x12B;ja visu, lai var&#x113;tu infic&#x113;ties, bet Klotam tas nek&#x101;di neizdev&#x101;s.</p><p>Lai nomierin&#x101;tu �ausmu p&#x101;r&#x146;emtos iedz&#x12B;vot&#x101;jus, ar&#x12B; agr&#x101;k tika izdar&#x12B;ti l&#x12B;dz&#x12B;gi eksperimenti. Labi zin&#x101;mais Napoleona apciemojums m&#x113;ra hospit&#x101;l&#x12B; Jaf&#x101;, senaj&#x101; pils&#x113;t&#x101; Vidusj&#x16B;ras austrumu krast&#x101;, ko bija ie&#x146;&#x113;mis Napoleons, ar&#x12B; kalpoja �&#x101;dam m&#x113;r&#x137;im.</p><p>Dramatiski un tra&#x123;iski norisin&#x101;j&#x101;s eksperiments, kuru izdar&#x12B;ja austrie�u &#x101;rsts Aloizs Rozenfelds no Karinti&#x13C;as. P&#x113;c jau min&#x113;taj&#x101;m da&#x13C;&#x113;ji velt&#x12B;gaj&#x101;m un likten&#x12B;g&#x101;m m&#x113;ra strutu pot&#x113;m rad&#x101;s doma izm&#x113;&#x123;in&#x101;t l&#x12B;dzekli, kas darbotos pret �o s&#x113;rgu. Kad Eirop&#x101; s&#x101;ka plos&#x12B;ties m&#x113;ris, pret to silti ieteica da�us l&#x12B;dzek&#x13C;us un, protams, ar&#x12B; Austrumu zem&#x113;s atrad&#x101;s l&#x12B;dz&#x12B;gas receptes, kuras da�&#x101;s &#x101;rstu &#x123;imen&#x113;s p&#x101;rg&#x101;ja k&#x101; mantojums. Ieradies &#x100;frik&#x101;, Tripoli, &#x101;rsts Rozenfelds ieguva �&#x101;du recepti. Vi&#x146;� grib&#x113;ja ar �o l&#x12B;dzekli izdar&#x12B;t zin&#x101;tnisku eksperimentu, lai atrastu pret m&#x113;ri aizsardz&#x12B;bu mutes�ku&#x146;&#x123;a�zarnu trakt&#x101;. Dro�i vien atkl&#x101;j&#x113;ja r&#x12B;c&#x12B;b&#x101; nebija nek&#x101;du zin&#x101;tniski teor&#x113;tisku priek�statu, vien&#x12B;gi tikai pozit&#x12B;v&#x101; pieredze. Z&#x101;les sast&#x101;v&#x113;ja no kalt&#x113;tiem limfmezgliem un kaulu pulvera, kas tika pagatavots no m&#x113;ra slimnieka mirst&#x12B;gaj&#x101;m atliek&#x101;m, un var dom&#x101;t, ka �&#x12B;s z&#x101;les, ja t&#x101;s bija pietiekami ilgi glab&#x101;tas un labi iz�&#x101;v&#x113;tas, iek�&#x137;&#x12B;gi lietojot, rad&#x12B;ja aizsargpotei l&#x12B;dz&#x12B;gu efektu. Austrumu brauciena laik&#x101; Rozenfelds ar lieliem pan&#x101;kumiem izm&#x113;&#x123;in&#x101;ja �o l&#x12B;dzekli ar sevi un v&#x113;l k&#x101;d&#x101;m �etrdesmit person&#x101;m.</p><p>Kad Rozenfelds atgriez&#x101;s dzimten&#x113;, savu recepti vi&#x146;� pied&#x101;v&#x101;ja V&#x12B;nes medic&#x12B;nas fakult&#x101;tei, lai p&#x113;d&#x113;j&#x101; to ieteiktu &#x101;rstiem. Ta�u fakult&#x101;te neiztur&#x113;j&#x101;s pretimn&#x101;ko�i un bija skeptiski noska&#x146;ota, l&#x12B;dz beidzot t&#x101; �o l&#x12B;dzekli noraid&#x12B;ja. T&#x101;d&#x113;&#x13C; Rozenfelds dev&#x101;s uz Turciju � Konstantinopoli, nodro�in&#x101;jies ar vald&#x12B;bas rekomend&#x101;ciju nuncijam. T&#x101; ieteica doties uz k&#x101;du m&#x113;ra hospit&#x101;li, turpin&#x101;t tur studijas un p&#x101;rbaud&#x12B;t prepar&#x101;ta efektivit&#x101;ti. Rozenfeldam, kur� grib&#x113;ja turpin&#x101;t savus eksperimentus, nekas cils neatlika k&#x101; sekot �im padomam. Vi&#x146;� dev&#x101;s uz grie&#x137;u hospit&#x101;li Per&#x101;, kas atrad&#x101;s vien&#x101; no Konstantinopoles kvart&#x101;liem, un iesl&#x113;dz&#x101;s tur kop&#x101; ar divdesmit m&#x113;ra slimniekiem. Tas notika 1816. gada 10. decembr&#x12B;. Atrazdamies kop&#x101; ar slimajiem, &#x101;rsts ne vien atteic&#x101;s no jebk&#x101;das piesardz&#x12B;bas, bet cent&#x101;s vi&#x146;u pulk&#x101; iztur&#x113;ties t&#x101;, it k&#x101; vi&#x146;� pats b&#x16B;tu gr&#x16B;ti slims.</p><p>Kad Rozenfelds redz&#x113;ja, ka saskare ar m&#x113;ra slimniekiem vi&#x146;am nekait&#x113;, vi&#x146;� nol&#x113;ma savu eksperimentu paasin&#x101;t. 27. decembr&#x12B; &#x101;rsls vair&#x101;kk&#x101;rt ieberz&#x113;ja aug�stilbus un rokas ar strut&#x101;m, kuras bija &#x146;emtas no m&#x113;ra buboniem, un s&#x101;ka gaid&#x12B;t. Nek&#x101;das slim&#x12B;bas paz&#x12B;mes joproj&#x101;m nevar&#x113;ja nov&#x113;rot. Se�as ned&#x113;&#x13C;as, kas atbilsto�i t&#x101; laika priek�statam par eksperimenta realiz&#x113;�anu bija vi&#x146;a r&#x12B;c&#x12B;b&#x101;, gandr&#x12B;z jau bija pag&#x101;ju�as, un Rozenfelds jau dom&#x101;ja hospit&#x101;li atst&#x101;t. Tad p&#x113;k�&#x146;i vi&#x146;� saslima ar bubonu m&#x113;ri, kas izpaud&#x101;s ar visiem �ai slim&#x12B;bai paz&#x12B;stamajiem simptomiem, un 1817. gada 21. janv&#x101;r&#x12B; nomira. K&#x101; tas tagad zin&#x101;ms, starp infic&#x113;�anos un slim&#x12B;bas uzliesmojumu paiet tikai nedaudz dienu, ret&#x101;kos gad&#x12B;jumos viena ned&#x113;|a, t&#x101;tad skaidrs, ka nedz atra�an&#x101;s starp m&#x113;ra slimniekiem, nedz ar&#x12B; strutu ieberz&#x113;�ana Rozenfeldam &#x13C;aunumu neatnesa. Piecas ned&#x113;&#x13C;as m&#x113;ris lika Rozenfeldam mieru, bet sestaj&#x101; tom&#x113;r tiec&#x101;s p&#x113;c vi&#x146;a k&#x101; pl&#x113;s&#x12B;gs zv&#x113;rs, kas nol&#x113;mis savu upuri no &#x137;etn&#x101;m vairs neizlaist un drausm&#x12B;go sp&#x113;li izbeigt.</p><p>Starp citu, Per&#x101; neilgi pirms Rozenfelda iera�an&#x101;s jau bija notikusi eksperiment&#x101;la pa�infic&#x113;�an&#x101;s ar m&#x113;ri. So eksperimentu veica &#x101;rsts Eisebio Vali, kas bija dzimis 1755. gad&#x101; Pon-sako pils&#x113;t&#x101;, toreiz&#x113;j&#x101; Lukas valst&#x12B;. Vali daudz nodarboj&#x101;s ar epid&#x113;misk&#x101;m slim&#x12B;b&#x101;m, s&#x101;kum&#x101; galvenok&#x101;rt ar bak&#x101;m un m&#x113;ri. T&#x101;d&#x113;&#x13C; vi&#x146;� dev&#x101;s uz Smirnu un Konstantinopoli, kur �&#x12B;s s&#x113;rgas var&#x113;ja lab&#x101;k izp&#x113;t&#x12B;t nek&#x101; It&#x101;lij&#x101;. Starp citu, vi&#x146;am pied&#x113;v&#x113;jami nopelni par It&#x101;lij&#x101; ieviesto pot&#x113;�anu piet bak&#x101;m. Kad Vali dev&#x101;s otrreiz uz Konstantinopoli, vi&#x146;� eksperiment&#x101;li grib&#x113;ja ar sevi p&#x101;rbaud&#x12B;t k&#x101;da atzinuma paties&#x12B;bu. Daudzk&#x101;rt tika apgalvots, ka cilv&#x113;ks, kas saslimis ar bak&#x101;m, nesaslimst ar m&#x113;ri vai ar&#x12B;, &#x13C;aun&#x101;k&#x101; gad&#x12B;jum&#x101;, p&#x101;rcie� to viegl&#x101;k&#x101;, maz&#x101;k b&#x12B;stam&#x101; form&#x101;. M&#x16B;su dien&#x101;s ir zin&#x101;ms, ka kaut kas taml&#x12B;dz&#x12B;gs patie�&#x101;m ir, proti: past&#x101;v bakt&#x113;riju konkurence. Bet taj&#x101; laik&#x101; par bakt&#x113;rij&#x101;m v&#x113;l nekas nebija zin&#x101;ms, t&#x101;pat ar&#x12B; nekas nebija zin&#x101;ms par vi&#x146;u savstarp&#x113;jo konkurences c&#x12B;&#x146;u. Lai p&#x101;rbaud&#x12B;tu �&#x12B; apgalvojuma pareiz&#x12B;bu, Vali redz&#x113;ja tikai vienu iesp&#x113;ju � eksperiment&#x113;t ar sevi. Vi&#x146;� to izdar&#x12B;ja Per&#x101;.</p><p>1803. gada vasar&#x101; Vali dev&#x101;s uz fran�u hospit&#x101;li. Tur vi&#x146;� ar lanceti kreisaj&#x101; rok&#x101; starp &#x12B;k�&#x137;i un r&#x101;d&#x12B;t&#x101;jpirkstu iegrieza nelielu br&#x16B;ci un ievad&#x12B;ja taj&#x101; baku �&#x16B;lu un m&#x113;ra bubona strutas. Rezult&#x101;t&#x101; vi&#x146;� patie�&#x101;m saslima ar m&#x113;ri, ta�u dr&#x12B;z vien izvese&#x13C;oj&#x101;s, t&#x101; ka b&#x16B;t&#x12B;b&#x101; ar �o metodi Vali jut&#x101;s apmierin&#x101;ts un p&#x113;c tam izm&#x113;&#x123;in&#x101;ja to Konstanlinopol&#x113; ar vair&#x101;k&#x101;m person&#x101;m, cenzdamies pasarg&#x101;t t&#x101;s no m&#x113;ra, kas v&#x113;l arvien gandr&#x12B;z past&#x101;v&#x12B;gi apdraud&#x113;ja ikviena cilv&#x113;ka dz&#x12B;v&#x12B;bu. Lai ari k&#x101; Vali p&#x16B;l&#x113;j&#x101;s, tom&#x113;r savas metodes visp&#x101;r&#x113;ju atz&#x12B;�anu vi&#x146;� nesp&#x113;ja pan&#x101;kt. P&#x113;c atgrie�an&#x101;s It&#x101;lij&#x101; vi&#x146;� dab&#x16B;ja kara &#x101;rsta vietu un pan&#x101;ca, ka vi&#x146;u nos&#x16B;t&#x12B;ja uz Sp&#x101;niju, kur taj&#x101; laik&#x101; dzeltenais drudzis pras&#x12B;ja daudzu cilv&#x113;ku dz&#x12B;v&#x12B;bas. Sp&#x101;nij&#x101; Vali k&#x13C;uva slavens ar pa�aizliedz&#x12B;gu darb&#x12B;bu epid&#x113;mijas apkaro�an&#x101;. P&#x113;c tam, v&#x113;l k&#x101;du laiku pastr&#x101;d&#x101;jis Mil&#x101;n&#x101; k&#x101; praktiz&#x113;jo�ais &#x101;rsts, vi&#x146;� dev&#x101;s uz Lat&#x12B;&#x146;ameriku, lai var&#x113;tu lab&#x101;k izp&#x113;t&#x12B;t dzelteno drudzi.</p><p>1816. gada septembr&#x12B; Vali apmet&#x101;s Kub&#x101; un nekav&#x113;joties uzs&#x101;ka savus p&#x113;t&#x12B;jumus. Ac&#x12B;m redzot, vispirms vi&#x146;� grib&#x113;ja noskaidrot epid&#x113;mijas izplat&#x12B;�an&#x101;s ce|us. T&#x101;d&#x113;&#x13C; vi&#x146;� uzvilka tikko ar dzelteno drudzi miru�a v&#x12B;rie�a ve&#x13C;u un virsdr&#x113;bes. P&#x113;c da�&#x101;m dien&#x101;m vi&#x146;� nomira. Vali bija viens no pirmajiem, kur�, eksperiment&#x113;dams ar sevi, krita �ai slim&#x12B;bai par upuri.</p></section><section><title><p>�etri pret <strong>DZELTENO DRUDZI</strong></p></title><p>Ar&#x12B; dzelten&#x101; drud�a v&#x113;sture bag&#x101;ta ar &#x101;rstu v&#x101;rdiem, kas risk&#x113;ju�i ar savu dz&#x12B;v&#x12B;bu un pat atdevu�i to, lai izdibin&#x101;tu �&#x12B;s briesm&#x12B;g&#x101;s slim&#x12B;bas nosl&#x113;pumu un atrastu l&#x12B;dzek&#x13C;us t&#x101;s izrais&#x12B;�anai. Pats par sevi saprotams, ka tie bija drosm&#x12B;gi, uzupur&#x113;ties gatavi cilv&#x113;ki, ar savu v&#x12B;ri�&#x137;&#x12B;bu p&#x101;rsp&#x113;dami daudzus no tiem, kuri kara laik&#x101; sa&#x146;&#x113;ma apbalvojumu �par dro�sird&#x12B;bu pret ienaidnieku�. Tas pats sak&#x101;ms par visiem, kuri iesaist&#x12B;ju�ies c&#x12B;&#x146;&#x101; pret slim&#x12B;b&#x101;m un jo sevi�&#x137;i pret infekcij&#x101;m.</p><p>V&#x113;l&#x113;�an&#x101;s izzin&#x101;t, kas ir dzeltenais drudzis, �&#x12B; briesm&#x12B;g&#x101; slim&#x12B;ba, kura saist&#x12B;ta ar augstu temperat&#x16B;ru, dzelteno kaiti un asi&#x146;ainiem v&#x113;mek&#x13C;iem, jau sen pirms bakteriolo&#x123;isk&#x101;s &#x113;ras mudin&#x101;ja da�us &#x101;rstus izdar&#x12B;t eksperimentus ar savu organismu. �aj&#x101; sakar&#x12B;b&#x101; ir paz&#x12B;stams ar&#x12B; &#x101;rsts Natans Polers no Baltimoras (1770�1843). Vi&#x146;� atmin&#x113;ja dzelten&#x101; drud�a infekcio-zit&#x101;ti un, lai p&#x101;rliecin&#x101;tos par �&#x12B; pie&#x146;&#x113;muma pareiz&#x12B;bu, izdar&#x12B;ja eksperimentu ar sevi. Cits jaut&#x101;jums, ka &#x101;rsts bija izv&#x113;l&#x113;jies ce&#x13C;u, par kuru �odien zin&#x101;ms, ka tas nedod iesp&#x113;ju atrisin&#x101;t uzdevumu. Ta�u vi&#x146;a eksperiments katr&#x101; zi&#x146;&#x101; bija lielas drosmes paraugs.</p><p>Reiz � ir pat zin&#x101;ms �&#x12B; notikuma datums, tas bija 1797. gada 20. septembr&#x12B; � vi&#x146;� samitrin&#x101;ja lakatu ar dzelteno drudzi miru�&#x101; sviedros, ietina taj&#x101; galvu un nogul&#x113;ja t&#x101; visu nakti. Ac&#x12B;m redzot, Poters, t&#x101;pat k&#x101; daudzi taj&#x101; laik&#x101;, uzskat&#x12B;ja, ka slim&#x101; izgarojumi veicina infekcijas p&#x101;rne�anu. Kad �is eksperiments nedeva rezult&#x101;tus, Poters iegrieza sev &#x101;d&#x101; un ieberz&#x113;ja �o vietu ar slim&#x101; sviedriem. T&#x101;d&#x113;j&#x101;di &#x101;rsts grib&#x113;ja sev iepot&#x113;t �o slim&#x12B;bu, t&#x101;pat k&#x101; bakas. T&#x101; k&#x101; ar&#x12B; �is eksperiments palika bez rezult&#x101;tiem, vi&#x146;� izdar&#x12B;ja v&#x113;l tre�o m&#x113;&#x123;in&#x101;jumu: ievad&#x12B;ja strutas no abscesa, kas bija uzmeties k&#x101;dam dzelten&#x101; drud�a slimniekam, bet ar&#x12B; �oreiz saslim�ana nenotika.</p><p>Par Vali eksperimentu jau tika run&#x101;ts. L&#x12B;dz&#x12B;gus eksperimentus p&#x113;c nedaudz gadiem izdar&#x12B;ja fran�u &#x137;irurgs I. L. Gijons, kas dien&#x113;ja lielaj&#x101; Rietumindijas sal&#x101; Martinik&#x101;. Ir saglab&#x101;jies protokols, kas sniedz par �o eksperimentu inform&#x101;ciju. Pirmo eksperimentu Gijons izdar&#x12B;ja 1822. gada 18. j&#x16B;nij&#x101; &#x101;rstu un aptiek&#x101;ru kl&#x101;tb&#x16B;tn&#x113;. Vi&#x146;� uzvilka sviedros izmirku�u, ar dzelteno drudzi saslimu�a kareivja kreklu. P&#x113;c tam k&#x101;ds &#x137;irurgs izdar&#x12B;ja vi&#x146;am uz rok&#x101;m nelielus iegriezumus &#x101;d&#x101;, lai inde, kas atrodas krekl&#x101;, caur ievainojumu viet&#x101;m iekj&#x16B;tu organism&#x101;. P&#x113;c divpadsmit dien&#x101;m tika izdar&#x12B;ts jauns eksperiments. Gijons iedz&#x113;ra nedaudz meln&#x101;s masas, ko izv&#x113;ma slimais, bez tam da&#x13C;u �&#x12B;s masas vi&#x146;am ieberz&#x113;ja rok&#x101;s, p&#x113;c tam �o pa�u materi&#x101;lu Gijonam iepot&#x113;ja. P&#x113;c nedaudz dien&#x101;m Gijons veica tre�o l&#x12B;dz&#x12B;ga veida eksperimentu, bet p&#x113;c tam ceturto. Ta�u visi �ie eksperimenti slim&#x12B;bu neizrais&#x12B;ja un t&#x101;d&#x113;j&#x101;di nek&#x101; nedeva dzelten&#x101; drud�a b&#x16B;t&#x12B;bas noskaidro�an&#x101;.</p><p>Tad tika izdar&#x12B;ti cita veida eksperimenti. Ka dzeltenais drudzis ir infekciju slim&#x12B;ba, to &#x101;rsti jau nojauta. Tiesa, vair&#x101;k ar&#x12B; nekas par �o slim&#x12B;bu nebija zin&#x101;ms. Zin&#x101;ja vien&#x12B;gi, ka t&#x101; ir drausm&#x12B;ga slim&#x12B;ba, kuru var pieskait&#x12B;t pie n&#x101;v&#x113;jo�&#x101;m, zin&#x101;ja, ka �&#x12B; slim&#x12B;ba izplat&#x12B;ta tikai Centr&#x101;l&#x101;s Amerikas siltaj&#x101;s zemien&#x113;s, Zieme&#x13C;amerikas dienvidu piekrast&#x113; un &#x100;frikas rietumos un ka t&#x101;s pils&#x113;tas, kas atrad&#x101;s augstu kalnos, slim&#x12B;ba nesk&#x101;ra. Turpm&#x101;k nov&#x113;roja ar&#x12B;, ka dzeltenais drudzis dod priek�roku purvainiem apvidiem un ka razqns lietus vai auksts laiks var epid&#x113;miju nosl&#x101;p&#x113;t. Ta�u tas ar&#x12B; bija viss.</p><p>V&#x113;l pat ap 1900. gadu daudzi bija tais dom&#x101;s, ka dzelten&#x101; drud�a epid&#x113;mijas c&#x113;lo&#x146;i sl&#x113;pjas augsnes izgarojumos, nezin&#x101;m&#x101;s miazm&#x101;s un ind&#x12B;g&#x101;s viel&#x101;s. Tikai gadsimta beig&#x101;s �etru &#x101;rstu grupa uzs&#x101;ka iz�&#x137;iro�u c&#x12B;&#x146;u pret dzelteno drudzi. Vi&#x146;i bija gatavi atdot savu dz&#x12B;v&#x12B;bu, lai eksperiment&#x101;li noskaidrotu dzelten&#x101; drud�a c&#x113;lo&#x146;us.</p><p>Sis lielais �etrinieks bija � 1869. gad&#x101; dzimu�ais &#x410; r i s t &#x12B; d s Agramonte, 1854. gad&#x101; dzimu�ais D�eimss Kerols, D�ess Lasears, kas dzimis 1866. gad&#x101;, un 1851. gad&#x101; dzimu�ais Valters R&#x12B;ds. Ta�u vienlaikus j&#x101;min ar&#x12B; Kar loss Finle j s, kur� bija par vi&#x146;iem iev&#x113;rojami vec&#x101;ks un, kaut ar&#x12B; neietilpa �aj&#x101; komisij&#x101;, tom&#x113;r bija viens no t&#x101;s galvenajiem l&#x12B;dzstr&#x101;dniekiem. Tie�i Fmlejs ieteica vi&#x146;iem ce&#x13C;u, kuru tie uzs&#x101;ka.</p><p>Doktors Finlejs bija dzimis 1833. gad&#x101;; vi&#x146;a t&#x113;vs &#x101;rsts, p&#x113;c taut&#x12B;bas skots, ar sievu franc&#x16B;zieti bija izce&#x13C;oju�i uz Kubu. Savu d&#x113;lu vi&#x146;i audzin&#x101;�anas nol&#x16B;k&#x101; s&#x16B;t&#x12B;ja uz Franciju, kur Ru&#x101;nas skol&#x101;s vi&#x146;am vajadz&#x113;ja ieg&#x16B;t izgl&#x12B;t&#x12B;bu.</p><p>Ta�u tur izc&#x113;l&#x101;s holera, un jaunais Finlejs smagi saslima, p&#x113;c izvese&#x13C;o�an&#x101;s vec&#x101;ki pa&#x146;&#x113;ma vi&#x146;u pie sevis Kub&#x101;, lai d&#x113;ls atp&#x16B;stos vi&#x146;u g&#x101;d&#x12B;b&#x101;. P&#x113;c tam Finlejs stud&#x113;ja Zieme&#x13C;amerik&#x101; medic&#x12B;nu, ieguva doktora gr&#x101;du un apmet&#x101;s uz dz&#x12B;vi Havann&#x101;, kur vi&#x146;u dr&#x12B;z vien iem&#x12B;&#x13C;oja ne tik daudz &#x101;rsta dot&#x12B;bu, � kaut ar&#x12B; vi&#x146;am, bez �aub&#x101;m, t&#x101;das bija, jo sevi�&#x137;i k&#x101; &#x101;rstam oftal-mologam, � cik lielisk&#x101; rakstura d&#x113;&#x13C;. Havann&#x101; vi&#x146;� iepazin&#x101;s ar dzelten&#x101; drud�a epid&#x113;miju, un kop� 25. dz&#x12B;ves gada �&#x12B; slim&#x12B;ba k|uva par vi&#x146;a p&#x113;t&#x12B;jumu galveno objektu, no kura vi&#x146;� vairs neatk&#x101;p&#x101;s.</p><p>Dr&#x12B;z vien Finlejam par �o slim&#x12B;bu rad&#x101;s sava personiska teorija. Vi&#x146;� apgalvoja, ka �&#x12B;s s&#x113;rgas izrais&#x12B;t&#x101;js esot gaiss, kas bie�i vien esot p&#x101;r&#x101;k s&#x101;rmains, un t&#x101;d&#x113;&#x13C; rodoties dzeltenais drudzis. S&#x12B; teorija nevienu nevar&#x113;ja p&#x101;rliecin&#x101;t, ar&#x12B; tad ne, kad Finlejs to izkl&#x101;st&#x12B;ja Zin&#x101;t&#x146;u akad&#x113;mij&#x101;. P&#x113;c k&#x101;da laika vi&#x146;� no �iem uzskatiem atsac&#x12B;j&#x101;s. To viet&#x101; rad&#x101;s citi: ka dzelteno drudzi izplata odi <emphasis>Slagomya fasciata,</emphasis> kas �aj&#x101; apvid&#x16B; sastopami un laiku pa laikam apmekl&#x113; ikvienu m&#x101;ju. T&#x101;tad odus vajadz&#x113;ja izn&#x12B;cin&#x101;t. 1881. gad&#x101; Finlejs savu hipot&#x113;zi no jauna izkl&#x101;st&#x12B;ja Zin&#x101;t&#x146;u akad&#x113;mij&#x101;, �oreiz vi&#x146;� piedz&#x12B;voja piln&#x12B;gu noraid&#x12B;jumu. �&#x137;ita, ka nu jau b&#x16B;tu diezgan ar Finleja teorij&#x101;m. Bet vi&#x146;� par saviem uzskatiem c&#x12B;n&#x12B;j&#x101;s 20 gadus: iepaz&#x12B;stin&#x101;ja ar tiem visas ietekm&#x12B;g&#x101;s organiz&#x101;cijas, veica eksperimentu p&#x113;c eksperimenta, s&#x113;din&#x101;ja uz savas &#x101;das odus, kas bija piez&#x12B;du�ies ar dzelten&#x101; drud�a slimnieka asin&#x12B;m, atrada cilv&#x113;kus eksperimentiem, kuri piekrita pa�i labpr&#x101;t&#x12B;gi � vai nu par br&#x12B;vu, vai ar&#x12B; par samaksu. Ta�u vi&#x146;� un visi p&#x101;r&#x113;jie eksperimentu dal&#x12B;bnieki palika veseli. �odien ir zin&#x101;ms, cik pareizi bija Finleja uzskati, bet zin&#x101;ms ar&#x12B; tas, k&#x101;d&#x113;&#x13C; vi&#x146;a eksperiments piedz&#x12B;voja neveiksmi. Dzeltenais drudzis ir v&#x12B;rusu slim&#x12B;ba, kuru patiesi izplata odi p&#x113;c tam, kad vi&#x146;i no dzelten&#x101; drud�a slimnieka kop&#x101; ar t&#x101; asin&#x12B;m uz&#x146;&#x113;mu�i ar&#x12B; v&#x12B;rusus. Ta�u ne jau uzreiz �o v&#x12B;rusu ar insekta dz&#x113;lienu var p&#x101;rnest citam cilv&#x113;kam: vajadz&#x12B;gas apm&#x113;ram divpadsmit dienas, kuru laik&#x101; tas oda &#x137;ermen&#x12B; att&#x12B;st&#x101;s, un tikai tad �is v&#x12B;russ sp&#x113;j izrais&#x12B;t slim&#x12B;bu cilv&#x113;kam, pie kura nok&#x13C;uvis.</p><p>Lai pan&#x101;ktu infic&#x113;�anu, Finlejam vajadz&#x113;ja visus odus, kad tie bija pies&#x16B;ku�ies slim&#x101; asins, izol&#x113;t uz divpadsmit dien&#x101;m un tikai tad pielaist pie sevis vai citiem eksperimenta objektiem. Tad vi&#x146;� b&#x16B;tu vien&#x101; pa&#x146;&#x113;mien&#x101; atmin&#x113;jis dzelten&#x101; drud�a nosl&#x113;pumu. Tom&#x113;r Finleju atzina un v&#x113;rt&#x113;ja augstu k&#x101; dzelten&#x101; drud�a speci&#x101;listu, un, kad sp&#x101;&#x146;u un amerik&#x101;&#x146;u kara laik&#x101; Zieme&#x13C;amerikas armijas sanit&#x101;r&#x101; dienesta priek�nieks &#x123;ener&#x101;lis Geo M. Sternbergs, b&#x16B;dams noraiz&#x113;jies par lielajiem dzelten&#x101; drud�a upuriem armijas da&#x13C;&#x101;s Kub&#x101;, piev&#x113;rs&#x101;s �ai probl&#x113;mai un rad&#x12B;ja speci&#x101;lu komisiju, kas uzs&#x101;ka c&#x12B;&#x146;u pret dzelteno drudzi, t&#x101;s sast&#x101;v&#x101; ietilpa �etri jau min&#x113;tie &#x101;rsti, bet Finlejs komisijas locek&#x13C;iem ieteica savas domas par dzelteno drudzi un odu lomu t&#x101; izplat&#x12B;�an&#x101;. Vi&#x146;u klaus&#x12B;j&#x101;s ar interesi.</p><p>Toreiz jau bija pla�i paz&#x12B;stami Rosa p&#x113;t&#x12B;jumi par mal&#x101;rijas infekcijas izplat&#x12B;�anos; vi&#x146;� bija noskaidrojis, ka to izplata k&#x101;ds noteikts odu tips, t&#x101;d&#x113;j doma, ka ar&#x12B; Kub&#x101; odi vainojami dzelten&#x101; drud�a izplat&#x12B;�an&#x101;, tika atz&#x12B;ta par piln&#x12B;gi pie&#x146;emamu un katr&#x101; zi&#x146;&#x101; r&#x16B;p&#x12B;gas izmekl&#x113;�anas v&#x113;rtu. Finleja zi&#x146;ojums, kuru vi&#x146;� papildin&#x101;ja, nododams komisijai aizdom&#x12B;go odu oli&#x146;as, iev&#x113;rojami sekm&#x113;ja uzvaru p&#x101;r dzelteno drudzi. Finlejs nomira 82 gadu vecum&#x101;, iemantojis visp&#x101;r&#x113;ju cie&#x146;u. Havann&#x101; vi&#x146;am uzcelts piemineklis: Finleja t&#x113;ls atveidots marmor&#x101; s&#x113;dus, ar gr&#x101;matu rok&#x101;s, pie vi&#x146;a k&#x101;j&#x101;m � ce&#x13C;os nometies pateic&#x12B;g&#x101;s cilv&#x113;ces &#x123;&#x113;nijs, kas zin&#x101;tniekam sniedz lauru vainagu � nemirst&#x12B;bas simbolu.</p><p>T&#x101;tad Finlejs bija komisijas locek&#x13C;u padomdev&#x113;js un sniedza tiem &#x13C;oti svar&#x12B;gus nor&#x101;d&#x12B;jumus. Par komisijas vad&#x12B;t&#x101;ju tika iecelts Valters Rids. Eirop&#x101; vi&#x146;a v&#x101;rds bija maz paz&#x12B;stams: ko gan cilv&#x113;ki zina par tiem, kuriem par&#x101;d&#x101; lielu pateic&#x12B;bu! R&#x12B;ds jau studenta gados par&#x101;d&#x12B;ja savas izcil&#x101;s sp&#x113;jas. Se�padsmit gadu vecum&#x101; vi&#x146;am rad&#x101;s doma iest&#x101;ties Vird�&#x12B;nijas medic&#x12B;nas fakult&#x101;t&#x113;, ta�u nepietiekam&#x101; gadu skaita d&#x113;&#x13C; vi&#x146;u atraid&#x12B;ja. �Bet, ja es ierad&#x12B;�os uz eks&#x101;menu un to iztur&#x113;�u, vai tad j&#x16B;s mani atz&#x12B;siet par uz&#x146;emamu?� vi&#x146;� dro�i jaut&#x101;ja. Dek&#x101;ns atbild&#x113;ja: �J&#x101;, atz&#x12B;sim.� P&#x113;c trim gadiem vi&#x146;� atkal ierad&#x101;s un pieteic&#x101;s uz eks&#x101;menu. R&#x12B;ds str&#x101;d&#x101;ja ar glu�i neticamu cent&#x12B;bu. Nolicis eks&#x101;menu, vi&#x146;� dev&#x101;s uz &#x145;ujorku, lai ar&#x12B; tur ieg&#x16B;tu medic&#x12B;nas doktora gr&#x101;du. P&#x113;c tam vi&#x146;� str&#x101;d&#x101;ja da�&#x101;d&#x101;s viet&#x101;s par asistentu un p&#x113;d&#x12B;gi, k&#x101; tas bie�i m&#x113;dz gad&#x12B;ties jauna cilv&#x113;ka dz&#x12B;v&#x113;, iem&#x12B;l&#x113;j&#x101;s dai&#x13C;&#x101; meiten&#x113; un grib&#x113;ja apprec&#x113;ties. T&#x101;d&#x113;&#x13C; vi&#x146;� k&#x13C;uva par armijas &#x101;rstu. Galu gal&#x101; t&#x101; bija nodro�in&#x101;ta vieta. Kad vi&#x146;� savam �efam, galvenajam &#x101;rstam, vaic&#x101;ja, vai prec&#x113;ties t&#x16B;l&#x12B;t vai vispirms doties uz garnizonu, kas izvietots t&#x101;lajos Rietumu rajonos, �efs atbild&#x113;ja: �Brauciet t&#x16B;l&#x12B;t, nen&#x101;ksies jau ilgi gaid&#x12B;t, l&#x12B;dz k&#x101;ds garnizona majors saslims ar paral&#x12B;zi un jums vajadz&#x113;s vi&#x146;u atvest uz &#x145;ujorku. Tad j&#x16B;s var&#x113;siet �eit apprec&#x113;ties.� R&#x12B;d&#x101;m �is priek�likums �&#x137;ita nedro�s, vi&#x146;� to noraid&#x12B;ja un nekav&#x113;joties nosvin&#x113;ja k&#x101;zas. Vi&#x146;am n&#x101;c&#x101;s gaid&#x12B;t tr&#x12B;spadsmit gadus, l&#x12B;dz fort&#x101;, kur vi&#x146;� dien&#x113;ja, k&#x101;ds virsnieks sajuka pr&#x101;t&#x101;.</p><p>R&#x12B;da karst&#x101;k&#x101; v&#x113;l&#x113;�an&#x101;s bija p&#x101;rvietoties darb&#x101; uz turieni, kur vi&#x146;� atrastos tuv&#x101;k medic&#x12B;nas progresa centriem. Galu gal&#x101; vi&#x146;am to ar&#x12B; at&#x13C;&#x101;va un komand&#x113;ja uz Baltimoru, kur atrad&#x101;s lielas slimn&#x12B;cas. Taj&#x101;s vienlaikus ar cit&#x101;m nozar&#x113;m var&#x113;ja iepaz&#x12B;t ar&#x12B; jauno, aizraujo�o medic&#x12B;nas zin&#x101;tnes nozari � bakteriolo&#x123;iju. R&#x12B;ds iepazin&#x101;s ar bakteriolo&#x123;iju pamat&#x12B;gi, tik pamat&#x12B;gi, ka vi&#x146;u dr&#x12B;z vien izraudz&#x12B;ja par Va�ingtonas kara medic&#x12B;nas akad&#x113;mijas bakteriolo&#x123;ijas profesoru. Tagad kara &#x101;rsta klejot&#x101;ja dz&#x12B;ve bija beigusies un R&#x12B;ds var&#x113;ja nodoties zin&#x101;tniskam darbam.</p><p>&#x13B;oti dr&#x12B;z vi&#x146;u ieinteres&#x113;ja dzelten&#x101; drud�a probl&#x113;ma. Taj&#x101; laik&#x101; it&#x101;lietis Sanarelli atkl&#x101;ja kokku, kuru vi&#x146;� atzina par dzelten&#x101; drud�a izrais&#x12B;t&#x101;ju. Zin&#x101;tniskaj&#x101; darb&#x101;, ko R&#x12B;ds uzrakst&#x12B;ja kop&#x12B;gi ar Kerolu, vi&#x146;� nor&#x101;d&#x12B;ja, ka �is mikrobs sastopams visur un ka ar dzelteno drudzi tam nav nek&#x101;da sakara. Vi&#x146;am bija taisn&#x12B;ba: vajadz&#x113;ja dom&#x101;t par slim&#x12B;bas patieso izrais&#x12B;t&#x101;ju, jo epid&#x113;mija pras&#x12B;ja p&#x101;rlieku daudz upuru, un t&#x101;d&#x113;&#x13C; 1900. gada R&#x12B;du iec&#x113;la komisijas priek�gal&#x101;, kas dev&#x101;s uz Havannu, lai p&#x113;t&#x12B;tu epid&#x113;miju uz vietas. �Mums j&#x101;atrod epid&#x113;mijas izrais&#x12B;t&#x101;js!� T&#x101; nebija pav&#x113;le no aug�as, bet gan iek�&#x113;js aicin&#x101;jums, kuru nedr&#x12B;kst&#x113;ja neuzklaus&#x12B;t. K&#x101; jau sac&#x12B;ts, R&#x12B;du pavad&#x12B;ja D�eimss Kerols, kas ar&#x12B; bija bakteriologs, un paz&#x12B;stamais paraz&#x12B;tu speci&#x101;lists D�ess V. Lasears, k&#x101; ar&#x12B; patologs Agramonte.</p><p>Par Agramonti j&#x101;saka, ka vi&#x146;� �aj&#x101; komisij&#x101; bija vien&#x12B;gais kubietis. Vi&#x146;� dzimis 1869. gad&#x101; sav&#x101; laik&#x101; paz&#x12B;stam&#x101; nemiernieku &#x123;ener&#x101;&#x13C;a &#x123;imen&#x113;, kur� krita kauj&#x101; 1872. gad&#x101;. P&#x113;c tam &#x123;imene izce&#x13C;oja uz Zieme&#x13C;ameriku. &#x145;ujork&#x101; Arist&#x12B;ds stud&#x113;ja medic&#x12B;nu, k&#x13C;uva par doktoru, turpin&#x101;ja savu izgl&#x12B;t&#x12B;bu galvenok&#x101;rt patolo&#x123;ijas un bakteriolo&#x123;ijas nozar&#x113; un beidzot iest&#x101;j&#x101;s armij&#x101; par kara &#x101;rstu. Sp&#x101;&#x146;u un amerik&#x101;&#x146;u kara laik&#x101; atkl&#x101;j&#x101;s, ka vi&#x146;� ir labs bakteriologs. Iev&#x113;rojot vi&#x146;a izcel�anos, Agramonti nodarbin&#x101;ja Kub&#x101;, kur bija pla�as iesp&#x113;jas p&#x113;t&#x12B;t infekcijas slim&#x12B;bas. Pinar del Rio asto&#x146;simt v&#x12B;ru liel&#x101; garnizon&#x101; s&#x101;ka plos&#x12B;ties epid&#x113;mija, ko &#x101;rsti uzskat&#x12B;ja par smagu mal&#x101;rijas formu. Ta�u Agramonte apgalvoja, ka tas ir dzeltenais drudzis, t&#x101;d&#x113;j&#x101;di sastapdams p&#x101;r&#x113;jo &#x101;rstu dedz&#x12B;gu pretest&#x12B;bu. Bet vi&#x146;a priek�niekam iepatik&#x101;s noteikt&#x12B;ba, ar k&#x101;du &#x101;rsts aizst&#x101;v&#x113;ja savas domas, un vis&#x101;d&#x101; zi&#x146;&#x101; bija redzamas vi&#x146;a pas&#x101;kumu sekmes. Vi&#x146;� k&#x13C;uva par armijas laboratorijas vad&#x12B;t&#x101;ju, un, kad 1900. gada maij&#x101; tika organiz&#x113;ta komisija dzelten&#x101; drud�a apkaro�anai, Agramonte ietilpa t&#x101;s sast&#x101;v&#x101; k&#x101; patologs. Un t&#x101; visi �etri nu bija kop&#x101;, un c&#x12B;&#x146;a var&#x113;ja s&#x101;kties.</p><p>Vispirms t&#x101; tika uzs&#x101;kta Pinar del Rio pils&#x113;t&#x101;. Tur atrad&#x101;s armijas barakas, kur&#x101;s bija novietoti dzelten&#x101; drud�a slimnieki. Pavisam bija re&#x123;istr&#x113;ti 35. Vienpadsmit no tiem nomira. Turkl&#x101;t bija uzkr&#x12B;to�i, ka neviens no tur nodarbin&#x101;tajiem &#x101;rstiem un medic&#x12B;nas m&#x101;s&#x101;m, k&#x101; ar&#x12B; no tiem v&#x12B;riem, kas mazg&#x101;ja slimo un miru�o ve&#x13C;u, nesaslima, t&#x101;tad infekcijas p&#x101;rn&#x113;s&#x101;�ana kontakta ce&#x13C;&#x101; bija izsl&#x113;gta.</p><p>Tad notika sekojo�ais- 6. j&#x16B;nij&#x101; pils&#x113;tas cietum&#x101; ievietoja k&#x101;du v&#x12B;rieti un iesl&#x113;dza to vien&#x101; kamer&#x101; kop&#x101; ar asto&#x146;iem citiem. 12. j&#x16B;nij&#x101; � nedaudz dienu v&#x113;l&#x101;k vi&#x146;� saslima ar dzelteno drudzi un nomira, bet p&#x101;r&#x113;jie ieslodz&#x12B;tie nesaslima. Tagad bija skaidrs: kamer&#x101; vi&#x146;� infic&#x113;ties nevar&#x113;ja, jo t&#x101;d&#x101; gad&#x12B;jum&#x101; b&#x16B;tu saslimu�i ari p&#x101;r&#x113;jie. Infekcija nevar&#x113;ja rasties pa�&#x101; kamer&#x101;, ta�u bija iesp&#x113;jams, ka pa logu ielidojis ods un, iekozdams ieslodz&#x12B;tajam, infic&#x113;jis to ar dzelteno drudzi. Kad to p&#x101;rdom&#x101;ja, ar&#x12B; pie&#x146;&#x113;mums �&#x137;ita ticams: starp infekciju � iedom&#x101;jamo oda kodienu, ja tas patiesi slim&#x12B;bu p&#x101;rnesis, un slim&#x12B;bas s&#x101;kumu j&#x101;paiet vair&#x101;k&#x101;m dien&#x101;m.</p><p>Taj&#x101; laik&#x101; ierad&#x101;s Finlejs un nodeva Lasearam, kas komisij&#x101; bija paraz&#x12B;tu speci&#x101;lists, aploksni ar aizdom&#x12B;go odu oli&#x146;&#x101;m, kurus Finlejs d&#x113;v&#x113;ja par dzelten&#x101; drud�a odiem. Lai tiktu pie_skaidr&#x12B;bas, bija tikai viens ce&#x13C;� � eksperiments ar cilv&#x113;ku. &#x100;rsti sac&#x12B;ja, ka vajadz&#x113;tu pan&#x101;kt, lai dzelten&#x101; drud�a slimniekam iedzeltu vesels, neinfic&#x113;jies ods un, kad kukainis b&#x16B;s pies&#x16B;cies asi&#x146;u, to nos&#x113;din&#x101;t uz vesela cilv&#x113;ka &#x101;das un nenogaid&#x12B;t. Tas bija b&#x12B;stams eksperiments, jo mirst&#x12B;ba ar dzelteno drudzi sniedz&#x101;s l&#x12B;dz tr&#x12B;sdesmit, piecdesmit un pat septi&#x146;desmit procentiem, t&#x101; ka izredzes palikt dz&#x12B;vam nebija diez cik lielas. S&#x101;kum&#x101; neviens nebija ar mieru &#x13C;auties odu kodieniem, un t&#x101;d&#x113;&#x13C; komisijas locekli nol&#x113;ma izdar&#x12B;t eksperimentus ar sevi.</p><p>Pirmais ies&#x101;ka Lasears. S&#x12B; probl&#x113;ma vi&#x146;u bija nodarbin&#x101;jusi sen, bez tam uzskat&#x12B;ja, ka Lasearam ir liel&#x101;kas izredzes uz eksperimenta labv&#x113;l&#x12B;gu izn&#x101;kumu nek&#x101; p&#x101;r&#x113;jiem, jo vi&#x146;� visvair&#x101;k bija izdar&#x12B;jis dzelten&#x101; drud�a slimnieku sekcijas.</p><p>Un t&#x101; Lasears nos&#x113;din&#x101;ja uz rokas odu, kas pirms tam bija piez&#x12B;dies dzelten&#x101; drud�a slimnieka asi&#x146;u, un &#x13C;&#x101;va tam iedzelt. Rezult&#x101;ts bija l&#x12B;dz&#x12B;gs nullei. Toreiz v&#x113;l nebija zin&#x101;ms, ka nepiecie�ams noteikts laiks, lai v&#x12B;russ, kas izraisa dzelteno drudzi, att&#x12B;st&#x12B;tos oda &#x137;ermen&#x12B;. Lasearam ods bija pielikts p&#x101;r&#x101;k &#x101;tri, t&#x16B;li&#x146; p&#x113;c tam, kad tas bija iedz&#x113;lis dzelten&#x101; drud�a slimniekam. Tie�i t&#x101;p&#x113;c Lasears ar&#x12B; nesaslima. P&#x113;c nedaudz dien&#x101;m vi&#x146;� eksperimentu atk&#x101;rtoja ar tiem, kas pieteic&#x101;s br&#x12B;vpr&#x101;t&#x12B;gi, k&#x101; ar&#x12B; pats ar sevi. 1900. gada 13. septembr&#x12B;, kad &#x101;rsts str&#x101;d&#x101;ja Lasanimasa hospit&#x101;l&#x12B; Havann&#x101;, uz vi&#x146;a rokas nolaid&#x101;s ods, un Lasears ar nol&#x16B;ku to nedzina prom. Vi&#x146;� nemaz &#x12B;sti nezin&#x101;ja, vai tas bija viens no tiem b&#x12B;stamajiem odiem, kuriem vi&#x146;a uzman&#x12B;bu piev&#x113;rsa Finlejs, vai ar&#x12B; k&#x101;ds cits, ta�u Lasears mier&#x12B;gi &#x13C;&#x101;va tam iekost un nogaid&#x12B;ja. P&#x113;c piec&#x101;m dien&#x101;m Lasears jut&#x101;s slims un vi&#x146;u ievietoja hospit&#x101;l&#x12B;. Vakar&#x101; vi&#x146;u pirmo reizi krat&#x12B;ja drudzis, p&#x113;c div&#x101;m stund&#x101;m drudzis atk&#x101;rtoi&#x101;s no jauna. P&#x113;c tam temperat&#x16B;ra uzk&#x101;pa l&#x12B;dz 40 gr&#x101;diem. Kerols izmekl&#x113;ja vi&#x146;a asinis, cer&#x113;dams taj&#x101;s atrast mal&#x101;rijas paraz&#x12B;tus, bet neatrada, izmekl&#x113;ja v&#x113;lreiz un ar&#x12B; �oreiz neko neatrada. T&#x101; k&#x101; Kerols bija p&#x101;rliecin&#x101;ts, ka tas ir dzeltenais drudzis, vi&#x146;� lika Lasearu p&#x101;rvest uz izol&#x101;cijas baraku.</p><p>Lasears pats &#x13C;oti labi apzin&#x101;j&#x101;s savas slim&#x12B;bas nopietn&#x12B;bu. Vi&#x146;� nodeva Kerolam savas piez&#x12B;mes un dar&#x12B;ja zin&#x101;mu par dzelteno drudzi visu, ko v&#x113;l nebija paguvis pierakst&#x12B;t. Slim&#x12B;ba norisin&#x101;j&#x101;s &#x101;tri. V&#x113;l&#x101;k Kerols uzrakst&#x12B;ja par Laseara slim&#x12B;bu zi&#x146;ojumu, kur&#x101; bija teikts: �Nekad neaizmirs&#x12B;�u smagi slim&#x101; kol&#x113;&#x123;a r&#x16B;pju pilno acu izteiksmi, kad-tre�aj&#x101; vai ceturtaj&#x101; dien&#x101; redz&#x113;ju vi&#x146;u p&#x113;d&#x113;jo reizi. Diafragmas krampjain&#x101; sa�aurin&#x101;�an&#x101;s liecin&#x101;ja, ka gaid&#x101;ma izdaudzin&#x101;t&#x101; asins vem�ana, un slimais �os simptomus pazina p&#x101;r&#x101;k labi...� P&#x113;d&#x113;jais ieraksts slim&#x12B;bas v&#x113;stur&#x113; skan&#x113;ja: �M&#x16B;su kol&#x113;&#x123;is, par kuru m&#x113;s dzi&#x13C;i skumstam, nomira 25. septembra vakar&#x101;.�</p><p>Lasears nomira &#x13C;oti jauns, vi&#x146;am bija tikai 34 gadi, atst&#x101;dams divus b&#x113;rnus, no kuriem jaun&#x101;ko vi&#x146;� nekad netika redz&#x113;jis. Kerols sav&#x101; zi&#x146;ojum&#x101; velt&#x12B;ja Lasearam �&#x101;du nekrologu: �Vi&#x146;� labpr&#x101;t&#x12B;gi atdeva savu daudzsolo�o dz&#x12B;vi, lai t&#x16B;ksto�iem cilv&#x113;ku dienvidu zem&#x113;s nemirtu.�</p><p>Vi&#x146;a piemi&#x146;u god&#x101;ja sevi�&#x137;&#x101; veid&#x101;. Savienoto Valstu vald&#x12B;ba nosauca vi&#x146;a v&#x101;rd&#x101; krasta bateriju Baltimor&#x101;, bet, kad R&#x12B;ds nodibin&#x101;ja jaunu p&#x113;tniec&#x12B;bas baraku nometni, vi&#x146;� tai deva nosaukumu �Laseara kemps�, un �eit c&#x12B;&#x146;a pret dzelteno drudzi tika izc&#x12B;n&#x12B;ta l&#x12B;dz galam.</p><p>V&#x113;l pirms saslim�anas Lasears piedal&#x12B;j&#x101;s eksperiment&#x101;, kuru pats ar sevi izdar&#x12B;ja Kerols. Vasaras beig&#x101;s R&#x12B;d&#x101;m vajadz&#x113;ja atst&#x101;t dzelten&#x101; drud�a apkaro�anas staciju, lai Va�ington&#x101; nolas&#x12B;tu refer&#x101;tu par saviem darbiem. R&#x12B;ds bija noteicis darbus turpin&#x101;t, un Kerols, �is bra�ais kareivis, kur� tik v&#x113;lu bija beidzis medic&#x12B;nas studijas, t&#x16B;l&#x12B;t dev&#x101;s pie Laseara un nodeva sevi vi&#x146;a r&#x12B;c&#x12B;b&#x101;, lai var&#x113;tu izdar&#x12B;t eksperimentu. Kerols grib&#x113;ja, lai Laseara odi p&#x113;c tam, kad tie bija piez&#x12B;du�ies dzelten&#x101; drud�a slimnieka asi&#x146;u, vi&#x146;am iedzeltu.</p><p>Nav �aubu, ar&#x12B; Kerols bija cilv&#x113;ks, par kuru var&#x113;tu uzrakst&#x12B;t rom&#x101;nu. Vi&#x146;� bija tr&#x12B;s gadus jaun&#x101;ks par R&#x12B;du, dzimis Anglij&#x101;, piecpadsmit gadu vecum&#x101; aizbraucis uz Kan&#x101;du, kur str&#x101;d&#x101;ja par koku cirt&#x113;ju lielos me�os.</p><p>Divdesmit gadu vecum&#x101; vi&#x146;� iest&#x101;j&#x101;s Zieme&#x13C;amerikas armij&#x101;, protams, k&#x101; ierindas kareivis. Ta�u vi&#x146;a pulk&#x101; bija kara &#x101;rsts doktors Pilhers, kur� nojauta Kerola sp&#x113;jas. Pilhers lika jaunieti iedal&#x12B;t sav&#x101; pak&#x13C;aut&#x12B;b&#x101; un s&#x101;ka to apm&#x101;c&#x12B;t medic&#x12B;n&#x101;. 1886. gad&#x101; Kerols var&#x113;ja uzs&#x101;kt sistem&#x101;tiskas nodarb&#x12B;bas medic&#x12B;n&#x101; un beidzot k&#x13C;uva Baltimor&#x101; par &#x101;rstu. P&#x113;c tam vi&#x146;u � Kerols v&#x113;l aizvien bija kareivis � komand&#x113;ja uz kara akad&#x113;miju Va�ington&#x101;; tur vi&#x146;� iepazin&#x101;s ar savu priek�nieku doktoru R&#x12B;du, kuram bija redzama loma vi&#x146;a dz&#x12B;v&#x113;. P&#x113;c R&#x12B;da nor&#x101;d&#x12B;juma Kerolu ieskait&#x12B;ja komisij&#x101;, kas dev&#x101;s uz Kubu.</p><p>Eksperiments, kuram Kerols ieteica pats sevi, notika 27. august&#x101;. P&#x113;c da�&#x101;m dien&#x101;m vi&#x146;u ies&#x101;ka krat&#x12B;t diebu&#x13C;i un Lasears novietoja Kerolu dzelten&#x101; drud�a slimnieku pal&#x101;t&#x101;. Kerols bija smagi slims. Par dzelten&#x101; drud�a diagnozi nebija �aubu. Vair&#x101;kas dienas Kerola dz&#x12B;v&#x12B;bai draud&#x113;ja n&#x101;ves briesmas, tad vi&#x146;� atlaba, temperat&#x16B;ra nokrita, un nu Kerols bija atdots savai &#x123;imenei un zin&#x101;tnei.</p><p>Saglab&#x101;ju�&#x101;s da�as piez&#x12B;mes, kuras vi&#x146;� rakst&#x12B;jis savam �efam � galvenajam &#x101;rstam R&#x12B;d&#x101;m. Pirmaj&#x101;s dien&#x101;s p&#x113;c aizdom&#x12B;go odu kodieniem Kerols v&#x113;l nebija zaud&#x113;jis savu aso domu: �Ja odu teorij&#x101; ir kaut kas patiess, tad es esmu dab&#x16B;jis pamat&#x12B;gu dozu dzelten&#x101; drud�a.� P&#x113;c izvese&#x13C;o�an&#x101;s vi&#x146;� rakst&#x12B;ja: �No manas personisk&#x101;s pieredzes es varu silti ieteikt pirmaj&#x101; slim&#x12B;bas stadij&#x101; lielot &#x12B;slaic&#x12B;gas sinepju vannas k&#x101;j&#x101;m, k&#x101; to par der&#x12B;gu atzina jau Sternbergs un gandiiz visi cili dzelten&#x101; drud�a probl&#x113;mas p&#x113;tnieki. Man �&#x12B;s vannas pirmoreiz lika pielietotas tre�aj&#x101; slim&#x12B;bas dien&#x101;, un es nekad neaizmirs&#x12B;�u to iedarb&#x12B;bu.</p><p>Pusstundu p&#x113;c k&#x101;ju vannas, gul&#x113;dams zem smag&#x101;m, pel&#x113;k&#x101;m seg&#x101;m, es sajutu sp&#x113;jas s&#x101;pes un spazmas sirdi. Bija t&#x101;da saj&#x16B;ta, it k&#x101; sirds k&#x13C;&#x16B;tu arvien liel&#x101;ka un liel&#x101;ka un jau n&#x101;kam&#x101; mirkli, kad iest&#x101;sies atsl&#x101;bums, apst&#x101;sies pavisam. Par laimi, t&#x101;ds st&#x101;voklis neturpin&#x101;j&#x101;s ilgi. T&#x101; bija vien&#x12B;g&#x101; reize, kad es jutu, ka manai dz&#x12B;v&#x12B;bai draud briesmas.�</p><p>Kad atvese&#x13C;o�an&#x101;s period&#x101; Kerols ieskat&#x12B;j&#x101;s piez&#x12B;m&#x113;s, ko pati sav&#x101;m vajadz&#x12B;b&#x101;m rakst&#x12B;ja medic&#x12B;nas m&#x101;sa, kura labi pazina dzelteno drudzi, vi&#x146;� tur izlas&#x12B;ja sekojo�o: �Pacients apgalvo, ka vi&#x146;� saslimis no oda kodiena. Vi&#x146;�, ac&#x12B;m redzot, murgo.� Tas atbilda paties&#x12B;bai, jo Kerols murgos paliesi par to run&#x101;ja. V&#x113;l&#x101;k Kerols ar �o eksperimentu &#x13C;oti lepoj&#x101;s un st&#x101;st&#x12B;ja ikvienam, ka vi&#x146;� bijis pirmais, ar kuru eksperimenta ce&#x13C;&#x101; pier&#x101;d&#x12B;ts, ka ods var p&#x101;rn&#x113;s&#x101;t dzelteno drudzi. �Turkl&#x101;t m&#x101;j&#x101;s man bija sieva un pieci b&#x113;rni. Mans domu skr&#x113;jiens smag&#x101;s ki&#x12B;zes dien&#x101;s ir viegl&#x101;k p&#x101;rdz&#x12B;vojams nek&#x101; aprakst&#x101;ms.�</p><p>31. august&#x101;, tas ir taj&#x101; dien&#x101;, kad Kerolam bija j&#x101;liekas slim&#x12B;bas gult&#x101;, Lasears izdar&#x12B;ja v&#x113;l vienu eksperimentu ar kareivi, kas pats bija pieteicies. Ar&#x12B; vi&#x146;u sadz&#x113;la odi, kas bija pies&#x16B;ku�ies dzelten&#x101; drud�a slimnieku asi&#x146;u. �is cilv&#x113;ks saslima. kaut ar&#x12B; tikai viegla form&#x101;. Vi&#x146;� izvese&#x13C;oj&#x101;s &#x101;tr&#x101;k nek&#x101; Kerols.</p><p>Sekoja citi eksperimenti. Atrad&#x101;s ar&#x12B; br&#x12B;vpr&#x101;t&#x12B;gie, ta�u ne jau vi&#x146;i visi bija c&#x113;lu ide&#x101;lu mudin&#x101;ti. Da�i grib&#x113;ja par to sa&#x146;emt divsimt dol&#x101;rus. Ar&#x12B; k&#x101;da medic&#x12B;nas m&#x101;sa pieteic&#x101;s br&#x12B;vpr&#x101;t&#x12B;gi � vi&#x146;a, b&#x16B;dama gatava kalpot zin&#x101;tnei, k&#x13C;uva par t&#x101;s upuri.</p><p>Kubietis &#x101;rsts doktors Agramonte vad&#x12B;ja laboratoriju un bija komisijas pro�ektors. Vi&#x146;� izdar&#x12B;ja bakteriolo&#x123;iskas izmekl&#x113;�anas, k&#x101; ar&#x12B; sec&#x113;ja miru�os. Vi&#x146;� palika par komisijas locekli tik ilgi, kam&#x113;r R&#x12B;ds un Kerols str&#x101;d&#x101;ja Kub&#x101;. V&#x113;l&#x101;k Agramonte ie&#x146;&#x113;ma citus amatus un guva lielas sekmes epid&#x113;mijas apka-ro�c n&#x101; Kub&#x101;.</p><p>P&#x113;c R&#x12B;da atgrie�an&#x101;s no Va�ingtonas eksperimenti tika izdar&#x12B;ti sistem&#x101;tiski. J&#x101;piemin ar&#x12B; kareivis Kisingers, kur�, tikai 28</p><p>cildenu nodomu mudin&#x101;ts, pieteic&#x101;s eksperimentiem. Vi&#x146;� l&#x101;va vair&#x101;kk&#x101;rt iedzelt odiem, kas bija divas vai tr&#x12B;s ned&#x113;&#x13C;as iepriek� piez&#x12B;du�ies dzelten&#x101; drud�a slimnieku asi&#x146;u. P&#x113;c devi&#x146;arpus dien&#x101;m vi&#x146;� saslima.</p><p>N&#x101;ko�ais atkl&#x101;jums, ko izdar&#x12B;ja komisija, bija tas, ka injekcija ar svaig&#x101;m dzelten&#x101; drud�a slimnieka asin&#x12B;m ar&#x12B; izraisa slim&#x12B;bu. T&#x101;tad slimnieka asin&#x12B;s vajadz&#x113;ja atrasties dzelten&#x101; drud�a izrais&#x12B;t&#x101;jam vai ar&#x12B; �&#x12B; izrais&#x12B;t&#x101;ja indei.</p><p>Kad tas viss bija noskaidrots, R&#x12B;ds var&#x113;ja atgriezties Zieme&#x13C;amerik&#x101;. Vi&#x146;a uzdevums bija atrisin&#x101;ts, un R&#x12B;du cildin&#x101;ja k&#x101; varoni. P&#x113;c sava triumfa vi&#x146;� nenodz&#x12B;voja vairs ilgi. Kaut ar&#x12B; R&#x12B;d&#x101;m aprit&#x113;ja tikai 51 gads, vi&#x146;a vesel&#x12B;ba bija sadrag&#x101;ta. Rids vairs nesp&#x113;ja veikt nek&#x101;du gar&#x12B;gu darbu, lekciju las&#x12B;�ana vi&#x146;am p&#x101;rv&#x113;rt&#x101;s par moc&#x12B;b&#x101;m. T&#x101;d&#x113;&#x13C; ai&#x12B; saprotams, ka ruden&#x12B;, saslimis ar apendic&#x12B;tu, vi&#x146;� oper&#x101;ciju nep&#x101;rcieta un 1902. gada 22. novembr&#x12B; nomira. Ridu apglab&#x101;ja Va�ington&#x101; ar milit&#x101;ru godu.</p></section><section><title><p>MAL&#x100;RIJA</p></title><p>Ne tikai dzelten&#x101; drud�a, ar&#x12B; citu smagu infekcijas slim&#x12B;bu v&#x113;sture ir l&#x12B;dz&#x12B;ga dr&#x101;mai vai rom&#x101;nam ar daudz&#x101;m varon&#x12B;bas caurstr&#x101;vot&#x101;m noda&#x13C;&#x101;m. T&#x101;pat k&#x101; ar dzelteno drudzi, p&#x113;tnieku galven&#x101;s gr&#x16B;t&#x12B;bas bie�i vien sl&#x113;p&#x101;s apst&#x101;kli � atrast kukai&#x146;us, kas p&#x101;rn&#x113;s&#x101; slim&#x12B;bu un ir vainojami t&#x101;s t&#x101;l&#x101;k&#x101; izplat&#x12B;�an&#x101;. Turkl&#x101;t tr&#x16B;ka, k&#x101; tas pie&#x146;emts parastajos detekt&#x12B;vrom&#x101;nos, noziedznieka apcietin&#x101;�anas pav&#x113;les, nebija ne liecinieku liec&#x12B;bu, ne da�&#x101;du versiju un ar&#x12B; paz&#x12B;mju apraksta, nekas �eit nebija zin&#x101;ms, vajadz&#x113;ja izmantot katru vismaz&#x101;ko iesp&#x113;ju, kas apstiprin&#x101;tu varb&#x16B;t&#x113;j&#x101;s aizdomas, savilkt cie�&#x101;k loku ap vain&#x12B;go, l&#x12B;dz nok&#x13C;uva tikt&#x101;l, ka ar da�&#x101;du eksperimentu un pa�eksperimentu pal&#x12B;dz&#x12B;bu pier&#x101;d&#x12B;jumu &#x137;&#x113;di var&#x113;ja nosl&#x113;gt un sac&#x12B;t: �M&#x113;s to atrad&#x101;m.�</p><p>Mal&#x101;rijas rom&#x101;ns &#x101;rk&#x101;rt&#x12B;gi bag&#x101;ts ar aizraujo�iem momentiem. T&#x101; galvenie varo&#x146;i � anglis Ronalds Ross, kur� dien&#x113;ja Indij&#x101; par kara &#x101;rstu, un it&#x101;lietis D�ovanni Batista Grasi, kur� s&#x101;kum&#x101; stud&#x113;ja zoolo&#x123;iju, p&#x113;c tam medic&#x12B;nu un jo sevi�&#x137;i daudz nodarboj&#x101;s ar tropos visvair&#x101;k izplat&#x12B;t&#x101;s slim&#x12B;bas � mal&#x101;rijas jaut&#x101;jumu, kas tolaik un ar&#x12B; v&#x113;l&#x101;kos gados k&#x13C;uva par It&#x101;lijas svar&#x12B;g&#x101;ko vesel&#x12B;bas probl&#x113;mu. �ie divi � Gross un Grasi ir mal&#x101;rijas rom&#x101;na galvenie varo&#x146;i, ta�u l&#x12B;dz&#x101;s vi&#x146;iem var min&#x113;t ar&#x12B; vair&#x101;kus citus, kas dar&#x12B;ju�i daudz, lai izp&#x113;t&#x12B;tu �o slim&#x12B;bu un l&#x12B;dz ar to atrastu lidzekjus t&#x101;s izskau�anai.</p><p>J&#x101;piemin ar&#x12B; Alfonss Laverans, jo vi&#x146;� bija tas, kas mal&#x101;rijas slimnieku asin&#x12B;s konstat&#x113;ja pusm&#x113;nesim l&#x12B;dz&#x12B;gus veidojumus un apgalvoja, ka tie izraisa mal&#x101;riju. T&#x101;s bija visparast&#x101;k&#x101;s vien�&#x16B;nu s&#x12B;kb&#x16B;tnes ar n&#x16B;ji&#x146;veid&#x12B;giem izaugumiem, par kur&#x101;m taj&#x101; laik&#x101;, tas ir 1880. gad&#x101;, kad t&#x101;s tika atkl&#x101;tas, neviens nezin&#x101;ja, k&#x101;d&#x101; ce|&#x101; �&#x12B;s s&#x12B;kb&#x16B;tnes nok&#x13C;&#x16B;st cilv&#x113;ku un dz&#x12B;vnieku asin&#x12B;s. Tikai nedaudzi nojauta, ka �eit zin&#x101;ma loma odiem, ta�u �os min&#x113;jumus v&#x113;l neapstiprin&#x101;ja pier&#x101;d&#x12B;jumi, un t&#x101;d&#x113;&#x13C; ne visi tiem tic&#x113;ja. To galvenok&#x101;rt pier&#x101;d&#x12B;ja Ross, p&#x101;r&#x113;jo paveica Grasi.</p><p>Sie divi cilv&#x113;ki, kas peln&#x12B;ju�i lauru vainagu no pateic&#x12B;gajiem laikabiedriem un n&#x101;kam&#x101;m paaudz&#x113;m, bija neparasti at�&#x137;ir&#x12B;gi. Ross bija tr&#x12B;s gadus jaun&#x101;ks par Grasi, cilv&#x113;ks, kur&#x101; zin&#x101;tnieka godk&#x101;re apvienojas ar fant&#x101;zijas apvelt&#x12B;ta dzejnieka sp&#x113;j&#x101;m. S&#x101;kum&#x101; vi&#x146;a zin&#x101;tnisk&#x101; darb&#x12B;ba bija diezgan gausa, bet, kad mal&#x101;rijas probl&#x113;ma vi&#x146;u pa&#x146;&#x113;ma sav&#x101; var&#x101;, vi&#x146;� tur&#x113;j&#x101;s pie t&#x101;s s&#x12B;ksti, neraugoties uz daudzaj&#x101;m gr&#x16B;t&#x12B;b&#x101;m, ar kur&#x101;m vi&#x146;am sav&#x101; zin&#x101;tniskaj&#x101; darb&#x101; n&#x101;c&#x101;s sastapties. Vi&#x146;am palaim&#x113;j&#x101;s atrast labu draugu lieliskaj&#x101; mosk&#x12B;tu pazin&#x113;j&#x101; Patrik&#x101; Menson&#x101;, kur� bija par Rosu iev&#x113;rojami vec&#x101;ks. Mensons pal&#x12B;dz&#x113;ja Rosam darb&#x101; ne vien ar labiem padomiem, bet ar&#x12B; iedvesa p&#x101;rliec&#x12B;bu, kad vi&#x146;� pagura savos mekl&#x113;jumos.</p><p>Bez Mensona, protams, Ross neb&#x16B;tu guvis pan&#x101;kumus. Pieredzes vi&#x146;am bija maz, ar&#x12B; pamatzin&#x101;�anas bija p&#x101;r&#x101;k pietic&#x12B;gas.</p><p>Glu�i cit&#x101;ds bija it&#x101;lietis. Grasi bija lieliski bru&#x146;ojies ar zin&#x101;�an&#x101;m, jau no jaun&#x12B;bas dien&#x101;m nodarbojies ar zoolo&#x123;iju � ar t&#x101;rpiem, odiem un citiem bezmugurkaulniekiem, vi&#x146;� bija konsekvents zin&#x101;tnieks, kas nerakst&#x12B;ja ne dzejo&#x13C;us, ne ar&#x12B; rom&#x101;nus, mikroskop&#x113;�ana vi&#x146;u apmierin&#x101;ja piln&#x12B;gi. Un t&#x101;d&#x113;&#x13C; ar&#x12B; Grasi bija taisn&#x12B;ba, kad vi&#x146;� v&#x113;l&#x101;k par Rosu sac&#x12B;ja, ka tas atkl&#x101;jis vien&#x12B;gi putnu mal&#x101;rijas b&#x16B;t&#x12B;bu un izplat&#x12B;�an&#x101;s ce&#x13C;us un nevis to mal&#x101;riju, ar kuru slimo cilv&#x113;ki. P&#x113;d&#x113;jo paveica tie�i vi&#x146;� � Grasi. Un tom&#x113;r ar&#x12B; visiem p&#x101;r&#x113;jiem � tiem, kas raksta par mal&#x101;rijas p&#x113;tniekiem, b&#x16B;tu bijis pat&#x12B;kam&#x101;k, ja vi&#x146;i savus laurus b&#x16B;tu dal&#x12B;ju�i satic&#x12B;gi, nevis &#x12B;gn&#x101; nenov&#x12B;d&#x12B;b&#x101; &#x137;ildoju�ies par savu darbu noz&#x12B;m&#x12B;gumu.</p><p>Starp pirmajiem, kas nol&#x113;ma mal&#x101;riju izp&#x113;t&#x12B;t, eksperiment&#x113;jot ar sevi, bija Rosa asistents � jaunais &#x101;rsts Api ja. Vi&#x146;� izdar&#x12B;ja visparast&#x101;ko eksperimentu, &#x13C;audams sev iekost odam, kas tikko bija iez&#x12B;dis mal&#x101;rijas slimnieka asinis. Ta�u eksperiments nezin&#x101;mu iemeslu d&#x113;&#x13C; neizdev&#x101;s; iesp&#x113;jams, ka nebija vis&#x101; piln&#x12B;b&#x101; iev&#x113;roti eksperimentam nepiecie�amie noteikumi. Tas notika 1895. gad&#x101; Indij&#x101;, Sekundarabadas fort&#x101;, net&#x101;lu no Haidarabadas, kur Ross dien&#x113;ja.</p><p>P&#x113;c gada Grasi It&#x101;lij&#x101; atk&#x101;rtoja �o eksperimentu ar sevi. �aj&#x101; sakar&#x12B;b&#x101; vi&#x146;� rakst&#x12B;ja: �Kad uzs&#x101;ku mal&#x101;rijas p&#x113;t&#x12B;jumus, es uzskat&#x12B;ju, ka nepiecie�ams eksperiment&#x113;t ar cilv&#x113;ku. Tom&#x113;r es nesp&#x113;ju p&#x101;rvar&#x113;t savu iek�&#x113;jo protestu, ko no seniem laikiem un v&#x113;l l&#x12B;dz �ai dienai izraisa jebkur� eksperiments, kas eksperiment&#x113;jamam cilv&#x113;kam var nodar&#x12B;t &#x13C;aunumu. T&#x101;d&#x113;&#x13C; pirmo eksperimentu es nol&#x113;mu izdar&#x12B;t pats ar sevi.�</p><p>Grasi r&#x12B;koj&#x101;s �&#x101;di. K&#x101;d&#x101; 1896. gada septembra dien&#x101; vi&#x146;� Lokates Triulci mal&#x101;rijas hospit&#x101;&#x13C;a telp&#x101;s lika no&#x137;ert da�us odus. P&#x113;c tam vi&#x146;� odus aiznesa uz m&#x101;j&#x101;m, lai palaistu tos sav&#x101; gu&#x13C;amistab&#x101;. Grasi jau iepriek� bija veicis piesardz&#x12B;bas pas&#x101;kumus, lai odi nevar&#x113;tu iek&#x13C;&#x16B;t cit&#x101;s istab&#x101;s. Ta�u, neraugoties uz to, da�i odi lidoja ar&#x12B; vi&#x146;a gu&#x13C;amtelpai blakus eso�aj&#x101; istab&#x101;, kur uztur&#x113;j&#x101;s Grasi m&#x101;te un m&#x101;sa. Odi sadz&#x113;la Grasi un vi&#x146;a m&#x101;ti, ta�u abi palika veseli. Kad p&#x113;c k&#x101;da laika � 1898. gad&#x101; Grasi no jauna &#x137;&#x113;r&#x101;s pie l&#x12B;dz&#x12B;giem eksperimentiem, vi&#x146;� nol&#x113;ma tiem piesaist&#x12B;t personas, kas b&#x16B;tu ar mieru br&#x12B;vpr&#x101;t&#x12B;gi piedal&#x12B;ties eksperimentos, jo toreiz jau bija zin&#x101;ms, ka slim&#x12B;bu var nosl&#x101;p&#x113;t, ja vien savlaic&#x12B;gi uzs&#x101;k attiec&#x12B;go &#x101;rst&#x113;�anos. Sevi infic&#x113;t vi&#x146;� baid&#x12B;j&#x101;s vien&#x12B;gi t&#x101;d&#x113;&#x13C;, ka tas aizkav&#x113;tu vi&#x146;a turpm&#x101;kos p&#x113;t&#x12B;jumus.</p><p>Pirmais, kam izdev&#x101;s pan&#x101;kt mal&#x101;rijas p&#x101;rne�anu ar infic&#x113;tiem odiem eksperimenta ce&#x13C;&#x101;, bija Grasi skolnieks � profesors Amigo Bin j ami Bolo&#x146;&#x101;. 1908. gad&#x101; vi&#x146;� var&#x113;ja pier&#x101;d&#x12B;t, ka odi anofelesi, kas iepriek� piez&#x12B;du�ies mal&#x101;rijas slimnieka asi&#x146;u, sp&#x113;j infic&#x113;t veselus cilv&#x113;kus. Zin&#x101;ms ar&#x12B; slimnieka v&#x101;rds, kuru infic&#x113;ja eksperimenta ce&#x13C;&#x101;. Tas bija Zol&#x101;. L&#x12B;dz ar to Binjami cilv&#x113;ka mal&#x101;rijas p&#x113;tniec&#x12B;b&#x101; ieguva t&#x101;dus pa�us rezult&#x101;tus, k&#x101;dus ar neatlaid&#x12B;gu darbu izdev&#x101;s sasniegt Ronaldam Rosam, p&#x113;tot putnu mal&#x101;riju, kaut ar&#x12B; visa p&#x101;r&#x113;j&#x101; cilv&#x113;ku mal&#x101;rijas probl&#x113;mas p&#x113;t&#x12B;�ana saist&#x101;s ar Grasi v&#x101;rdu.</p><p>Ta�u tajos laikos izdar&#x12B;to eksperimentu rezult&#x101;ti l&#x12B;dz t&#x101;lo zemju &#x101;rstiem non&#x101;ca ar lielu nov&#x113;lo�anos, t&#x101;d&#x113;&#x13C; nav nek&#x101;ds br&#x12B;nums, ka, neraugoties uz jau sasniegtajiem rezult&#x101;tiem, v&#x113;l arvien tika izdar&#x12B;ti l&#x12B;dz&#x12B;gi eksperimenti, un daudzi &#x101;rsti &#x13C;&#x101;va sevi sakost mal&#x101;rijas odiem, lai ar �&#x101;du eksperimentu pal&#x12B;dz&#x12B;bu uzzin&#x101;tu par mal&#x101;riju paties&#x12B;bu. Ir zin&#x101;mi vair&#x101;ki &#x101;rsti, kuri izdar&#x12B;ju�i l&#x12B;dz&#x12B;gus eksperimentus un saslimu�i ar mal&#x101;riju.</p><p>No tiem, kuri, eksperiment&#x113;jot ar sevi, m&#x113;&#x123;in&#x101;ju�i atrisin&#x101;t mal&#x101;rijas probl&#x113;mu, &#x12B;pa�i j&#x101;min Pa triks Men sons, tas pats &#x101;rsts, par kuru jau iepriek� bija sac&#x12B;ts, ka vi&#x146;�, b&#x16B;dams mosk&#x12B;tu speci&#x101;lists, ar saviem padomiem un mor&#x101;lo atbalstu daudz pal&#x12B;dz&#x113;jis Ronaldam Rosam. Mensons dzimis Skotij&#x101; 1844. gad&#x101;. Jau skolas laik&#x101; vi&#x146;� interes&#x113;j&#x101;s par dz&#x12B;vnieku prepar&#x113;�anu. Reiz vi&#x146;� no�&#x101;va ka&#x137;i un p&#x113;c tam vec&#x101;ku m&#x101;jas b&#x113;ni&#x146;os to slepen&#x12B;b&#x101; prepar&#x113;ja, lai redz&#x113;tu, k&#x101; ier&#x12B;kots �&#x12B; dz&#x12B;vnieka �iek�&#x113;jais meh&#x101;nisms�. Sev par lielu p&#x101;rsteigumu vi&#x146;� tur atrada lentas t&#x101;rpu. �is atradums bija tik negaid&#x12B;ts, k&#x101; Mensons v&#x113;l&#x101;k izteic&#x101;s, ka k&#x13C;uva par prologu vi&#x146;a turpm&#x101;kiem eksperimentiem.</p><p>Ar tiem Mensons s&#x101;ka nodarboties tad, kad p&#x113;c br&#x101;&#x13C;a ieteikuma pie&#x146;&#x113;ma &#x101;rsta vietu &#x137;&#x12B;nie�u ostas muit&#x101; Taivanas sal&#x101;. &#x136;&#x12B;n&#x101; Mensons nostr&#x101;d&#x101;ja 23 gadus, k&#x13C;uva par iev&#x113;rojamu &#x101;rstu un zin&#x101;tnieku un �aj&#x101; ilgaj&#x101; laika posm&#x101; jo s&#x12B;ki iepazina tropu slim&#x12B;bas, iemantodams popularit&#x101;ti k&#x101; filariozu p&#x113;tnieks. Tai laik&#x101; &#x101;rstiem v&#x113;l nebija nekas zin&#x101;ms par diegvei-d&#x12B;giem t&#x101;rpiem � pla�o fil&#x101;riju dzimtu, kuri tropos m&#x101;jo cilv&#x113;ku un da�u dz&#x12B;vnieku asin&#x12B;s. K&#x101;du laiku fil&#x101;riju d&#x12B;g&#x13C;i parazit&#x113; asin&#x12B;s, bet p&#x113;c tam v&#x113;l neizveidoju�ies t&#x101;rpi&#x146;i izplat&#x101;s organism&#x101;, nodar&#x12B;dami tam daudz &#x13C;auna.</p><p>Tom&#x113;r jau bija zin&#x101;ms kaut kas par zilo&#x146;a slim&#x12B;bu jeb ele-fanti&#x101;zi, kad k&#x101;jas tik stipri piepampst, ka k&#x13C;&#x16B;st l&#x12B;dz&#x12B;gas zilo&#x146;a locek&#x13C;iem. Bija ar&#x12B; t&#x101;di slimnieki, kuriem t&#x101; uzbl&#x12B;da v&#x113;ders, ka slimnieks pats to var&#x113;ja izmantot galda viet&#x101;. T&#x101;pat bija paz&#x12B;stamas drausm&#x12B;gas k&#x101;ju slim&#x12B;bas, acu slim&#x12B;bas, kas noveda pie akluma � ta�u to, ka pie visa t&#x101; vainojami t&#x101;rpi, gan neviens nenojauta. Un vien&#x12B;gi Mensonam izdev&#x101;s to pier&#x101;d&#x12B;t ilgsto�u eksperimentu ce&#x13C;&#x101;, kas nereti bija saist&#x12B;ti ar dz&#x12B;v&#x12B;bas briesm&#x101;m.</p><p>Ja Mensonu reiz notvertu br&#x12B;d&#x12B;, kad vi&#x146;� izdar&#x12B;ja l&#x12B;&#x137;u sekciju, vai ar&#x12B; nakt&#x12B;, kad vi&#x146;� dev&#x101;s uz kapiem, lai no nesen miru�&#x101; k&#x101;jas izgrieztu gabalu, ko v&#x113;l&#x101;k m&#x101;j&#x101;s var&#x113;tu prepar&#x113;t un apl&#x16B;kot zem mikroskopa, tad Mensonam draud&#x113;tu &#x137;&#x12B;nie�u lin�u tiesa, neraugoties uz cie&#x146;u, k&#x101;du vi&#x146;� k&#x101; &#x101;rsts bija iemantojis. Miru�os &#x137;&#x12B;nie�i uzskat&#x12B;ja par sv&#x113;tiem, un, kad Mensons to pa�u izdar&#x12B;ja ar k&#x101;du putnu, piem&#x113;ram, kaut vai ar c&#x12B;ruli, vi&#x146;� atrad&#x101;s t&#x101;d&#x101;s pa�&#x101;s briesm&#x101;s. Jo, p&#x113;c vi&#x146;u p&#x101;rliec&#x12B;bas, �aj&#x101; putn&#x101; var&#x113;ja b&#x16B;t iem&#x101;jojusi k&#x101;da vi&#x146;iem d&#x101;rga aizg&#x101;j&#x113;ja dv&#x113;sele, kura tiktu smagi aizvainota. Ta�u nekas nesp&#x113;ja aizkav&#x113;t Patriku Mensonu turpin&#x101;t p&#x113;t&#x12B;jumus, kuros lielu pal&#x12B;dz&#x12B;bu vi&#x146;am sniedza br&#x101;lis. Pa triks Mensons atkl&#x101;ja, ka fil&#x101;rija, kas atrodas slim&#x101; asin&#x12B;s, beidzot nok&#x13C;&#x16B;st viss&#x12B;k&#x101;kajos asinsvados � kapil&#x101;ros, no kuriem savu izm&#x113;ru d&#x113;&#x13C; vairs nesp&#x113;j izk&#x13C;&#x16B;t. T&#x101;s v&#x113;l nav att&#x12B;st&#x12B;ju�&#x101;s par piln&#x12B;gi nobriedu�iem diegveida t&#x101;rpiem, un t&#x101;s pa grup&#x101;m ap&#x146;em maisveid&#x12B;gi apvalki. �&#x101;di maisi&#x146;i iestr&#x113;dz kapil&#x101;ros, bet v&#x113;l&#x101;k rodas lieli uzt&#x16B;kumi, kas p&#x101;rv&#x113;r� ekstremit&#x101;tes par bezveid&#x12B;giem stabiem vai ar&#x12B; rada v&#x113;derus � �galdus�, par kuriem jau st&#x101;st&#x12B;ts iepriek�. Mensons pat uzdro�in&#x101;j&#x101;s izdar&#x12B;t �&#x12B;m bezveida mas&#x101;m oper&#x101;ciju, t&#x101;d&#x113;j&#x101;di iemantodams iedz&#x12B;vot&#x101;ju dzi&#x13C;&#x101;ko pateic&#x12B;bu. Protams, vi&#x146;� cent&#x101;s izp&#x113;t&#x12B;t ar&#x12B; jaut&#x101;jumu, k&#x101; f Harij as nok&#x13C;&#x16B;st cilv&#x113;ka organism&#x101;, kas vi&#x146;as p&#x101;rn&#x113;s&#x101; un kas ir �o paraz&#x12B;tu starpsaimnieks. Jo kaut kam t&#x101;dam ta�u vajadz&#x113;ja b&#x16B;t.</p><p>�aj&#x101; zi&#x146;&#x101; Mensonam bija savi &#x12B;pa�i uzskati, un vi&#x146;� tos apstiprin&#x101;ja ar nov&#x113;rojumiem un konstat&#x113;jumiem. Ainoj&#x101;t kur</p><image l:href="#0"/><image l:href="#1"/><image l:href="#2"/><image l:href="#3"/><p>vi&#x146;� str&#x101;d&#x101;ja, ar �o slim&#x12B;bu sirga daudzi. Vismaz katrs desmitais bija slims. Mensons vienu un to pa�u slimnieku izmekl&#x113;ja dien&#x101; un ar&#x12B; nakt&#x12B;. Turkl&#x101;t vi&#x146;� konstat&#x113;ja, ka nakt&#x12B; slimnieka asin&#x12B;s bija nov&#x113;rojams daudz vair&#x101;k fil&#x101;riju nek&#x101; dien&#x101;. T&#x101;rpiem t&#x101;tad bija savs ritms, savs periodiskums. Izmekl&#x113;jot slimniekus, kuri nakt&#x12B; str&#x101;d&#x101;ja, bet dien&#x101; gul&#x113;ja, Mensons iev&#x113;roja, ka �aj&#x101; gad&#x12B;jum&#x101; periodiskums bija pret&#x113;js; fil&#x101;rijas piel&#x101;goj&#x101;s slimnieka dz&#x12B;ves ritmam. Ac&#x12B;m redzot, � dom&#x101;ja Mensons, � nakt&#x12B; organism&#x101; tiek izstr&#x101;d&#x101;tas vielas, kuras fil&#x101;ri-j&#x101;m pat&#x12B;kamas, � protams, var&#x113;ja sac&#x12B;t ar&#x12B; pret&#x113;jo, ka dien&#x101; musku&#x13C;u pastiprin&#x101;t&#x101; darba rezult&#x101;t&#x101; atbr&#x12B;vojas vielas, kas apgr&#x16B;tina fil&#x101;riju d&#x12B;g&#x13C;u kust&#x12B;bu pa asinsvadiem.</p><p>�eit t&#x16B;l&#x12B;t rad&#x101;s k&#x101;ds svar&#x12B;gs jaut&#x101;jums. D&#x12B;g&#x13C;i, kurus dzemd&#x113; fil&#x101;riju m&#x101;t&#x12B;te, nesp&#x113;j att&#x12B;st&#x12B;ties cilv&#x113;ku asin&#x12B;s. Pret&#x113;j&#x101; gad&#x12B;juma slimnieka organism&#x101; saviestos tik daudz paraz&#x12B;tu, ka tie, nesp&#x113;dami pat piln&#x12B;b&#x101; att&#x12B;st&#x12B;ties, glu�i vienk&#x101;r�i to sa&#x113;stu. T&#x101;rpu att&#x12B;st&#x12B;bai, � sac&#x12B;ja Mensons, � j&#x101;notiek k&#x101;d&#x101; cit&#x101; dz&#x12B;v&#x101; b&#x16B;tn&#x113;, visticam&#x101;k � k&#x101;d&#x101; kukain&#x12B;, un � te atkal jo sevi�&#x137;i n&#x101;c&#x101;s dom&#x101;t par odiem � ar&#x12B; &#x137;&#x12B;nie�i, kuri labi zin&#x101;ja, cik &#x13C;oti &#x13C;audis siltaj&#x101;s zem&#x113;s cie� no vis&#x101;da veida odiem un mosk&#x12B;tiem, bija t&#x101;d&#x101;s pa�&#x101;s dom&#x101;s.</p><p>Lai uzmin&#x113;tu �o m&#x12B;klu, Mensons izdar&#x12B;ja eksperimentus 1877. gada augusta dien&#x101;s. �o datumu der atcer&#x113;ties, lai redz&#x113;tu, cik &#x101;tri Mensons ieguva pareizu priek�statu. Protams, ar&#x12B; citi zin&#x101;tnieki str&#x101;d&#x101;ja pie �&#x12B;s probl&#x113;mas, k&#x101;, piem&#x113;ram, Timotijs R. Luiss, Jozefs Bankrofts un jau agr&#x101;k � Tomass Kobolds. Ta�u Mensons patiesi str&#x101;d&#x101;ja k&#x101; �&#x12B;s v&#x113;l neapg&#x16B;t&#x101;s zin&#x101;tnes nozares pionieris, un vi&#x146;a darb&#x12B;bu ar&#x12B; attiec&#x12B;gi nov&#x113;rt&#x113;ja.</p><p>Savus p&#x113;t&#x12B;jumus Mensons izdar&#x12B;ja ar &#x137;&#x12B;nieti, kura v&#x101;rds bija Huito. �is cilv&#x113;ks sirga ar filariozi, t&#x101;tad vi&#x146;a organism&#x101; m&#x101;joja �is briesm&#x12B;gais t&#x101;rps. Mensons nolika slimo gul&#x113;t zem mosk&#x12B;tu t&#x12B;kla un ielaida taj&#x101; zin&#x101;mu daudzumu dz&#x113;l&#x113;jodu. Tad vi&#x146;� �os mosk&#x12B;tus atkal no&#x137;&#x113;ra � ja vi&#x146;a teorija bija pareiza, tad mosk&#x12B;tiem vajadz&#x113;ja b&#x16B;t infic&#x113;tiem ar fil&#x101;rij&#x101;m. Tagad zin&#x101;tnieks cent&#x101;s p&#x113;c iesp&#x113;jas ilg&#x101;k saglab&#x101;t �os mosk&#x12B;tus dz&#x12B;vus, lai tajos eso�ie ied&#x12B;g&#x13C;i var&#x113;tu att&#x12B;st&#x12B;ties par pieaugu�iem t&#x101;rpiem. Tom&#x113;r, neraugoties uz vis&#x101;m p&#x16B;l&#x113;m, Mensons nevar&#x113;ja saglab&#x101;t tos dz&#x12B;vus ilg&#x101;k par piec&#x101;m dien&#x101;m. Pat p&#x113;c vis&#x101;m p&#x101;rdom&#x101;m zin&#x101;tnieks nek&#x101;di nevar&#x113;ja atrisin&#x101;t mosk&#x12B;tu baro�an&#x101;s probl&#x113;mu. Mosk&#x12B;tiem bija nepiecie�amas svaigas asinis, kuras gan vi&#x146;i pa�i sp&#x113;tu ieg&#x16B;t, bet kuras Mensons nevar&#x113;ja sag&#x101;d&#x101;t. Un mosk&#x12B;ti nobeidz&#x101;s.</p><p>Ta�u, kam&#x113;r vien tie bija dz&#x12B;vi, Mensons tos citu p&#x113;c cita prepar&#x113;ja: �odien vienu, r&#x12B;tdien otru, par&#x12B;t tre�o un t&#x101; t&#x101;l&#x101;k.</p><p>Mosk&#x12B;tu organism&#x101;, kur saska&#x146;&#x101; ar zin&#x101;tnisko pie&#x146;&#x113;mumu vajadz&#x113;ja atrasties fil&#x101;riju ied&#x12B;g&#x13C;iem, Mensonu, protams, pirmk&#x101;rt interes&#x113;ja ku&#x146;&#x123;is. Ku&#x146;&#x123;&#x12B; vi&#x146;� cer&#x113;ja atrast to, ko mekl&#x113;ja. Sec&#x113;�anai Mensons izmantoja rakst&#x101;mo spalvu � visnoder&#x12B;g&#x101;ko instrumentu �&#x101;dai oper&#x101;cijai.</p><p>Pieredze, ko Mensons ieguva, p&#x113;tot mosk&#x12B;tu ku&#x146;&#x123;i, un kur&#x101; vi&#x146;� v&#x113;l&#x101;k dal&#x12B;j&#x101;s ar Ronaldu Rosu, pamudin&#x101;ja p&#x113;d&#x113;jo izmantot �o metodi ar&#x12B; mal&#x101;rijas p&#x113;t&#x12B;�an&#x101;, kam v&#x113;l&#x101;k bija lieli pan&#x101;kumi. Veiksme neatst&#x101;ja ar&#x12B; Mensonu. Kad vi&#x146;� septi&#x146;as dienas ar spalvu bija sec&#x113;jis ku&#x146;&#x123;us mosk&#x12B;tiem, kas bija sa&#x137;erti &#x137;&#x12B;nie�u garnizona apkaim&#x113;, kur daudzi sirga ar filariozi, vi&#x146;� k&#x101;du dienu iev&#x113;roja, ka da�u embriju maisi&#x146;i � mosk&#x12B;tu ku&#x146;&#x123;&#x12B; to bie�i vien bija vair&#x101;ki simti � atveras un mazie t&#x101;rpu k&#x101;puri caur ku&#x146;&#x123;a sienu ce&#x13C;o uz oda kr&#x16B;�u muskulat&#x16B;ru, lai tur turpin&#x101;tu t&#x101;l&#x101;ko att&#x12B;st&#x12B;bu.</p><p>Mensona p&#x113;t&#x12B;jumos, protams, tas bija vesels atkl&#x101;jums, un zin&#x101;tnieks, iedvesmas sp&#x101;rnots, nol&#x113;ma piln&#x12B;gi noskaidrot fil&#x101;riju att&#x12B;st&#x12B;bas gaitu, turkl&#x101;t v&#x113;l j&#x101;&#x146;em v&#x113;r&#x101;, ka s&#x101;kum&#x101; Men-sonam bija k&#x13C;&#x16B;daini uzskati. Vi&#x146;� dom&#x101;ja, ka mosk&#x12B;ti nobeidzoties kr&#x12B;t &#x16B;den&#x12B; un cilv&#x113;ks, kas �o &#x16B;deni dz&#x113;ris, saslimst ar filariozi. Tas apst&#x101;klis, ka odi, uz kuriem krita aizdomas un, k&#x101; to izdev&#x101;s noskaidrot, kuri bija vainojami filariozes izrais&#x12B;�an&#x101;, &#x13C;oti labpr&#x101;t uztur&#x113;j&#x101;s purvainos apvidos, ilgu laiku pamudin&#x101;ja zin&#x101;tniekus dom&#x101;t, ka &#x16B;denim ir tie�s sakars ar epid&#x113;mijas ra�anos. S&#x101;kum&#x101; t&#x101;pat dom&#x101;ja ar&#x12B; par mal&#x101;riju un dzelteno drudzi, par filariozi un daudz&#x101;m cit&#x101;m slim&#x12B;b&#x101;m.</p><p>Protams, kad Mensons 1878. gada august&#x101; par �o atkl&#x101;jumu zi&#x146;oja saviem kol&#x113;&#x123;iem, vi&#x146;u uz&#x146;&#x113;ma skeptiski. Jau agr&#x101;k, kad Kobolds London&#x101; st&#x101;st&#x12B;ja par Mensona periodiskuma teoriju, k&#x101;ds ironiski iejaut&#x101;j&#x101;s: �Varb&#x16B;t �&#x12B;m fil&#x101;rij&#x101;m ir speci&#x101;ls pulkstenis, ka vi&#x146;as var noteikt, kad ir diena un kad nakts?� Ar&#x12B; zi&#x146;ojums, ko Mensons public&#x113;ja k&#x101;d&#x101; no Londonas zin&#x101;tniskajiem �urn&#x101;liem par atraduma rezult&#x101;tiem, kas tika ieg&#x16B;ti, uz�&#x137;&#x113;r�ot odu <emphasis>Culex faligans</emphasis> ku&#x146;&#x123;us, sastap&#x101;s ar netic&#x12B;bu. Kop� t&#x101; laika pag&#x101;jis daudz gadu un ar&#x12B; zin&#x101;tnisk&#x101; pasaule atzinusi, ka �is Mensona darbs uzskat&#x101;ms par �modern&#x101;s tropu medic&#x12B;nas st&#x16B;rakmeni�.</p><p>Mensons bija &#x13C;oti pietic&#x12B;gs cilv&#x113;ks. Vi&#x146;� par savu darbu vien&#x12B;gi sac&#x12B;ja: �Esmu sastapies ar svar&#x12B;gu faktu, kuram ir noteikta noz&#x12B;me cilv&#x113;ka slim&#x12B;bu p&#x113;tniec&#x12B;b&#x101;... &#x100;rsti prakti&#x137;i � t&#x101;di k&#x101; es var nodarboties ar p&#x113;t&#x12B;jumiem &#x13C;oti niec&#x12B;gos apm&#x113;ros, mazpamaz&#x101;m, jo m&#x16B;s kav&#x113; r&#x16B;pes par dieni�&#x137;o maizi.� Tur vi&#x146;am bija piln&#x12B;ga taisn&#x12B;ba; &#x426; &#x12B;pa�i, ja &#x146;em v&#x113;r&#x101; visas gr&#x16B;t&#x12B;bas, k&#x101;das toreiz st&#x101;v&#x113;ja l&#x12B;dz&#x12B;gu p&#x113;t&#x12B;jumu ce&#x13C;&#x101;, un sal&#x12B;dzina toreiz&#x113;j&#x101;s darba metodes ar m&#x16B;sdienu laboratorijas eksperimentu apst&#x101;k&#x13C;iem, var pien&#x101;c&#x12B;gi nov&#x113;rt&#x113;t tai laik&#x101; paveikto. Vi&#x146;� bija sava veida pionieris, kaut kas l&#x12B;dz&#x12B;gs pirmajiem izce&#x13C;ot&#x101;jiem Zieme&#x13C;amerik&#x101; vai ar&#x12B; citur.</p><p>Mensons atst&#x101;ja &#x136;&#x12B;nu k&#x101; cien&#x12B;jams un tur&#x12B;gs cilv&#x113;ks. Vi&#x146;� cer&#x113;ja, ka, atbr&#x12B;vojies no ikdienas r&#x16B;p&#x113;m, var&#x113;s Anglij&#x101; nodoties savai iem&#x12B;&#x13C;otai nodarb&#x12B;bai � tropu slim&#x12B;bu p&#x113;t&#x12B;�anai. Tom&#x113;r dr&#x12B;z vien Mensonam n&#x101;c&#x101;s vilties. Vi&#x146;a ietaup&#x12B;tai val&#x16B;tai � &#x137;&#x12B;nie�u dol&#x101;ram tik &#x13C;oti samazin&#x101;j&#x101;s v&#x113;rt&#x12B;ba, ka Mensonam London&#x101; atkal n&#x101;c&#x101;s nodarboties ar &#x101;rsta praksi. Ta�u, neraugoties uz jaunaj&#x101;m r&#x16B;p&#x113;m, Mensona interese par tropu slim&#x12B;bu p&#x113;t&#x12B;�anu nemazin&#x101;j&#x101;s. Mensons aizrakst&#x12B;ja daudziem &#x101;rstiem, kuri str&#x101;d&#x101;ja &#x100;zij&#x101; vai &#x100;frik&#x101;, un l&#x16B;dza vi&#x146;us ats&#x16B;t&#x12B;t priek�metstikli&#x146;us ar asins uztriep&#x113;m, lai var&#x113;tu tos izp&#x113;t&#x12B;t.</p><p>Savas m&#x101;jas b&#x113;ni&#x146;os Mensons bija ier&#x12B;kojis laboratoriju, un �eit, mekl&#x113;jot jaunus atkl&#x101;jumus, vi&#x146;u redz&#x113;ja p&#x101;rlieku�os p&#x101;r mikroskopu, apl&#x16B;kojot un sal&#x12B;dzinot, izdarot piez&#x12B;mes. Un kaut ko vi&#x146;� ar&#x12B; atrada. Vi&#x146;� atkl&#x101;ja da�u afrik&#x101;&#x146;u un azi&#x101;tu asin&#x12B;s tr&#x12B;s jaunas fil&#x101;riju sugas, kas parazit&#x113; cilv&#x113;k&#x101;. Vi&#x146;� izsekoja ar&#x12B; citu paraz&#x12B;tu att&#x12B;st&#x12B;bas gaitai, un katr&#x101; zi&#x146;&#x101; ir taisn&#x12B;ba tiem medic&#x12B;nas v&#x113;stures speci&#x101;listiem, kuri dom&#x101;, ka no Mensona jumtistabas s&#x101;kusi savu ce&#x13C;u Londonas tropu medic&#x12B;nas skola.</p><p>V&#x113;l svar&#x12B;g&#x101;ks notikums bija pa�a Mensona dz&#x12B;v&#x113;, kad vi&#x146;� 1892. gad&#x101; dab&#x16B;ja &#x101;rsta vietu Londonas j&#x16B;rnieku hospit&#x101;l&#x12B;. Tagad vi&#x146;am uz savu iem&#x12B;&#x13C;oto nodarb&#x12B;bu � tropu slim&#x12B;bu p&#x113;t&#x12B;�anu nebija vairs j&#x101;noraug&#x101;s no t&#x101;lienes. Vi&#x146;a r&#x12B;c&#x12B;b&#x101; bija da�&#x101;du slim&#x12B;bu kolekcija, jo �eit &#x101;rst&#x113;ja j&#x16B;rniekus, kuri no t&#x101;l&#x101;m zem&#x113;m ierad&#x101;s ang&#x13C;u ostas pils&#x113;t&#x101;s ar tropu slim&#x12B;b&#x101;m.</p><p>Te Mensons sastap&#x101;s ar&#x12B; ar mal&#x101;riju, ar kuru sasirgu�ie matro�i nok&#x13C;uva �aj&#x101; j&#x16B;rnieku hospit&#x101;l&#x12B;. Mensons ieraudz&#x12B;ja slimnieku asin&#x12B;s mal&#x101;rijas plazmodiju, ko jau pirms tr&#x12B;spadsmit gadiem bija atkl&#x101;jis asin&#x12B;s Laver&#x101;ns, un par&#x101;d&#x12B;ja to saviem kol&#x113;&#x123;iem. Vi&#x146;iem par to v&#x113;l nebija ne jausmas, jo zin&#x101;tniskie atkl&#x101;jumi toreiz izplat&#x12B;j&#x101;s daudz l&#x113;n&#x101;k nek&#x101; liel&#x101;s epid&#x113;mijas.</p><p>1894. gada decembra m&#x113;ne�a beig&#x101;s Mensonam �&#x137;ita, ka par mal&#x101;riju, plazmodija att&#x12B;st&#x12B;bu un starpsaimnieku viss ir zin&#x101;ms, un vi&#x146;� rakst&#x12B;ja: �Hipot&#x113;ze, kuru esmu uzdro�in&#x101;jies izvirz&#x12B;t, man liekas labi pamatota, un, ja vien at&#x13C;aus apst&#x101;k&#x13C;i, es dro�i var&#x113;�u ieg&#x16B;t tai p&#x101;rliecino�us eksperiment&#x101;lus pier&#x101;d&#x12B;jumus.�</p><p>Lai var&#x113;tu aizbraukt uz tropiem un pabeigt p&#x113;t&#x12B;jumu, ieg&#x16B;t p&#x113;d&#x113;jos pier&#x101;d&#x12B;jumus sava darba nosl&#x113;g�anai, Mensonam bija vajadz&#x12B;gs tr&#x12B;ssimt m&#x101;rci&#x146;u sterli&#x146;u. Ta�u nauda vi&#x146;am tika atteikta, bet l&#x16B;gums, kas bija adres&#x113;ts Karaliskai biedr&#x12B;bai, � noraid&#x12B;ts. Dro�i vien vi&#x146;� toreiz bija smagi v&#x12B;lies, ta�u saglab&#x101;ja savu augstsird&#x12B;go dabu. Mensons r&#x12B;koj&#x101;s t&#x101;, k&#x101; ne jau katrs vi&#x146;a viet&#x101; b&#x16B;tu r&#x12B;kojies. Visu, ko vien vi&#x146;� par mal&#x101;riju zin&#x101;ja un dom&#x101;ja, vi&#x146;� izkl&#x101;st&#x12B;ja jaunajam Ronaldam Rosam, kur� dz&#x12B;voja tropos un kuram bija iesp&#x113;ja p&#x113;t&#x12B;t uz vietas un izdar&#x12B;t eksperimentus, kas savuk&#x101;rt bija liegti Patrikam Mensonam, jo London&#x101; nebija t&#x101;du mosk&#x12B;tu, kuriem mal&#x101;rijas p&#x101;rn&#x113;s&#x101;�an&#x101; vi&#x146;� pie�&#x137;&#x12B;ra galveno lomu. Ir zin&#x101;ms, cik daudz Ross paveicis mal&#x101;rijas p&#x113;t&#x12B;�an&#x101;, par to vi&#x146;� ar&#x12B; sa&#x146;&#x113;ma Nobela pr&#x113;miju, t&#x101;pat ar&#x12B; zin&#x101;ms, cik daudz pateic&#x12B;bas vi&#x146;� ir par&#x101;d&#x101; Mensonam par padomiem.</p><p>Lai att&#x12B;st&#x12B;tu tropu medic&#x12B;nu, Mensons turpin&#x101;ja str&#x101;d&#x101;t m&#x101;j&#x101;s, un beidzot vi&#x146;am laim&#x113;j&#x101;s Karalisk&#x101;s medic&#x12B;nas biedr&#x12B;b&#x101; nodibin&#x101;t tropu medic&#x12B;nas sekciju, kuras m&#x113;r&#x137;is bija sagatavot &#x101;rstus �aj&#x101; specialit&#x101;t&#x113;. Toreiz vi&#x146;� teica savu aps&#x16B;dz&#x12B;bas runu, kas v&#x113;l&#x101;k k&#x13C;uva slavena un atg&#x101;din&#x101;ja Zemmel-veisa runu, kur&#x101; p&#x113;d&#x113;jais pirms daudziem gadiem bija v&#x113;rsies pret profesoriem un &#x101;rstiem aku�ieriem, redz&#x113;dams, ka tie vi&#x146;am lika �&#x137;&#x113;r�&#x13C;us c&#x12B;&#x146;&#x101; pret dzemd&#x12B;bu drudzi. Mensons toreiz sac&#x12B;ja: �Ikviens no jums, mani kungi, pats sevi pienaglos pie kauna staba, kad atcer&#x113;sies cilv&#x113;ku dz&#x12B;v&#x12B;bas, kuras vi&#x146;� var&#x113;ja gl&#x101;bt, bet negl&#x101;ba tikai t&#x101;p&#x113;c, ka nebija apguvis element&#x101;r&#x101;k&#x101;s zin&#x101;�anas tropu medic&#x12B;n&#x101;.�</p><p>Mensons iedvesmoja &#x101;rstus drosm&#x12B;giem eksperimentiem. Vair&#x101;ki jaut&#x101;jumi, kas bija saist&#x12B;ti ar mal&#x101;rijas p&#x113;t&#x12B;�anu, v&#x113;l nebija noskaidroti. T&#x101;d&#x113;&#x13C; ar&#x12B; vi&#x146;a d&#x113;ls � &#x101;rsts P a t r i &#x43A; s T. Mensons l&#x101;va sevi sadzelt odiem, kuri bija Rom&#x101; infic&#x113;ju�ies ar mal&#x101;riju. Jaunajam Mensonam toreiz bija 23 gadi. Odus vi&#x146;am sag&#x101;d&#x101;ja t&#x113;vs no Romas Sv&#x113;t&#x101; Gara hospit&#x101;&#x13C;a ar &#x101;rstu Bastanielli un Binjami pal&#x12B;dz&#x12B;bu.</p><p>. Taj&#x101; laik&#x101; t&#x101;du pa�u eksperimentu izdar&#x12B;ja ar&#x12B; v&#x113;l viens jauns &#x101;rsts. Abi jaunie &#x101;rsti nekad netika biju�i novados, kur plos&#x101;s mal&#x101;rija. Parastajam termi&#x146;am beidzoties, vi&#x146;i abi sasirga ar visparast&#x101;ko formu � terci&#x101;nu, ar kuru slimojot l&#x113;kmes atk&#x101;rtojas ik pa trim dien&#x101;m. Tai laik&#x101; jau bez k&#x101;da riska var&#x113;ja uz&#x146;emties �&#x101;du eksperimentu, jo hin&#x12B;ns k&#x13C;uva par dro�u l&#x12B;dzekli c&#x12B;&#x146;&#x101; pret svaigu mal&#x101;rijas formu.</p><p>Otram eksperimentam, kas tika izdar&#x12B;ts p&#x113;c Mensona ierosin&#x101;juma, vajadz&#x113;ja pier&#x101;d&#x12B;t ko citu. Tam bija j&#x101;apliecina, ka ar&#x12B; tajos apvidos, kur visbie�&#x101;k plos&#x101;s mal&#x101;rija, jebkur� cilv&#x113;ks, kas izsarg&#x101;jies no odu kodieniem, paliek vesels. Mensons nos&#x16B;t&#x12B;ja divus &#x101;rstus � Lovu un Sambonu, kuri v&#x113;l&#x101;k k&#x13C;uva par paz&#x12B;stamiem higi&#x113;nistiem, uz romie�u Kampa&#x146;u, t&#x101;tad visvair&#x101;k mal&#x101;rijas p&#x101;r&#x146;emto apvidu, un instru&#x113;ja vi&#x146;us, k&#x101; izsarg&#x101;ties no infic&#x113;�an&#x101;s. Lovs un Sambons apmet&#x101;s uz dz&#x12B;vi m&#x101;ji&#x146;&#x101;, kas bija absol&#x16B;ti dro�a pret odiem, un palika veseli. Ar �iem diviem klasiskajiem eksperimentiem bija pielikts punkts Mensona un p&#x101;r&#x113;jo mal&#x101;rijas p&#x113;tnieku atradumiem. V&#x113;l pav&#x113;r&#x101;s darbalauks vien&#x12B;gi &#x137;&#x12B;mijai, kas mekl&#x113;ja un ar&#x12B; atrada l&#x12B;dzek&#x13C;us, kuri bija daudz efekt&#x12B;v&#x101;ki nek&#x101; vecais p&#x101;rbaud&#x12B;tais hin&#x12B;ns, ko ieguva no hin&#x12B;na koka. Medic&#x12B;na praktiski jau bija mal&#x101;rijas probl&#x113;mu atrisin&#x101;jusi, tagad c&#x12B;&#x146;ai pret mal&#x101;riju bija nepiecie�ami organizatoriski pas&#x101;kumi, kas sp&#x113;tu padz&#x12B;t �o s&#x113;rgu pat no p&#x113;d&#x113;j&#x101;s pasl&#x113;ptuves un uzvar&#x113;tu to gal&#x12B;gi.</p><p>Praktiski bija paveikts viss, lai var&#x113;tu atrisin&#x101;t jaut&#x101;jumu, k&#x101; mal&#x101;riju apkarot un k&#x101; no t&#x101;s izsarg&#x101;ties. Ta�u, neraugoties uz to, ar&#x12B; v&#x113;l&#x101;k rad&#x101;s jaunas probl&#x113;mas, kas pras&#x12B;ja &#x101;rstu eksperimentus un pa�eksperimentus. Kad V&#x12B;nes psihiatrs V&#x101;gners-Jauregs progres&#x12B;v&#x101;s paral&#x12B;zes &#x101;rst&#x113;�an&#x101; ieteica m&#x101;ksl&#x12B;gi paaugstin&#x101;t&#x101;s temperat&#x16B;ras kursus un �im &#x101;rstniec&#x12B;bas veidam par piem&#x113;rot&#x101;ko atrada mal&#x101;rijas terapiju, par ko vi&#x146;am 1927. gad&#x101; pie�&#x137;&#x12B;ra Nobeja pr&#x113;miju, tad reiz&#x113;m gad&#x12B;j&#x101;s ar&#x12B; k&#x13C;&#x16B;mes, un, t&#x101; k&#x101; tas notika ar&#x12B; &#x101;rzemju kl&#x12B;nik&#x101;s, kas izrakst&#x12B;ja infic&#x113;tos odus no V&#x12B;nes, tad rad&#x101;s secin&#x101;jums, ka mal&#x101;rijas izrais&#x12B;t&#x101;ja nemit&#x12B;g&#x101; ce&#x13C;o�ana: ods � cilv&#x113;ks � ods � cilv&#x113;ks � ods � cilv&#x113;ks un t&#x101; t&#x101;l&#x101;k p&#x113;d&#x12B;gi tik &#x13C;oti nov&#x101;jina plazmodiju, ka tas p&#x101;rtrauc vairoties un nesp&#x113;j vairs izsaukt temperat&#x16B;ras paaugstin&#x101;�anos, kas �aj&#x101; &#x101;rstniec&#x12B;bas veid&#x101; bija galvenais. L&#x12B;dz ar to praktiski nevar&#x113;ja mal&#x101;rijas terapiju izmantot paral&#x12B;zes &#x101;rst&#x113;�an&#x101; un nevar&#x113;ja to pielietot varb&#x16B;t&#x113;jo centr&#x101;l&#x101;s nervu sist&#x113;mas trauc&#x113;jumu nov&#x113;r�an&#x101; p&#x113;c p&#x101;rciest&#x101; sifilisa, k&#x101; to bija ieteicis izcilais V&#x12B;nes dermatologs Jozefs Kirl&#x113;.</p><p>V&#x12B;nes neiropatologs Oto Kauders, kas v&#x113;l&#x101;k nomain&#x12B;ja kl&#x12B;nikas vad&#x12B;t&#x101;ju V&#x101;gneru-Jauregu, kop&#x12B;gi ar D�emmu Bar-zilai-Vivaldi, �o neveiksmju ietekm&#x113;ti, secin&#x101;ja, ka ar mal&#x101;riju m&#x101;ksl&#x12B;gi infic&#x113;tie pacienti nevar k&#x13C;&#x16B;t par slim&#x12B;bas izplat&#x12B;t&#x101;jiem dabisk&#x101; ce&#x13C;&#x101;, tas ir, ar odu starpniec&#x12B;bu, kuri �o slim&#x12B;bu izplata. Tas, protams, bija &#x101;rk&#x101;rt&#x12B;gi svar&#x12B;gs jaut&#x101;jums, jo no L&#x101; bija atkar&#x12B;ga progres&#x12B;v&#x101;s paral&#x12B;zes &#x101;rst&#x113;�ana ar mal&#x101;rijas terapiju</p><p>Lai p&#x101;rbaud&#x12B;tu V&#x12B;nes &#x101;rstu apgalvojumus, Hamburgas tropu medic&#x12B;nas instit&#x16B;ta profesors &#x112;rihs Martini � izcils zoologs, medi&#x137;is un mal&#x101;rijas probl&#x113;mas speci&#x101;lists � izdar&#x12B;ja da�us eksperimentus. Vi&#x146;� pas&#x16B;t&#x12B;ja V&#x12B;n&#x113; ar mal&#x101;riju infic&#x113;tus odus un izdar&#x12B;ja ar tiem paredz&#x113;tos eksperimentus, kuri, k&#x101; jau tika min&#x113;ts, nevar&#x113;ja izrais&#x12B;t lielu &#x13C;aunumu, jo ik br&#x12B;di, tikko par&#x101;d&#x12B;j&#x101;s slim&#x12B;bas pirm&#x101;s paz&#x12B;mes, bija iesp&#x113;jams mal&#x101;riju nosl&#x101;p&#x113;t.</p><p>Pa�&#x101; izm&#x113;&#x123;in&#x101;jumu karstum&#x101;, kad rezult&#x101;ti v&#x113;l nebija noskaidroti, Martini vajadz&#x113;ja no Hamburgas aizbraukt. Eksperimentus pabeigt vi&#x146;� uztic&#x113;ja savam asistentam. Eksperimentu metodika palika iepriek�&#x113;j&#x101;, �aj&#x101; laik&#x101; odi p&#x113;k�&#x146;i s&#x101;ka nobeigties un instit&#x16B;t&#x101;, protams, vald&#x12B;ja liels satraukums, jo V&#x12B;nes odi bija b&#x16B;tisks faktors �aj&#x101; eksperiment&#x101;. Odi nobeidz&#x101;s cits p&#x113;c cita, un p&#x113;c nedaudz dien&#x101;m palika tikai viens vien&#x12B;gs ods. Tad viena no Martini asistent&#x113;m � Gertr&#x16B;de Folmere, kas saprata, cik v&#x113;rt&#x12B;gs ir �is p&#x113;d&#x113;jais V&#x12B;nes ods, � nol&#x113;ma izdar&#x12B;t eksperimentu ar sevi. Vi&#x146;a nos&#x113;din&#x101;ja odu uz rokas, &#x13C;&#x101;va iedzelt un piez&#x12B;sties asi&#x146;u. P&#x113;c da�&#x101;m dien&#x101;m vi&#x146;ai s&#x101;k&#x101;s drudzis, pac&#x113;l&#x101;s temperat&#x16B;ra � mal&#x101;rija bija uzliesmojusi, un t&#x101;d&#x101; k&#x101;rt&#x101; tika pier&#x101;d&#x12B;ts, ka m&#x101;ksl&#x12B;g&#x101; ce&#x13C;&#x101; izsaukt&#x101; mal&#x101;rija saglab&#x101; savu infic&#x113;�anas sp&#x113;ku pat tai gad&#x12B;jum&#x101;, kad t&#x101; izstaig&#x101;jusi daudzu cilv&#x113;ku un odu organismus.</p><p>�im eksperimentam bija iz�&#x137;iro�a noz&#x12B;me Martini kl&#x12B;nik&#x101;. Kas attiecas uz �&#x12B;s asistentes r&#x12B;c&#x12B;bu, tad j&#x101;saka, ka t&#x101; bija br&#x12B;vas iniciat&#x12B;vas un atbild&#x12B;bas pilna dro�sird&#x12B;ba, kas taj&#x101; laik&#x101; ierosin&#x101;ja &#x137;eizarieni Mariju Ter&#x113;zi nodibin&#x101;t un nosaukt �&#x12B;s asistentes v&#x101;rd&#x101; Austrijas augst&#x101;ko milit&#x101;ro ordeni.</p><p>Tom&#x113;r v&#x113;l k&#x101;ds cits jaut&#x101;jums gaid&#x12B;ja atrisin&#x101;jumu. Ja ieko� ar mal&#x101;riju infic&#x113;ts ods anofeless, rodas mal&#x101;rija. Bet cik ilgs laiks paiet, kam&#x113;r slim&#x12B;ba uzliesmo, cik ilgs ir inkub&#x101;cijas periods? Da�&#x101;di nov&#x113;rojumi, p&#x113;t&#x12B;jumi un eksperimenti r&#x101;d&#x12B;ja, ka inkub&#x101;cijas perioda vid&#x113;jais ilgums ir 10 l&#x12B;dz 12 dienas, pie tam &#x12B;s&#x101;kais periods bija 7, bet visilg&#x101;kais � 23 dienas. Bet, kad m&#x101;ksl&#x12B;g&#x101; infic&#x113;�an&#x101;s ar mal&#x101;riju ie&#x146;&#x113;ma stabilu vietu psihiatrisko kl&#x12B;niku praks&#x113;, noskaidroj&#x101;s, ka �ie skait&#x13C;i nav prec&#x12B;zi, ka inkub&#x101;cijas perioda jaut&#x101;jums v&#x113;l pamat&#x12B;gi j&#x101;izp&#x113;t&#x12B;.</p><p>No ang&#x13C;u psihiatrisk&#x101;s slimn&#x12B;cas Horton&#x101; (pie Epsomas) pien&#x101;ca zi&#x146;ojums, ka kop�an&#x101; eso�o paral&#x12B;zes slimnieku &#x101;rst&#x113;�anai tiek izmantots speci&#x101;ls mal&#x101;rijas �tamms. Pot&#x113;�anas rezult&#x101;ti, kurus izdar&#x12B;ja laik&#x101; no 1925. gada j&#x16B;lija l&#x12B;dz oktobrim, gandr&#x12B;z visos gad&#x12B;jumos deva pozit&#x12B;vus rezult&#x101;tus, prec&#x12B;z&#x101;k: 98% no pot&#x113;to personu skaita saslima ar mal&#x101;riju. Ar&#x12B; ziemas m&#x113;ne�os, protams, tika izdar&#x12B;ti pot&#x113;jumi, ta�u �aj&#x101; laik&#x101; rezult&#x101;ti nebija 98%� bet gan tikai 28%. Turkl&#x101;t visos gad&#x12B;jumos pot&#x113;�anai izmantoja infic&#x113;tus odus. Daudz v&#x113;l&#x101;k k&#x13C;uva zin&#x101;ms, ka �etriem slimniekiem, kuriem paredz&#x113;taj&#x101; laik&#x101; pot&#x113;�ana nebija devusi pozit&#x12B;vus rezult&#x101;tus, mal&#x101;rijas l&#x113;kmes tom&#x113;r s&#x101;k&#x101;s, ta�u iev&#x113;rojami v&#x113;l&#x101;k, k&#x101;dus se�us vai pat septi&#x146;us m&#x113;ne�us p&#x113;c infic&#x113;t&#x101; oda kodiena.</p><p>Tad medi&#x137;i atcer&#x113;j&#x101;s, ka jau gadsimta s&#x101;kum&#x101; holandie�u &#x101;rsts P. S. Kortevegs bija teicis, ka mal&#x101;rija Viduseirop&#x101; un Zieme&#x13C;eirop&#x101; at�&#x137;iras no silto zemju mal&#x101;rijas un, ja k&#x101;ds ar mal&#x101;riju saslimst pavasar&#x12B;, tas noz&#x12B;m&#x113;, ka infic&#x113;�an&#x101;s notikusi jau ruden&#x12B;. Lai atrisin&#x101;tu �o jaut&#x101;jumu, kas rad&#x101;s ang&#x13C;u psihiatru zi&#x146;ojumu rezult&#x101;t&#x101;, un noskaidrotu, vai mal&#x101;rijas slimniekiem eksist&#x113; ieildzis inkub&#x101;cijas periods, 1928. gada beig&#x101;s vair&#x101;ki Amsterdamas tropu medic&#x12B;nas instit&#x16B;ta &#x101;rsti nol&#x113;ma izdar&#x12B;t eksperimentus pa�i ar sevi. Vi&#x146;u vid&#x16B; bija ar&#x12B; instit&#x16B;ta direktors Vilhelms Sifners. Ieguvis izgl&#x12B;t&#x12B;bu Leipcigas paraugskol&#x101;, Sifners tr&#x12B;sdesmit gadu vecum&#x101; dev&#x101;s uz Sumatru, lai pla�aj&#x101;s tabakas plant&#x101;cij&#x101;s &#x101;rst&#x113;tu str&#x101;dniekus. Tas, ko vi&#x146;� tur dar&#x12B;ja, t&#x101;lu p&#x101;rsniedza plant&#x101;cijas &#x101;rsta pien&#x101;kumus. Ilggad&#x12B;ga, saspringta darba rezult&#x101;t&#x101; vi&#x146;� plant&#x101;ciju �aj&#x101; zi&#x146;&#x101; padar&#x12B;ja par parauguz&#x146;&#x113;mumu un ieviesa plant&#x101;ciju higi&#x113;nu visp&#x101;r. Holandie�u Indij&#x101; un cit&#x101;s tropu zem&#x113;s vi&#x146;� cent&#x101;s pan&#x101;kt higi&#x113;nas noteikumu iev&#x113;ro�anu p&#x113;c izstr&#x101;d&#x101;t&#x101; parauga. Kad Sifners atgriez&#x101;s Eirop&#x101;, vi&#x146;� k&#x13C;uva par tropu higi&#x113;nas profesoru Amsterdam&#x101; un v&#x113;l&#x101;k par �&#x12B; instit&#x16B;ta direktoru.</p><p>Sumatr&#x101; reiz&#x113; ar cit&#x101;m probl&#x113;m&#x101;m vi&#x146;�, l&#x12B;dz&#x12B;gi Rosam, p&#x113;t&#x12B;ja mal&#x101;riju, proti, od&#x101; eso�&#x101; slim&#x12B;bas izrais&#x12B;t&#x101;ja att&#x12B;st&#x12B;bu. �aj&#x101; nol&#x16B;k&#x101; Sifners &#x13C;&#x101;va iedzelt odam, kas bija infic&#x113;ts ar tr&#x12B;sdienu mal&#x101;riju <emphasis>(malaria tertiana),</emphasis> un p&#x101;rcieta slim&#x12B;bu. 1928. gad&#x101; vi&#x146;� bija to &#x101;rstu pulk&#x101;, kuri, lai izp&#x113;t&#x12B;tu inkub&#x101;cijas perioda ilgumu, Amsterdamas tropu instit&#x16B;t&#x101; &#x13C;&#x101;va sevi sadzelt mal&#x101;rijas odiem.</p><p>To pa�u toreiz tur dar&#x12B;ja ar&#x12B; jau piemin&#x113;tais doktors Korte-vegs, kur� sen bija p&#x101;rliecin&#x101;ts par ieilgu�a inkub&#x101;cijas perioda esam&#x12B;bu.</p><p>�aj&#x101; pla�a v&#x113;riena eksperimentu s&#x113;rij&#x101; ar sevi eksperimentus izdar&#x12B;ja ar&#x12B; M. H. Sv&#x113;lengrebers de Gr&#x101;fs un N. Sv&#x113;lengrebers, kura v&#x101;rds bie�i tiek min&#x113;ts infekciju slim&#x12B;bu v&#x113;stur&#x113; sakar&#x101; ar vi&#x146;a nopelniem k&#x101; m&#x113;ra, t&#x101; ar&#x12B; mal&#x101;rijas p&#x113;t&#x12B;�an&#x101;. T&#x101;pat r&#x12B;koj&#x101;s ar&#x12B; Ferners A. de Bruks un &#x421;. E. de Moors. So eksperimentu rezult&#x101;ti r&#x101;d&#x12B;ja, ka ir iesp&#x113;jamas mal&#x101;rijas inkub&#x101;cijas perioda ieilgu�&#x101;s formas, un l&#x12B;dz ar to apstiprin&#x101;j&#x101;s ang&#x13C;u &#x101;rsta secin&#x101;jumu pareiz&#x12B;ba. Izr&#x101;d&#x12B;j&#x101;s, ka laiks, kas pag&#x101;ja starp oda kodienu un mal&#x101;rijas uzliesmojumu, bija septi&#x146;us l&#x12B;dz devi&#x146;us m&#x113;ne�us ilgs un. nevis desmit vai divpadsmit dienas, k&#x101; tas bija v&#x113;rojams tropos un It&#x101;lij&#x101;. T&#x101;s &#x12B;sten&#x12B;b&#x101; bija p&#x113;d&#x113;j&#x101;s mal&#x101;rijas probl&#x113;mas, kuru noskaidro�anai v&#x113;l bija nepiecie�ami eksperimenti un v&#x113;lreiz eksperimenti.</p></section><section><title><p><emphasis>MIEGS UN N&#x100;VE &#x100;FRIK&#x100;</emphasis></p></title><p>Kad Eiropas kolonizatori izstiepa rokas p&#x113;c_ �meln&#x101; kontinenta� un pak&#x101;penisk&#x101; sec&#x12B;b&#x101; s&#x101;ka apdz&#x12B;vot tos &#x100;frikas rajonus, kuri vi&#x146;iem �&#x137;ita noder&#x12B;gi, da&#x13C;a ar saviem pan&#x101;kumiem bija &#x13C;oti apmierin&#x101;ti, citi turpretim �&#x113;loj&#x101;s, ka izn&#x12B;ka liels skaits ragu-lopu un zirgu. Vi&#x146;i saskat&#x12B;ja savam uz&#x146;&#x113;mumam draudus ar&#x12B; tai apst&#x101;kl&#x12B;, ka apmira &#x13C;oti daudz n&#x113;&#x123;eru un t&#x101; rezult&#x101;t&#x101; bija izj&#x16B;tams darba roku tr&#x16B;kums. Visas �&#x12B;s cilv&#x113;ku un lopu slim&#x12B;bas nosauca ar vienu v&#x101;rdu � par afrik&#x101;&#x146;u drudzi � vai ar&#x12B; vainoja mal&#x101;riju, par kuru bija zin&#x101;ms, ka t&#x101; tropos norisin&#x101;s &#x13C;oti smagi. Tikai v&#x113;l&#x101;k noskaidroj&#x101;s, ka t&#x101; ir &#x12B;pa�a slim&#x12B;ba � &#x100;frikas miega slim&#x12B;ba, par kuru neviens nezin&#x101;ja, pie k&#x101;das slim&#x12B;bu grupas t&#x101; pieskait&#x101;ma.</p><p>Kad Laver&#x101;ns un vi&#x146;a l&#x12B;dzstr&#x101;dnieki p&#x113;t&#x12B;ja mal&#x101;riju, kad mal&#x101;rijas slimnieku asin&#x12B;s bija atrasts plazmodijs un pier&#x101;d&#x12B;ts, ka �is plazmodijs izsauc slimnieka temperat&#x16B;ras paaugstin&#x101;�anos, pats par sevi saprotams, tika izdar&#x12B;tas asins anal&#x12B;zes ari n&#x113;&#x123;eriem, kuri slimoja ar �o &#x100;frikas slim&#x12B;bu. Vajadz&#x113;ja uzzin&#x101;t, vai t&#x101; ir t&#x101; pati mal&#x101;rija, kas tika nov&#x113;rota romie�u Kampa&#x146;&#x101;, Holandes Indij&#x101; vai ar&#x12B; citur; pie �&#x12B; darba &#x137;&#x113;r&#x101;s jauns &#x101;rsts � k&#x101;da &#x137;&#x12B;mi&#x137;a d&#x113;ls D�ons Dutons, kur� guva iev&#x113;r&#x12B;bu jau studiju laik&#x101; un no Liverp&#x16B;les tropu instit&#x16B;ta tika nos&#x16B;t&#x12B;ts uz Rietum&#x101;friku, lai p&#x113;t&#x12B;tu tur uzliesmoju�&#x101;s slim&#x12B;bas. Vi&#x146;� ar&#x12B; atrada daudz jauna. Dutons izp&#x113;t&#x12B;ja mal&#x101;rijas p&#x101;rn&#x113;s&#x101;t&#x101;ju odu att&#x12B;st&#x12B;bu un vidi un p&#x113;c tam uzrakst&#x12B;ja &#x13C;oti s&#x12B;ku zi&#x146;ojumu par tropu filarioz&#x113;m, ar v&#x101;rdu sakot, ieguva �aj&#x101; ce&#x13C;ojum&#x101; t&#x101;dus rezult&#x101;tus, ar kuriem Anglij&#x101; var&#x113;ja b&#x16B;t apmierin&#x101;ti.</p><p>Ar vi&#x146;u bija tik &#x13C;oti apmierin&#x101;ti, ka n&#x101;kam&#x101; gada ruden&#x12B;, t&#x101;tad 1901. gad&#x101;, 27 gadus veco &#x101;rstu v&#x113;lreiz s&#x16B;t&#x12B;ja uz ang&#x13C;u koloniju Gambiju Rietum&#x101;frik&#x101;, lai vi&#x146;� tur iesaist&#x12B;tos ar miega slim&#x12B;bu saslimu�o n&#x113;&#x123;eru &#x101;rst&#x113;�an&#x101;. �oreiz vi&#x146;am izdev&#x101;s atrast kaut ko t&#x101;du, kam bija sevi�&#x137;i svar&#x12B;ga noz&#x12B;me �&#x12B;s tropu slim&#x12B;bas p&#x113;t&#x12B;�an&#x101;. K&#x101;du dienu viens no tur str&#x101;d&#x101;jo�iem &#x101;rstiem Dutonam par&#x101;d&#x12B;ja pacientu, kui�, p&#x113;c vi&#x146;a dom&#x101;m, slimoja ar filariozi. Dutons izmekl&#x113;ja �&#x12B; n&#x113;&#x123;era asinis un bija &#x13C;oti p&#x101;rsteigts, kad fil&#x101;riju d&#x12B;g&#x13C;u vai mal&#x101;rijas izrais&#x12B;t&#x101;ju viet&#x101; pacienta asin&#x12B;s ieraudz&#x12B;ja &#x13C;oti s&#x12B;kas b&#x16B;tnes, kas p&#x113;c sava izskata atg&#x101;din&#x101;ja spir&#x101;les vai �&#x16B;skas un tom&#x113;r, noraugoties uz niec&#x12B;gajiem izm&#x113;riem, bija daudz liel&#x101;kas par jebkuru bakt&#x113;riju. Tie bija vien�&#x16B;nu organismi no viss&#x12B;k&#x101;ko b&#x16B;t&#x146;u pasaules, uz kur&#x101;m jau k&#x101;dreiz v&#x113;rsa uzman&#x12B;bu Brj&#x16B;ss, kad vi&#x146;� izmekl&#x113;ja no m&#x12B;klain&#x101;s tropu dz&#x12B;vnieku s&#x113;rgas boj&#x101; g&#x101;ju�o dz&#x12B;vnieku asinis. �&#x12B;s s&#x12B;kb&#x16B;tnes Brj&#x16B;ss nosauca par tripanosom&#x101;m. Ta�u, ko ar �o atkl&#x101;jumu lai ies&#x101;k, vi&#x146;�, protams, nezin&#x101;ja. Vi&#x146;� nesaskat&#x12B;ja to sakar&#x12B;bu ar k&#x101;du zin&#x101;mu tropu slim&#x12B;bu, un t&#x101;d&#x113;&#x13C; vi&#x146;� t&#x101;m deva v&#x101;rdu atbilsto�i &#x123;eogr&#x101;fiskajam nosaukumam: <emphasis>Trypanosoma gambiense.</emphasis></p><p>Deivids Brj&#x16B;ss, kura v&#x101;rds tikko min&#x113;ts, laikam gan ir pats iev&#x113;rojam&#x101;kais ang&#x13C;u speci&#x101;lists tropu medic&#x12B;n&#x101;. Pag&#x101;ju�&#x101; gadsimta asto&#x146;desmitajos gados vi&#x146;� dien&#x113;ja Maltas sal&#x101; par armijas &#x101;rstu. Tur ilgus gadus plos&#x12B;j&#x101;s ar drudzi saist&#x12B;ta slim&#x12B;ba, kuru d&#x113;v&#x113;ja par Maltas drudzi, jo bija redzams, ka tas ir &#x12B;pa�a veida drudzis, kas pras&#x12B;ja ar&#x12B; cilv&#x113;ku dz&#x12B;v&#x12B;bas un ang&#x13C;u vald&#x12B;bai sag&#x101;d&#x101;ja ne mazumu r&#x16B;pju. T&#x101; k&#x101; l&#x12B;dz&#x101;s pr&#x101;vajiem izdevumiem, ko rad&#x12B;ja �&#x12B; slim&#x12B;ba, &#x13C;oti daudzi kareivji un matro�i, kas dien&#x113;ja Malt&#x101;, izg&#x101;ja no ierindas, tad Brjrisam, kam bija &#x101;rsta bakteriologa izgl&#x12B;t&#x12B;ba, tika uzdots p&#x113;t&#x12B;t Maltas drudzi. Vi&#x146;� guva lielus pan&#x101;kumus. Miru�o zarn&#x101;s, t&#x101;pat, izdarot liesas punkciju slimajiem kareivjiem, vi&#x146;u asin&#x12B;s Brj&#x16B;sam izdev&#x101;s atrast l&#x12B;dz �im v&#x113;l nepaz&#x12B;tas bakt&#x113;rijas, kuras, k&#x101; vi&#x146;� to p^.u&#x101;d&#x12B;ja ar eksperimentiem, kuriem izmantoja dz&#x12B;vniekus, hii-t Maltas drud�a izrais&#x12B;t&#x101;jas. P&#x113;rti&#x137;i, kuriem vi&#x146;� ievad&#x12B;ja as��h- �o kult&#x16B;ru, saslima, un slim&#x12B;bas simptomi bija glu�i l&#x12B;dz&#x12B;^'^ �aitas drudzim. Brj&#x16B;ss nosauca �&#x12B;s bakt&#x113;rijas par <emphasis>Micron 1' as melilensis;</emphasis> ta�u v&#x113;l&#x101;k par godu savam atkl&#x101;j&#x113;jam t&#x101;s j d&#x113;v&#x113;ja par brucell&#x101;m, un v&#x113;l v&#x113;l&#x101;k noskaidroj&#x101;s, ka �&#x12B;s bjucellas pieder pie &#x12B;pa�as &#x13C;oti s&#x12B;ku organismu dzimtas, kas sp&#x113;j izrais&#x12B;t slim&#x12B;bas ne vien Malt&#x101; vai Vidusj&#x16B;ras rajon&#x101;, bet ar&#x12B; cit&#x101;s-silt&#x101;s zem&#x113;s un pat novados ar v&#x113;s&#x101;ku klimatu. Tikai 1924. gad&#x101; izdev&#x101;s konstat&#x113;t pie �&#x12B;s grupas piedero�u slim&#x12B;bu, kas norisin&#x101;j&#x101;s ar drud�a l&#x113;km&#x113;m un ko nosauca par Banga slim&#x12B;bu. Gov&#x12B;m �&#x12B; slim&#x12B;ba izsauca priek�laic&#x12B;gu atne�anos, un t&#x101;s izrais&#x12B;t&#x101;ji, nok&#x13C;&#x16B;dami ar nev&#x101;r&#x12B;tu pienu cilv&#x113;ka organism&#x101;, rad&#x12B;ja min&#x113;to slim&#x12B;bas ainu. M&#x16B;su dien&#x101;s Banga slim&#x12B;bu, kas reiz&#x113;m uzliesmo ar&#x12B; Viduseirop&#x101;, paz&#x12B;st ikviens &#x101;rsts un ir ar&#x12B; zin&#x101;ms, ka t&#x101; pieskait&#x101;ma bru-celoz&#x113;m.</p><p>Atkl&#x101;jumiem, kurus Brj&#x16B;ss izdar&#x12B;ja Malt&#x101;, bez �aub&#x101;m bija liela noz&#x12B;me attiec&#x12B;b&#x101; uz Maltas drudzi, jo nu tie pal&#x12B;dz&#x113;ja izp&#x113;t&#x12B;t �&#x12B; drud�a izrais&#x12B;t&#x101;ju. Ta�u slim&#x12B;bas ce&#x13C;� v&#x113;l ar to netika atrasts. To iepaz&#x12B;t Brj&#x16B;sam izdev&#x101;s tikai nedaudz gadu v&#x113;l&#x101;k, kad vi&#x146;u no jauna s&#x16B;t&#x12B;ja uz Maltu. Toreiz &#x101;rsts piev&#x113;rsa uzman&#x12B;bu tam apst&#x101;klim, ka ar �o slim&#x12B;bu saslima vien&#x12B;gi zin&#x101;mas iedz&#x12B;vot&#x101;ju grupas, piem&#x113;ram, ieslodz&#x12B;tie cietum&#x101; ar �o slim&#x12B;bu neslimoja, un p&#x113;d&#x12B;gi vi&#x146;� non&#x101;ca pie secin&#x101;juma, ka �&#x12B;s slim&#x12B;bas izrais&#x12B;t&#x101;ji nok&#x13C;&#x16B;st cilv&#x113;ka organism&#x101; ar kazas pienu, pie tam pa�i dz&#x12B;vnieki paliek veseli. P&#x113;c �&#x12B; atkl&#x101;juma nen&#x101;c&#x101;s gr&#x16B;ti izdar&#x12B;t sekm&#x12B;gu uzbrukumu Maltas drudzim, un Maltas drud�a slimnieku skaits strauji samazin&#x101;j&#x101;s.</p><p>Da�us gadus pirms gadsimta beig&#x101;m Brj&#x16B;ss ierad&#x101;s Dien-vid&#x101;frik&#x101;, zulusu zem&#x113;, kur s&#x113;rga nagana izn&#x12B;cin&#x101;ja gan&#x101;mpulkus. Brj&#x16B;ss tur ierad&#x101;s kop&#x101; ar sievu, kura veica vi&#x146;a asistentes pien&#x101;kumus, un tur vi&#x146;� izdar&#x12B;ja lielo atkl&#x101;jumu � ka naganu, par kuru iedzimtie bija p&#x101;rliecin&#x101;ti, ka to p&#x101;rn&#x113;s&#x101; cec&#x113; mu�a, izraisa mikroorganismi, kurus v&#x113;l&#x101;k spir&#x101;lveid&#x12B;go formu d&#x113;&#x13C; nosauca par <emphasis>Trypanosoma br&#x16B;cei.</emphasis> Tika ar&#x12B; noskaidrots, k&#x101;da noz&#x12B;me ir cec&#x113; mu�&#x101;m (t&#x101;s zin&#x101;tniskais nosaukums ir <emphasis>Glossina morsitans)</emphasis> un savva&#x13C;as dz&#x12B;vniekiem pirmk&#x101;rt antilop&#x113;m, kuras ir �o slim&#x12B;bas izrais&#x12B;t&#x101;ju rezervu&#x101;rs.</p><p>P&#x113;c tam kad Brj&#x16B;ss bija da�us gadus nokalpojis Eirop&#x101;, vi&#x146;u atkal s&#x16B;t&#x12B;ja uz &#x100;friku, proti, uz Ugandu, kur bija j&#x101;atrisina nosl&#x113;pumain&#x101;s miega slim&#x12B;bas jaut&#x101;jums. �oreiz vi&#x146;am l&#x12B;dzi dev&#x101;s pieredz&#x113;ju�i l&#x12B;dzstr&#x101;dnieki � Nabarro, Greigs, Batemans, Makijs un, protams, ar&#x12B; sieva.</p><p>Tur, k&#x101; jau tika min&#x113;ts, Dutonam un koloniju &#x101;rstam Bei-keram, t&#x101;pat ar&#x12B; v&#x113;l k&#x101;dam citam &#x101;rstam florencietim Aldo Kas-telani izdev&#x101;s g&#x16B;t v&#x113;r&#x101; &#x146;emamus pan&#x101;kumus. Dutons atkl&#x101;ja Gambijas tripanosomu. Ta�u tas, kas &#x12B;sten&#x12B;b&#x101; bija �is vienk&#x101;r�ais vien�&#x16B;nu �dz&#x12B;vnieks�, vi&#x146;am t&#x101; ar&#x12B; palika nosl&#x113;pums. Vai tas bija tikai paraz&#x12B;ts, nekait&#x12B;gs paraz&#x12B;ts, kas m&#x101;jo cilv&#x113;ku asin&#x12B;s, jo tur bija vi&#x146;am nepiecie�amie eksistences apst&#x101;k&#x13C;i? Vai varb&#x16B;t kaut kas vair&#x101;k? Uz Dutona neatrisin&#x101;to jaut&#x101;jumu prata atbild&#x113;t Brj&#x16B;ss. Da�u n&#x113;d&#x113;&#x13C;u ilga uztur&#x113;�an&#x101;s Ugand&#x101; Brj&#x16B;sam pietika, lai prec&#x12B;zi noteiktu, ka cilv&#x113;ka miega slim&#x12B;bas specifiskais izrais&#x12B;t&#x101;js ir t&#x101; pati tripanosoma, ko pirmais atkl&#x101;ja Dutons. Kad Kastelani atgriez&#x101;s London&#x101;, vi&#x146;a ce&#x13C;asom&#x101; atrad&#x101;s Brj&#x16B;sa sarakst&#x12B;tais manuskripts, kura nosaukums bija �Tripanosomu noz&#x12B;me miega slim&#x12B;bas izrais&#x12B;�an&#x101;�. V&#x113;l&#x101;k radu�ies nepat&#x12B;kamie str&#x12B;di par to, kam pieder �&#x12B; atkl&#x101;juma priorit&#x101;te � Brj&#x16B;sam vai Kastelani, � ir &#x12B;pa�s jaut&#x101;jums. Par no�&#x113;lo�anu, t&#x101;di str&#x12B;di par priorit&#x101;ti nav nek&#x101;ds retums. Nav �aubu, ka galveno p&#x113;t&#x12B;jumu da&#x13C;u, kas noskaidroja, ka miega slim&#x12B;bas izrais&#x12B;t&#x101;js ir tripanosoma, paveicis Brj&#x16B;ss, ta�u ar&#x12B; Kastelani ir v&#x113;r&#x101; &#x146;emama l&#x12B;dzdal&#x12B;ba �aj&#x101; konstat&#x113;jum&#x101;.</p><p>Sers D�ons Kirks, kas, t&#x101;pat k&#x101; Kastelani, bija miega slim&#x12B;bas p&#x113;t&#x12B;�anas komitejas loceklis, uzskat&#x12B;ja, ka miega slim&#x12B;bas nosl&#x113;pumu atkl&#x101;jis Deivids Brj&#x16B;ss viens pats. S&#x12B; str&#x12B;da iz�&#x137;ir�anai pieaicin&#x101;t&#x101; Karalisk&#x101; medic&#x12B;nas biedr&#x12B;ba n&#x101;ca pie sl&#x113;dziena, ka �Brj&#x16B;sa izdar&#x12B;tie konstat&#x113;jumi ir prec&#x12B;zi un fakti labi att&#x113;loti, un Brj&#x16B;ss iztur&#x113;jies taisn&#x12B;gi pret to doktora Kastelani p&#x113;t&#x12B;jumu da&#x13C;u, ko vi&#x146;�, darbodamies komisij&#x101;, paveicis�.</p><p>T&#x101;tad miega slim&#x12B;bas izp&#x113;tes v&#x113;stur&#x113; Brj&#x16B;sam pieder vado�&#x101; loma. Ta�u ar&#x12B; vi&#x146;� piln&#x12B;b&#x101; nesp&#x113;ja izlauzties cauri t&#x101;s biezok&#x146;iem. Brj&#x16B;ss toreiz izvirz&#x12B;ja priek�likumu izn&#x12B;cin&#x101;t �aj&#x101; apvid&#x16B;-visas antilopes, jo, p&#x113;c vi&#x146;a dom&#x101;m, taj&#x101;s m&#x101;jo tripa-nosomas, un l&#x12B;dz ar to �ie dz&#x12B;vnieki ir miega slim&#x12B;bas galvenais rezervu&#x101;rs. Tom&#x113;r �im priek�likumam da�&#x101;du iemeslu d&#x113;&#x13C; t&#x16B;l&#x12B;t pretoj&#x101;s p&#x101;r&#x113;jie &#x100;frikas p&#x113;tnieki un speci&#x101;listi. V&#x113;l ta�u nebija noskaidrots jaut&#x101;jums, un tas bija pats galvenais jaut&#x101;jums, � vai patiesi dz&#x12B;vnieku cec&#x113; slim&#x12B;bai ir tas pats izrais&#x12B;t&#x101;js, kas cilv&#x113;ku miega slim&#x12B;bai un vai ar&#x12B; �&#x12B;s abas tripa-nosomas � v&#x113;l&#x101;k t&#x101;m pievienoj&#x101;s v&#x113;l tre�&#x101; � ir b&#x12B;stamas cilv&#x113;kiem. Tie�i no �&#x12B; svar&#x12B;g&#x101; jaut&#x101;juma atbildes bija atkar&#x12B;ga antilopu saglab&#x101;�ana &#x100;frik&#x101;. Klasisks pier&#x101;d&#x12B;jums tam, ka t&#x101; tripanosoma, kas izraisa liel&#x101;s lopu s&#x113;rgas, nav sp&#x113;j&#x12B;ga infic&#x113;t cilv&#x113;ku un ka t&#x101;tad nogana un miega slim&#x12B;bas nav identas, bija &#x101;rsta Tautes eksperimenti ar sevi.</p><p>Kara &#x101;rsts Maksis Taute 1912. gad&#x101; kop&#x101; ar savu priek�nieku doktoru Fridrihu K&#x101;rlu Kleinu tika s&#x16B;t&#x12B;ts uz &#x100;friku, lai tur p&#x113;t&#x12B;tu tropu s&#x113;rgas un jo sevi�&#x137;i miega slim&#x12B;bu. Eksperiments, ko Taute izdar&#x12B;ja pats ar sevi, protams, bija &#x13C;oti vienk&#x101;r�s, ta�u tas pras&#x12B;ja lielu drosmi un, bez �aub&#x101;m, ar&#x12B; varon&#x12B;bu. Vispirms Taute J&#x101;va sev iedzelt cec&#x113; mu�ai, kas noteikti bija infic&#x113;ta ar tripanosomu. Tagad t&#x101; nesa sev&#x12B; t&#x101;s tripanosomas, kas lopiem izrais&#x12B;ja naganu. Ja vi&#x146;� t&#x16B;li&#x146; saslims ar miega slim&#x12B;bu, tad � un t&#x101; ar&#x12B; bija �&#x12B; eksperimenta j&#x113;ga � b&#x16B;s pier&#x101;d&#x12B;ts, ka abas tripanosomas un t&#x101;tad ar&#x12B; na-gana un miega slim&#x12B;ba � praktiski ir identas. Dro�i vien �is eksperiments bija Tautem psihiski smags p&#x101;rbaud&#x12B;jums, jo vi&#x146;am n&#x101;c&#x101;s k&#x101;du laiku nogaid&#x12B;t, k&#x101; tripanosomas izturas vi&#x146;a asin&#x12B;s, un toreiz v&#x113;l nebija atrasts dro�ais miega slim&#x12B;bas pretl&#x12B;dzeklis Baiers 205, ko v&#x113;l&#x101;k nosauca par german&#x12B;nu. Germa-n&#x12B;ns tika atvasin&#x101;ts no tripanrota, kuru atrada Pauls Erlihs un sakar&#x101; ar t&#x101; iedarb&#x12B;bu uz tripanosomu nosauca �aj&#x101; v&#x101;rd&#x101;.</p><p>Tautem t&#x101;tad vajadz&#x113;ja nogaid&#x12B;t, vai vi&#x146;� saslims ar miega slim&#x12B;bu vai ne. Ta�u vi&#x146;� nesaslima. T&#x101;d&#x101; k&#x101;rt&#x101;, ja vien �eit tikai nebija ieviesusies k&#x101;da nejau�a k&#x13C;&#x16B;da, eksperiments pier&#x101;d&#x12B;ja, ka dz&#x12B;vnieku cec&#x113; slim&#x12B;bu un cilv&#x113;ka miega slim&#x12B;bu rada l&#x12B;dz&#x12B;gi, bet ne vieni un tie pa�i izrais&#x12B;t&#x101;ji, ka t&#x101;s t&#x101;tad ir divas at�&#x137;ir&#x12B;gas slim&#x12B;bas.</p><p>Savu eksperimentu Taute veica ar lielu zin&#x101;tnisku precizit&#x101;ti. Taj&#x101; laik&#x101; vi&#x146;� atrad&#x101;s Portug&#x101;les Austrum&#x101;frik&#x101;. Pirmo reizi Taute &#x13C;&#x101;va sev iekost ne maz&#x101;k k&#x101; 93 mu�&#x101;m, l&#x12B;dz ar to izsl&#x113;dzot iesp&#x113;ju, ka t&#x101;s var&#x113;tu b&#x16B;t t&#x101;das, kas nep&#x101;rn&#x113;s&#x101; slim&#x12B;bas d&#x12B;g&#x13C;us. Tad vi&#x146;� atk&#x101;rtoja eksperimentu ar cit&#x101;m 77 mu�&#x101;m, kuras t&#x101;pat p&#x101;rn&#x113;s&#x101;ja slim&#x12B;bas d&#x12B;g&#x13C;us. Lai p&#x101;rliecin&#x101;tos par sava pie&#x146;&#x113;muma pareiz&#x12B;bu, vi&#x146;� &#x13C;&#x101;va mu�&#x101;m sadzelt dz&#x12B;vniekus � p&#x113;rti&#x137;us, su&#x146;us, un �ie kontroldz&#x12B;vnieki t&#x16B;l&#x12B;t saslima ar cec&#x113; slim&#x12B;bu, kam&#x113;r Taute, k&#x101; jau tika sac&#x12B;ts, nesaslima.</p><p>Tom&#x113;r Tautem lik&#x101;s, ka ar �o eksperimentu nepietiek, lai dro�i apgalvotu, ka �&#x12B;s abas slim&#x12B;bas ir at�&#x137;ir&#x12B;gas. �Var iebilst,� vi&#x146;� sac&#x12B;ja, �ka da�&#x101;m no �&#x12B;m mu�&#x101;m bijis p&#x101;r&#x101;k maz tripanosomu, lai izrais&#x12B;tu infekciju cilv&#x113;k&#x101;.� Un, lai ar&#x12B; cik neiesp&#x113;jams var&#x113;ja b&#x16B;t t&#x101;ds iebildums, Taute grib&#x113;ja to atsp&#x113;kot. T&#x101;d&#x113;&#x13C; vi&#x146;� nol&#x113;ma sev injic&#x113;t ar naganu saslimu�a su&#x146;a asinis.</p><p>Vispirms vi&#x146;� noteica, cik tripanosomu aptuveni satur �&#x12B; su&#x146;a asinis. Skait&#x13C;i izr&#x101;d&#x12B;j&#x101;s milz&#x12B;gi. Vien&#x101; kubikmilimetr&#x101;, p&#x113;c vi&#x146;a apr&#x113;&#x137;ina, bija apm&#x113;ram 40 000, t&#x101;tad vien&#x101; kubikcentimetr&#x101; ap 40 miljonu tripanosomu, un, t&#x101; k&#x101; Taute injic&#x113;ja sev divus kubikcentimetrus su&#x146;a asi&#x146;u, vi&#x146;�, bez �aub&#x101;m, bija sev&#x12B; ievad&#x12B;jis t&#x101;du slim&#x12B;bas d&#x12B;g&#x13C;u daudzumu, ka tiem nekav&#x113;joties vajadz&#x113;ja izrais&#x12B;t slim&#x12B;bu, protams, ja vien �&#x12B; slim&#x12B;ba visp&#x101;r cilv&#x113;kam ir b&#x12B;stama. Ta�u Taute ar&#x12B; �oreiz nesaslima, kaut gan kontroldz&#x12B;vnieki saslima. Bez tam vi&#x146;� var&#x113;ja nodemonstr&#x113;t, ka cec&#x113; slim&#x12B;bas tripanosomas vi&#x146;a asin&#x12B;s dr&#x12B;z vien nobeidzas, kam&#x113;r dz&#x12B;vnieku asin&#x12B;s slim&#x12B;bas izrais&#x12B;t&#x101;ji &#x101;tri savairojas un izv&#x113;r� savus posto�os sp&#x113;kus. Kad divas ned&#x113;&#x13C;as p&#x113;c eksperimenta s&#x101;kuma Taute lika sev no&#x146;emt nedaudz asins, lai injic&#x113;tu t&#x101;s dz&#x12B;vniekiem, tie nesaslima, jo tripanosomas vi&#x146;a asin&#x12B;s bija jau nobeigu�&#x101;s.</p><p>Ta�u v&#x113;l aizvien da�s labs var&#x113;ja iebilst, ka eksperiments, kuru izdar&#x12B;ja ar vienu cilv&#x113;ku, nav pietiekams un uzskat&#x101;ms par pier&#x101;d&#x12B;tu tikai tad, ja tas l&#x12B;dz&#x12B;gos apst&#x101;k&#x13C;os past&#x101;v&#x12B;gi dod nemain&#x12B;gu rezult&#x101;tu, jo cilv&#x113;ku organismam pret infekcij&#x101;m iz&#x146;&#x113;muma k&#x101;rt&#x101; var b&#x16B;t iedzimta vai ieg&#x16B;ta imunit&#x101;te. �aj&#x101; gad&#x12B;jum&#x101; t&#x101; tas var&#x113;ja b&#x16B;t ar miega slim&#x12B;bu. �Dro�s paliek dro�s,� Taute sprieda, �nevajag samierin&#x101;ties ar vienu eksperimentu.� Un t&#x101;d&#x113;&#x13C; vi&#x146;� nol&#x113;ma eksperimentus turpin&#x101;t, tikl&#x12B;dz rad&#x12B;sies t&#x101;da iesp&#x113;ja. Pirm&#x101; pasaules kara laik&#x101; vi&#x146;� dien&#x113;ja Austrum&#x101;frik&#x101;, vispirms par kara sanit&#x101;r&#x101;rstu, p&#x113;c tam � par sanit&#x101;r&#x101; dienesta priek�nieku. Eksperiments, kuru Taute tagad izdar&#x12B;ja ar sevi, tika paveikts t&#x101;d&#x101; pa�&#x101; veid&#x101; k&#x101; iepriek�&#x113;jais. Ta�u v&#x113;l bez sevis vi&#x146;� izdar&#x12B;ja eksperimentu ar k&#x101;du citu eiropieti � kara veterin&#x101;r&#x101;rstu Frici Huberu un 129 n&#x113;&#x123;eriem, kam Taute injic&#x113;ja ar cec&#x113; slimojo�o dz&#x12B;vnieku asinis, kur&#x101;s vi&#x146;� bija atradis tripanosomas. Ar&#x12B; �ie cilv&#x113;ki, t&#x101;pat k&#x101; Taute pats, palika veseli, kam&#x113;r kontroldz&#x12B;vnieki, kuriem vi&#x146;� t&#x101;pat bija injic&#x113;jis �&#x12B;s asinis, saslima ar na-ganu.</p><p>So eksperimentu ar sevi Taute atk&#x101;rtoja vel daudzreiz, pavisam vi&#x146;� eksperimentu izdar&#x12B;ja 14 reizes ar sevi un aptuveni 150 reizes ar cit&#x101;m person&#x101;m, alla� ieg&#x16B;dams to pa�u negat&#x12B;vo rezult&#x101;tu un, iz&#x146;emot vienu vien&#x12B;gu gad&#x12B;jumu, nenodarot &#x13C;aunu cilv&#x113;ka vesel&#x12B;bai.</p><p>Sis vien&#x12B;gais iz&#x146;&#x113;mums bija pats Taute, kam, ac&#x12B;m redzot, kait&#x113;ja p&#x101;rlieku bie�i atk&#x101;rtot&#x101;s dz&#x12B;vnieku asi&#x146;u injekcijas, padar&#x12B;damas vi&#x146;u uz&#x146;&#x113;m&#x12B;gu pret slim&#x12B;b&#x101;m. Reiz pat par&#x101;d&#x12B;j&#x101;s b&#x12B;stami simptomi, ta�u Taute &#x101;tri vien atlaba un var&#x113;ja pabeigt savu refer&#x101;tu par izdar&#x12B;to eksperimentu rezult&#x101;tiem. Vi&#x146;� min&#x113;ja visus piem&#x113;rus, k&#x101;dus vien zin&#x101;tnieki piepras&#x12B;ja, un neviens vairs nevar&#x113;ja celt iebildumus.</p><p>Vai patiesi miega slim&#x12B;ba bija uzveikta? Tom&#x113;r �&#x137;ita, ka v&#x113;l kaut k&#x101; pietr&#x16B;kst, proti, � vajadz&#x113;ja p&#x101;rbaud&#x12B;t Tautes atkl&#x101;jumu no citas puses. Ang&#x13C;u &#x101;rsts J. F. Korsons, kuram bija uzdots sekot miega slim&#x12B;bas uzliesmojumiem Tanganji-kas teritorij&#x101; � agr&#x101;k t&#x101; bija v&#x101;cu kolonija Austrum&#x101;frik&#x101;, � ar&#x12B; uzskat&#x12B;ja par nepiecie�amu izdar&#x12B;t eksperimentu ar sevi. Jau agr&#x101;k, b&#x16B;dams &#x100;frik&#x101; par Kleines pavadoni, vi&#x146;� bija saslimis ar miega slim&#x12B;bu un izgl&#x101;bies, steidz&#x12B;gi uzs&#x101;kdams &#x101;rstniec&#x12B;bas kursu ar german&#x12B;nu. Kad Korsons nol&#x113;ma izdar&#x12B;t_eks-perimentu ar sevi, vi&#x146;� atk&#x101;rtoja visu t&#x101;pat k&#x101; Taute. &#x100;rsts &#x13C;&#x101;va sevi sadzelt cec&#x113; mu�&#x101;m, kuras, k&#x101; bija pier&#x101;d&#x12B;ts, p&#x101;rn&#x113;s&#x101;ja <emphasis>Trypanosoma br&#x16B;cei,</emphasis> un � nesaslima. T&#x101;pat norisin&#x101;j&#x101;s eksperiments ar v&#x113;l vienu eiropieti. L&#x12B;dz ar to t&#x101;tad Tautes izteikumi bija apstiprin&#x101;ju�ies.</p><p>Korsons grib&#x113;ja v&#x113;l kaut ko noskaidrot. K&#x101; jau sac&#x12B;ts, bija atrastas div&#x113;j&#x101;das tripanosomas: vienas � t&#x101;s sauc&#x101;s Brj&#x16B;sa v&#x101;rd&#x101;, k&#x101; ar&#x12B; Trypanosoma <emphasis>gambiens&#x113;,</emphasis> un bija pier&#x101;d&#x12B;ts, ka �&#x12B;s vienas izraisa cec&#x113; slim&#x12B;bu tikai dz&#x12B;vniekiem, kam&#x113;r miega slim&#x12B;bu cilv&#x113;kiem izraisa otra veida tripanosomas � t&#x101;s, kuras atkl&#x101;ja Dutons un kuras nosauca par <emphasis>Trypanosoma gambiense. </emphasis>Tagad, starp citu, bija atrasta v&#x113;l tre�&#x101; tripanosoma. 1910. gad&#x101; iev&#x113;rojamais paraz&#x12B;tologs Harolds &#x412;. Fan tarns kop&#x12B;gi ar D�onu Viljamsu Stefensu � &#x13C;oti sp&#x113;j&#x12B;gu Liverp&#x16B;les tropu medic&#x12B;nas instit&#x16B;ta locekli � ar miega slim&#x12B;bu sirgsto�u n&#x113;&#x123;eru asin&#x12B;s atrada tripanosomu, kas izskat&#x12B;j&#x101;s cit&#x101;da nek&#x101; l&#x12B;dz �im redz&#x113;t&#x101;s, un, t&#x101; k&#x101; tas notika Dienvid&#x101;frik&#x101;, Rod&#x113;zij&#x101;, vi&#x146;� t&#x101;s nosauca par <emphasis>Trypanosoma rhodesiense.</emphasis> K&#x101;da noz&#x12B;me �ai tripanosomai bija miega slim&#x12B;bas gait&#x101;, neviens nezin&#x101;ja, un, neveltot �im atkl&#x101;jumam sevi�&#x137;u v&#x113;r&#x12B;bu, to glu�i vienk&#x101;r�i pie&#x146;&#x113;ma zin&#x101;�anai.</p><p>Kad Korsons Dienvid&#x101;frik&#x101; bija pabeidzis eksperiment&#x113;t ar sevi, vi&#x146;� piev&#x113;rs&#x101;s tre�&#x101;s tripanosomas probl&#x113;mai. Turkl&#x101;t vi&#x146;a darba metodes bija �&#x101;das: no slimajiem, kuru asin&#x12B;s bija konstat&#x113;ta <emphasis>Trypanosoma rhodesiense,</emphasis> vi&#x146;� no&#x146;&#x113;ma nedaudz asi&#x146;u un injic&#x113;ja t&#x101;s dz&#x12B;vniekiem, kuri var&#x113;ja b&#x16B;t uz&#x146;&#x113;m&#x12B;gi pret �&#x101;d&#x101;m tripanosom&#x101;m; t&#x101;di dz&#x12B;vnieki bija aitas, kazas, j&#x16B;ras c&#x16B;ci&#x146;as un �urkas. Korsons grib&#x113;ja noskaidrot, vai tripanosomas p&#x113;c pas&#x101;�as caur vair&#x101;ku dz&#x12B;vnieku organismu nezaud&#x113; savas infic&#x113;�anas sp&#x113;jas. T&#x101;d&#x113;&#x13C; vi&#x146;� uzlaida kontroles dz&#x12B;vniekiem cec&#x113; mu�as, kas, glu�i dabiski, k&#x101;ri s&#x16B;ca asinis. Tad vi&#x146;� &#x13C;&#x101;va, lai vi&#x146;am �&#x12B;s mu�as ieko�. Tas nerad&#x12B;ja nek&#x101;du efektu. Nu &#x101;rsts s&#x101;ka r&#x12B;koties noteikt&#x101;k. Vi&#x146;� pa&#x146;&#x113;ma nedaudz asi&#x146;u no j&#x16B;ras c&#x16B;ci&#x146;as, kas bija infic&#x113;ta ar <emphasis>Trypanosoma rhodesiense, </emphasis>un injic&#x113;ja t&#x101;s sev rok&#x101; zem &#x101;das. Jau n&#x101;kam&#x101; dien&#x101; injekcijas viet&#x101; par&#x101;d&#x12B;j&#x101;s sarkans plankums. Tas dr&#x12B;z vien izzuda, bet tad par&#x101;d&#x12B;j&#x101;s no jauna, ies&#x101;k&#x101;s ar&#x12B; drudzis. Ned&#x113;&#x13C;u p&#x113;c eksperimenta s&#x101;kuma vi&#x146;a asin&#x12B;s un audu �&#x137;idrum&#x101; ap injekcijas vietu var&#x113;ja atrast tripanosomas, un, kad no saslimu�&#x101; &#x101;rsta asin&#x12B;m nedaudz injic&#x113;ja dz&#x12B;vniekiem, tie visi saslima. T&#x101; k&#x101; nebija �aubu, ka Korsons infic&#x113;jies ar miega slim&#x12B;bas izrais&#x12B;t&#x101;ju, vi&#x146;u s&#x101;ka ener&#x123;iski &#x101;rst&#x113;t ar german&#x12B;nu; rezult&#x101;t&#x101; slim&#x12B;ba atk&#x101;p&#x101;s un Korsons izvese&#x13C;oj&#x101;s.</p><p>Vi&#x146;a eksperiments, kura b&#x12B;stam&#x12B;bu ir gr&#x16B;ti nov&#x113;rt&#x113;t, &#x13C;&#x101;va noskaidrot divus apst&#x101;k&#x13C;us: pirmk&#x101;rt, tika konstat&#x113;ts, ka tripa-nosomas ce&#x13C;ojums cauri dz&#x12B;vnieku organismam nemazina t&#x101;s in-fekcioz&#x101;s sp&#x113;jas, otrk&#x101;rt � t&#x101;pat k&#x101; Gambij&#x101;, ar&#x12B; Rod&#x113;zij&#x101; atrast&#x101; tripanosoma ir b&#x12B;stama cilv&#x113;kiem. T&#x101;s vienu no otras �&#x137;&#x12B;ra vien&#x12B;gi maza �rasu da�&#x101;d&#x12B;ba�.</p><p>Raugoties no zin&#x101;tnes viedok&#x13C;a, m&#x16B;su dien&#x101;s miega slim&#x12B;bas probl&#x113;ma ir atrisin&#x101;ta vis&#x101; piln&#x12B;b&#x101;; atrasts �&#x12B;s tropisk&#x101;s s&#x113;rgas izrais&#x12B;t&#x101;js � <emphasis>Trypanosoma gambiense,</emphasis> tad slim&#x12B;bas vidut&#x101;js � mu�a <emphasis>Glossina palpalis</emphasis> un, beidzot, &#x101;rstniec&#x12B;bas l&#x12B;dzeklis^�german&#x12B;ns. T&#x101;tad zin&#x101;tne ir dar&#x12B;jusi visu, lai likvid&#x113;tu &#x100;frikas miega slim&#x12B;bu.</p><p>Ja to v&#x113;l nav izdevies realiz&#x113;t vis&#x101; piln&#x12B;b&#x101; un &#x100;frik&#x101; v&#x113;l arvien gan&#x101;mpulkos nov&#x113;roti �&#x12B;s slim&#x12B;bas uzliesmojumi, tad vainojami tikai da�i &#x101;r&#x113;ji apst&#x101;k&#x13C;i. Ta�u ar&#x12B; tie tuv&#x101;kaj&#x101; n&#x101;kotn&#x113; tiks nov&#x113;rsti. Par to nav j&#x101;�aub&#x101;s.</p></section><section><title><p><strong>UTIS � NAVES NES&#x112;JAS</strong></p></title><p>Nav nepiecie�ams �eit izkl&#x101;st&#x12B;t visu izsitumu t&#x12B;fa v&#x113;sturi. To var atrast cit&#x101;s gr&#x101;mat&#x101;s. T&#x101;pat nav nepiecie�ams citu aiz citas atainot atsevi�&#x137;as f&#x101;zes, c&#x12B;&#x146;a pret �o briesm&#x12B;go slim&#x12B;bu p&#x113;d&#x12B;gi noveda pie uzvaras, maz&#x101;kais, pie atzinuma, ka �o slim&#x12B;bu � izplata niec&#x12B;gas dz&#x12B;vas b&#x16B;tnes � riketsijas, par kur&#x101;m bija gr&#x16B;ti spriest, vai t&#x101;s ir bakt&#x113;rijas vai v&#x12B;rusi, un ka cilv&#x113;kiem �o slim&#x12B;bu p&#x101;rn&#x113;s&#x101; vien&#x12B;gi dr&#x113;bju uts. T&#x101;pat ar&#x12B; nav vajadz&#x12B;bas s&#x12B;ki izkl&#x101;st&#x12B;t par tiem neskait&#x101;majiem upuriem, kurus �&#x12B; s&#x113;rga pras&#x12B;ja gadsimtu gait&#x101;; tikai pirm&#x101; pasaules kara laik&#x101; vien g&#x101;ja boj&#x101; veselas karag&#x16B;stek&#x146;u nometnes, un toreiz un n&#x101;kamajos kara un nemieru gados no �&#x12B;s slim&#x12B;bas mira vair&#x101;ki miljoni cilv&#x113;ku. Ta�u �aj&#x101; tra&#x123;&#x113;dij&#x101; noteikti ir ar&#x12B; &#x101;rstu varon&#x12B;bas piln&#x101;s lappuses, kuri izdar&#x12B;ja eksperimentus ar sevi, lai izp&#x113;t&#x12B;tu �o slim&#x12B;bu, ko ies&#x101;kum&#x101; uzskat&#x12B;ja par vienu no t&#x12B;fa veidiem, un l&#x12B;dz ar to atrastu ce&#x13C;us, k&#x101; uzs&#x101;kt ci&#x146;u pret izsitumu t&#x12B;fu.</p><p>V&#x113;l pirms tam, kad infekciju slim&#x12B;bu p&#x113;t&#x12B;�an&#x101; s&#x101;ka lietot prec&#x12B;zas zin&#x101;tniskas metodes, krievu &#x101;rsts I. Mo�utkovskis Odes&#x101; izdar&#x12B;ja eksperimentu ar sevi, p&#x113;t&#x12B;dams izsitumu t&#x12B;fu. Tas notika devi&#x146;padsmit&#x101; gadsimta septi&#x146;desmitajos gados. Mo�utkovskis grib&#x113;ja noskaidrot, vai patiesi, k&#x101; vi&#x146;� atzina, izsitumu t&#x12B;fa slimnieka asinis sp&#x113;j izrais&#x12B;t slim&#x12B;bu vesel&#x101; cilv&#x113;k&#x101;. T&#x101;d&#x113;&#x13C; vi&#x146;� pa&#x146;&#x113;ma nedaudz asi&#x146;u no k&#x101;da slimnieka, iegrieza sev &#x101;d&#x101; un ievad&#x12B;ja �aj&#x101; viet&#x101; slim&#x101; asinis. �ai pot&#x113;�anai nebija nek&#x101;da rezult&#x101;ta. Ta�u Mo�utkovskim nebija p&#x101;rliec&#x12B;bas, ka vi&#x146;a teorija b&#x16B;tu nepareiza. T&#x101;d&#x113;&#x13C; vi&#x146;� savu eksperimentu atk&#x101;rtoja un ar&#x12B; �oreiz nesaslima. Piecas reizes vi&#x146;� atk&#x101;rtoja eksperimentu, ta�u rezult&#x101;ts alla� bija negat&#x12B;vs, tom&#x113;r &#x101;rsts no sav&#x101;m dom&#x101;m neatk&#x101;p&#x101;s un turpin&#x101;ja eksperimentus ar sevi. Un, patiesi, sest&#x101; reize izr&#x101;d&#x12B;j&#x101;s veiksm&#x12B;ga. Septi&#x146;padsmit dienas p&#x113;c �&#x12B; eksperimenta vi&#x146;am rad&#x101;s karstumi, drudzis, del&#x12B;rijs, t&#x101;tad smagi simptomi, un divas ned&#x113;&#x13C;as p&#x113;c slim&#x12B;bas iest&#x101;�an&#x101;s uz &#x101;das par&#x101;d&#x12B;j&#x101;s izsitumi, kas bija rakstur&#x12B;gi izsitumu t&#x12B;fam.</p><p>P&#x113;c da�&#x101;m ned&#x113;&#x13C;&#x101;m, kuru laik&#x101; Mo�utkovskis atrad&#x101;s starp dz&#x12B;v&#x12B;bu un n&#x101;vi, slim&#x12B;bas paz&#x12B;mes k&#x13C;uva maz&#x101;k j&#x16B;tamas, un beidzot vi&#x146;� izvese&#x13C;oj&#x101;s. Vien&#x12B;gi sirds, kas �&#x12B;s infekcijas indes liel&#x101;s p&#x101;rslodzes d&#x113;&#x13C; bie�i streikoja, bija cietusi un lika to man&#x12B;t v&#x113;l gadiem ilgi.</p><p>Fran�u bakteriologs Saris Nikols izdar&#x12B;ja iev&#x113;r&#x12B;bas cien&#x12B;gu eksperimentu ar sevi. �is zin&#x101;tnieks bija &#x13C;oti daudz nodarbojies ar izsitumu t&#x12B;fa probl&#x113;m&#x101;m, un, pateicoties vi&#x146;am, p&#x113;d&#x12B;gi izdev&#x101;s noskaidrot, ka dr&#x113;bju utis p&#x101;rn&#x113;s&#x101; izsitumu t&#x12B;fu. Par �o atkl&#x101;jumu Nikolam 1928. gad&#x101; pie�&#x137;&#x12B;ra Nobe&#x13C;a pr&#x113;miju. Vi&#x146;a eksperiments ar sevi norisin&#x101;j&#x101;s �&#x101;di: 1916. gad&#x101; vi&#x146;� no&#x146;&#x113;ma k&#x101;dam smagi slimam izsitumu t&#x12B;fa slimniekam nedaud� asi&#x146;u, &#x13C;&#x101;va t&#x101;m sarec&#x113;t un injic&#x113;ja sev mazliet no sarec&#x113;ju�&#x101;s masas atdal&#x12B;ju�os asi&#x146;u seruma. �is eksperiments sekas nerad&#x12B;ja. Turpret&#x12B; k&#x101;ds krievu &#x101;rsts, kur� p&#x113;c k&#x101;da laika Krievijas dienvidu front&#x113; �o eksperimentu atk&#x101;rtoja nedaudz cit&#x101;d&#x101; veid&#x101;, smagi saslima. �is &#x101;rsts � doktors I. A�e�ovs vispirms sev ie�&#x13C;ircin&#x101;ja ^piecus kubikcentimetrus asins seruma, kas bija ieg&#x16B;ts no izsitumu t&#x12B;fa slimnieka. Vi&#x146;� to dar&#x12B;ja profilaktisk&#x101; nol&#x16B;k&#x101; k&#x101; sava veida pot&#x113;jumu, lai izsarg&#x101;tos no smag&#x101;s slim&#x12B;bas formas, izdarot galveno eksperimentu. Tad A�e�ovs tr&#x12B;s ned&#x113;&#x13C;as nogaid&#x12B;ja. P&#x113;c �&#x12B; laika spr&#x12B;�a &#x101;rsts injic&#x113;ja sev vienu kubikcentimetru svaigu pacienta asi&#x146;u. A�e�ovs zin&#x101;ja, ka �aj&#x101; kubikcentimetr&#x101; asi&#x146;u j&#x101;b&#x16B;t slim&#x12B;bas izrais&#x12B;t&#x101;jiem, kuri s&#x101;ks att&#x12B;st&#x12B;ties un vairoties tai gad&#x12B;jum&#x101;, ja savlaic&#x12B;gi ievad&#x12B;t&#x101; asins seruma injekcija tos nenov&#x101;jin&#x101;s, ta�u atbilde uz �o jaut&#x101;jumu vi&#x146;u ar&#x12B; tie�i interes&#x113;ja.</p><p>P&#x113;c trim ned&#x113;&#x13C;&#x101;m vi&#x146;� saslima tik smagi, ka bija iemesls ba�&#x12B;ties par vi&#x146;a dz&#x12B;v&#x12B;bu. Ta�u ar laiku vi&#x146;� tom&#x113;r atlaba. Vi&#x146;a kol&#x113;&#x123;i bija tais dom&#x101;s, ka A�e�ovs tik smagi saslimis t&#x101;d&#x113;&#x13C;, ka ar vienu kubikcentimetru izsitumu t&#x12B;fa slimnieka asi&#x146;u vi&#x146;� injic&#x113;jis sev p&#x101;r&#x101;k daudz slim&#x12B;bas izrais&#x12B;t&#x101;ju. Ta�u bija zin&#x101;ms, ka pat tas nelielais riketsiju daudzums, ko cilv&#x113;kam pieg&#x101;d&#x101; dr&#x113;bju uts, ir piln&#x12B;gi pietiekams, lai izrais&#x12B;tu smagu un nereti n&#x101;v&#x113;jo�u slim&#x12B;bu, un t&#x101;d&#x113;&#x13C; �&#x101;di pie&#x146;&#x113;mumi nebija &#x12B;sti p&#x101;rliecino�i. Tie ir pretrun&#x101; ari v&#x113;l ar to apst&#x101;kli, ka �oreiz inkub&#x101;cijas periods bija &#x13C;oti ilgs � 21 diena � pret&#x113;ji parastajam, kas ilga 9 dienas. Un katram gad&#x12B;jumam ar �&#x12B; eksperimenta pal&#x12B;dz&#x12B;bu tika konstat&#x113;ts, ka izsitumu t&#x12B;fa slimnieka asinis satur �is slim&#x12B;bas izrais&#x12B;t&#x101;jus un ka seruma injekcija, kuru iepriek� izdar&#x12B;ja A�e�ovs, nevar noder&#x113;t aizsardz&#x12B;bai pret saslim�anu. Toreiz �o apst&#x101;k&#x13C;u noskaidro�ana bija tikai da&#x13C;a no izsitumu t&#x12B;fa p&#x113;t&#x12B;�anas.</p><p>�is krievu &#x101;rsta eksperiments ar sevi pras&#x12B;ja turpin&#x101;jumu � eksperimentu ar cilv&#x113;ku citos apst&#x101;k&#x13C;os. Po&#x13C;u &#x101;rste Hel&#x113;na Sparova p&#x113;c ilgas gatavo�an&#x101;s ari izdar&#x12B;ja ar sevi b&#x12B;stamo pas&#x101;kumu. Injic&#x113;dama slimnieka asinis j&#x16B;ras c&#x16B;ci&#x146;ai, vi&#x146;a to infic&#x113;ja ar izsitumu t&#x12B;fu. Dz&#x12B;vnieci&#x146;� saslima, un, tikl&#x12B;dz drudzis bija sasniedzis kulmin&#x101;ciju, vi&#x146;a to nogalin&#x101;ja, atdal&#x12B;ja smadzenes, saberza t&#x101;s mas&#x101; un injic&#x113;ja mazliet no �&#x12B; satura vesel&#x101;m j&#x16B;ras c&#x16B;ci&#x146;&#x101;m v&#x113;dera josl&#x101;, k&#x101; rezult&#x101;t&#x101; ar&#x12B; �ie dz&#x12B;vnieki saslima ar izsitumu t&#x12B;fu. Dz&#x12B;vnieci&#x146;us, kuri eksperimentu p&#x101;rcieta, vi&#x146;a nogalin&#x101;ja un atkal pagatavoja smadze&#x146;u emulsiju, ko v&#x113;lreiz injic&#x113;ja vesel&#x101;m j&#x16B;ras c&#x16B;ci&#x146;&#x101;m v&#x113;dera apvid&#x16B;. T&#x101; �o eksperimentu Sparova turpin&#x101;ja veselu gadu, izdar&#x12B;dama ar dz&#x12B;vniekiem 22 pas&#x101;�as.</p><p>Kad &#x101;rste bija nok&#x13C;uvusi l&#x12B;dz 16. un 17. pas&#x101;�ai, vi&#x146;a injic&#x113;ja nedaudz smadze&#x146;u emulsijas diviem p&#x113;rti&#x137;iem, jo eksperimentu rezult&#x101;ti ar p&#x113;rti&#x137;iem &#x13C;auj ar liel&#x101;ku ticam&#x12B;bu spriest par l&#x12B;dz&#x12B;gu injekciju ietekmi uz cilv&#x113;ka organismu. Abi p&#x113;rti&#x137;i palika veseli, kam&#x113;r divas j&#x16B;ras c&#x16B;ci&#x146;as, kuras injic&#x113;ja ar smadze&#x146;u emulsiju kontroles nol&#x16B;k&#x101;, rakstur&#x12B;g&#x101; k&#x101;rt&#x101; saslima ar izsitumu t&#x12B;fu.</p><p>V&#x113;l&#x101;k �iem p&#x113;rti&#x137;iem var&#x113;ja injic&#x113;t ari ar izsitumu t&#x12B;fu slimojo�a cilv&#x113;ka asinis, ta�u uz dz&#x12B;vniekiem tas neatst&#x101;ja nek&#x101;du iespaidu. Tad &#x101;rste turpin&#x101;ja eksperimentus ar j&#x16B;ras c&#x16B;ci&#x146;&#x101;m. Kad vi&#x146;a bija nok&#x13C;uvusi l&#x12B;dz 22. pas&#x101;�ai, vi&#x146;a tic&#x113;ja, ka tagad iepl&#x101;noto eksperimentu ar sevi var paveikt ar vismaz&#x101;ko risku. Ar p&#x113;rti&#x137;iem izdar&#x12B;to eksperimentu rezult&#x101;ti &#x13C;&#x101;va secin&#x101;t, ka slim&#x12B;bas izrais&#x12B;t&#x101;js, vair&#x101;kk&#x101;rt izstaig&#x101;dams dz&#x12B;vnieku organismus, nov&#x101;j&#x113;jis tik &#x13C;oti, ka nesp&#x113;j vairs infic&#x113;t cilv&#x113;ku. 1921. gada 25. decembr&#x12B; Sparova ie�&#x13C;ircin&#x101;ja sev zem &#x101;das smadze&#x146;u emulsiju, kas bija ieg&#x16B;ta no j&#x16B;ras c&#x16B;ci&#x146;as Nr. 22. P&#x113;c desmit dien&#x101;m vi&#x146;a saslima. T&#x101; bija tipiska izsitumu t&#x12B;fa forma, un, kaut ar&#x12B; slim&#x12B;bas gaita nebija smaga, Sparova l&#x12B;dz ar to bija pier&#x101;d&#x12B;jusi, ka, neraugoties uz atk&#x101;rtot&#x101;m pas&#x101;�&#x101;m caur dz&#x12B;vnieku organismiem, izrais&#x12B;t&#x101;js paliek to org&#x101;nos un audu �&#x137;idrum&#x101;, saglab&#x101;dams savas sp&#x113;jas izrais&#x12B;t cilv&#x113;k&#x101; izsitumu t&#x12B;fa paz&#x12B;mes.</p><p>Da�us gadus v&#x113;l&#x101;k Maskav&#x101; Me�&#x146;ikova instit&#x16B;t&#x101; tika izdar&#x12B;ti cit&#x101;da veida eksperimenti. Rad&#x101;s jaut&#x101;jums, vai patie�&#x101;m, k&#x101; to uzskat&#x12B;ja Nikols, pie izsitumu t&#x12B;fa iesp&#x113;jama t&#x101; saukt&#x101; sl&#x113;pt&#x101; infekcija, t. i., slim&#x12B;ba bez &#x101;r&#x113;j&#x101;m paz&#x12B;m&#x113;m. So eksperimentu 1930. gad&#x101; nol&#x113;ma izdar&#x12B;t &#x101;rsti Kutei�ikovs un Bernhofs, k&#x101; ar&#x12B; &#x101;rste Dasere. Vi&#x146;i bija �im eksperimentam sevi�&#x137;i piem&#x113;roti, jo visi tr&#x12B;s p&#x113;d&#x113;jo gadu lielo epid&#x113;miju laik&#x101; bija p&#x101;rcietu�i izsitumu t&#x12B;fu. Vi&#x146;i &#x13C;&#x101;va sevi sakost dr&#x113;bju ut&#x12B;m, kuras bija sav&#x101;ktas no izsitumu t&#x12B;fa slimniekiem. Konstat&#x113;t, ka utis patiesi infic&#x113;tas ar slim&#x12B;bas izrais&#x12B;t&#x101;jiem, nebija gr&#x16B;ti. To apstiprin&#x101;ja ar&#x12B; eksperimenti ar dz&#x12B;vniekiem. Veselu ned&#x113;&#x13C;u &#x101;rsti ar sav&#x101;m asin&#x12B;m baroja dr&#x113;bju utis. Ceturt&#x101; dien&#x101; p&#x113;c eksperimenta s&#x101;kuma tika uzs&#x101;kta &#x101;rstu asi&#x146;u izmekl&#x113;�ana. Pa to laiku jau bija izstr&#x101;d&#x101;ta seruma reakcija, kas sp&#x113;ja noteikt izsitumu t&#x12B;fu. Bez tam v&#x113;l nedaudz &#x101;rstes Daseres asi&#x146;u tika injic&#x113;ts j&#x16B;ras c&#x16B;ci&#x146;ai. Seruma reakcija dr&#x12B;z vien k&#x13C;uva pozit&#x12B;va. Ar &#x101;rstes asin&#x12B;m infic&#x113;tais dz&#x12B;vnieks saslima. Ta�u visi tr&#x12B;s &#x101;rsti palika veseli.</p><p>T&#x101;tad �ie eksperimenti apliecin&#x101;ja, ka Nikola pie&#x146;&#x113;mumi pareizi. Tie apstiprin&#x101;ja ar&#x12B; seruma reakcijas noz&#x12B;mi, kuru sauc par Veila-Feliksa reakciju, par&#x101;dot, ka �&#x12B;, k&#x101; ar&#x12B; da�as citas asins reakcijas &#x13C;auj konstat&#x113;t infekcijas esam&#x12B;bu pat tajos gad&#x12B;jumos, kad v&#x113;l nav saman&#x101;mas ne subjekt&#x12B;v&#x101;s, nedz ar&#x12B; objekt&#x12B;v&#x101;s slim&#x12B;bas paz&#x12B;mes.</p><p>V&#x113;l ar&#x12B; vair&#x101;ki citi &#x101;rsti izdar&#x12B;ja par �o t&#x113;mu eksperimentus ar sevi. Da�i grib&#x113;ja noskaidrot jaut&#x101;jumu, vai pret infekciju iesp&#x113;jama aizsargpote. Tas bija vecais princips, kas tika pielietots pret bak&#x101;m: iepot&#x113;t nov&#x101;jin&#x101;tu v&#x12B;rusu, kur�, izrais&#x12B;dams &#x13C;oti v&#x101;ju saslim�anas formu, izstr&#x101;d&#x101; asin&#x12B;s pietiekami daudz aizsarg vielu, lai nopietn&#x101; gad&#x12B;jum&#x101; gl&#x101;btu cilv&#x113;ku no &#x12B;stas slim&#x12B;bas. &#x100;rsts R. R. Spensers, kas p&#x113;t&#x12B;ja klin�u kalnu <emphasis>(Rocky -Mountains)</emphasis> drudzi � vienu no parast&#x101; izsitumu t&#x12B;fa paveidiem, 1924. gad&#x101; sav&#x101; laboratorij&#x101; Hamilton&#x101; (Zieme&#x13C;amerik&#x101;, Montanas �tat&#x101;) izgatavoja speci&#x101;lu aizsargpotes sast&#x101;vu. Slim&#x12B;bas izrais&#x12B;t&#x101;ja nov&#x101;jin&#x101;�anu vi&#x146;� pan&#x101;ca ar pusprocent&#x12B;ga karbola �&#x137;&#x12B;dumu.</p><p>�&#x12B; sast&#x101;va poti Spensers vispirms ievad&#x12B;ja sev, k&#x101; ar&#x12B; da�iem saviem l&#x12B;dzstr&#x101;dniekiem un laborantiem. J&#x101;piez&#x12B;m&#x113;, ka viss laboratorijas darbs bija apdraud&#x113;ts sakar&#x101; ar to, ka p&#x113;tniec&#x12B;bas gait&#x101; bija notiku�i se�i laboratorijas infic&#x113;�an&#x101;s gad&#x12B;jumi, kas beidz&#x101;s ar n&#x101;vi. Un, kaut ar&#x12B; p&#x113;c pot&#x113;�anas ar Spensera izgatavoto sast&#x101;vu Hamilton&#x101; notika v&#x113;l �etri saslim�anas gad&#x12B;jumi, tie jau norit&#x113;ja viegl&#x101;k&#x101; form&#x101;, un visi slimie dr&#x12B;z vien atspirga.</p><p>Kara gados &#x101;rsti iem&#x101;c&#x12B;j&#x101;s paz&#x12B;t v&#x113;l da�as infekciju slim&#x12B;bas, kuras ir l&#x12B;dz&#x12B;gas izsitumu t&#x12B;fam, k&#x101;, piem&#x113;ram, Zieme&#x13C;amerikas Brila slim&#x12B;bu, meksik&#x101;&#x146;u drudzi, &#x113;r�u drudzi, jau piemin&#x113;to klin�u kalnu drudzi jeb klin�u drudzi, kuru v&#x113;l d&#x113;v&#x113;ja par amerik&#x101;&#x146;u izsitumu t&#x12B;fu, tad jap&#x101;&#x146;u upju drudzi, v&#x113;l&#x101;k v&#x113;l k&#x101;da cita veida drudzi, ko t&#x101;pat p&#x101;rn&#x113;s&#x101; dr&#x113;bju utis un izraisa riket-sijas. Sim veidam katr&#x101; front&#x113; bija savs apz&#x12B;m&#x113;jums, k&#x101;, piem&#x113;ram: Vol&#x12B;nijas drudzis, ierakumu drudzis, po&#x13C;u influence, un, t&#x101; k&#x101; visi �ie slim&#x12B;bas veidi pa&#x146;&#x113;ma neskait&#x101;mas cilv&#x113;ku dz&#x12B;v&#x12B;bas, tie pras&#x12B;ja nekav&#x113;jo�u izp&#x113;ti, eksperimentus, k&#x101; ar&#x12B; daudzu &#x101;rstu eksperimentus ar sevi. Da�u &#x101;rstu v&#x101;rdi paliku�i nezin&#x101;mi un grimu�i aizmirst&#x12B;b&#x101;, toties citu v&#x101;rdi vispirms k&#x13C;uva zin&#x101;mi kol&#x113;&#x123;iem, bet p&#x113;c tam ar&#x12B; pla�ai sabiedr&#x12B;bai, jo sevi�&#x137;i tajos gad&#x12B;jumos, kad eksperimentu rezult&#x101;ti izpeln&#x12B;j&#x101;s iev&#x113;r&#x12B;bu un pal&#x12B;dz&#x113;ja atkl&#x101;t m&#x12B;klaino epid&#x113;misko slim&#x12B;bu nosl&#x113;pumus.</p><p>T&#x101; 1916. gad&#x101; &#x101;rsti Heinrihs Verners un I. Benders viens otram injic&#x113;ja kareivju asinis, kuri bija saslimu�i ar Vol&#x12B;nijas drudzi. Vienam no vi&#x146;iem pirm&#x101;s rakstur&#x12B;g&#x101;s izsitumu t&#x12B;fa paz&#x12B;mes par&#x101;d&#x12B;j&#x101;s p&#x113;c divdesmit dien&#x101;m, otram � p&#x113;c tr&#x12B;sdesmit. V&#x113;l&#x101;k k&#x13C;uva paz&#x12B;stams ari ang&#x13C;u &#x101;rsta V. Bekota eksperiments ar sevi: �is &#x101;rsts t&#x101;pat pieskait&#x101;ms pie tropu medic&#x12B;nas redzam&#x101;kajiem speci&#x101;listiem. 1920. gad&#x101; Bekotu k&#x101; izsitumu t&#x12B;fa komisijas locekli, kur&#x101; vi&#x146;� tika iedal&#x12B;ts, pateicoties speci&#x101;laj&#x101;m zin&#x101;�an&#x101;m insektu nozar&#x113;, nos&#x16B;t&#x12B;ja uz Var�avu, lai tur p&#x113;t&#x12B;tu po&#x13C;u drudzi. Bekots eksperimentu izdar&#x12B;ja �&#x101;di: kop&#x113;j&#x101; pirt&#x12B; sav&#x101;kt&#x101;s utis vi&#x146;� novietoja uz sava &#x137;erme&#x146;a. Nebija �aubu, ka starp t&#x101;m atrad&#x101;s ar&#x12B; infic&#x113;tas utis.</p><p>Bekots smagi saslima un, t&#x101; k&#x101; bija aizdomas par izsitumu t&#x12B;fu, tika ievietots hospit&#x101;l&#x12B;. Ta�u ar&#x12B; �eit vi&#x146;� turpin&#x101;ja ar sav&#x101;m asin&#x12B;m barot utis, nov&#x113;roja riketsijas un neatrada nek&#x101;du starp&#x12B;bu starp riketsij&#x101;m, kuras izraisa po&#x13C;u, Vol&#x12B;nijas vai ierakumu drudzi, un stingri noteica, ka tie visi ir parast&#x101; izsitumu t&#x12B;fa daudzie paveidi. Apm&#x113;ram p&#x113;c pusotra gada Bekots dev&#x101;s uz &#x112;&#x123;ipti, lai tur turpin&#x101;tu izsitumu t&#x12B;fa p&#x113;t&#x12B;�anu. Vi&#x146;� pielietoja jaunu metodi, kura itin viegli ilgu laiku &#x13C;&#x101;va saglab&#x101;t ut&#x12B;m eksistenci ar cilv&#x113;ka asin&#x12B;m, � zin&#x101;tnieks tad var&#x113;ja pier&#x101;d&#x12B;t, ka �&#x101;di barot&#x101;s utis sp&#x113;j infic&#x113;t ari j&#x16B;ras c&#x16B;ci&#x146;as.</p><p>Ta�u �&#x12B; eksperimenta proces&#x101; Bekots pats infic&#x113;j&#x101;s un 1922. gada 12. apr&#x12B;l&#x12B; nomira ar izsitumu t&#x12B;fu. Vi&#x146;a l&#x12B;dzstr&#x101;dnieks Arkraits, kas ar&#x12B; infic&#x113;j&#x101;s ar riketsij&#x101;m, palika dz&#x12B;vs.</p><p>Bekots, bez �aub&#x101;m, bija &#x13C;oti interesanta person&#x12B;ba. L&#x12B;dz savas dz&#x12B;ves 45. gadam vi&#x146;� bija komersants. Ta�u kop� z&#x113;na gadiem vi&#x146;� &#x13C;oti interes&#x113;j&#x101;s par insektiem. Bekots tos ne vien kolekcion&#x113;ja, bet ar&#x12B; p&#x113;t&#x12B;ja, public&#x113;ja savus darbus par tiem, un entomolo&#x123;ijas biedr&#x12B;ba vi&#x146;u uz&#x146;&#x113;ma par locekli.</p><p>Kad ang&#x13C;u komisija c&#x12B;&#x146;ai pret m&#x113;ri l&#x16B;dza vi&#x146;u nov&#x113;rot blak�u eksistences apst&#x101;k&#x13C;us, vi&#x146;� �o pied&#x101;v&#x101;jumu labpr&#x101;t pie&#x146;&#x113;ma, s&#x101;ka nodarboties ar biolo&#x123;ijas, p&#x113;c tam ar medic&#x12B;nas probl&#x113;m&#x101;m, k&#x13C;uva doktors un profesors � p&#x113;d&#x12B;gi krizdams par upuri zin&#x101;tnei, kuru ar saviem darbiem, k&#x101; ar&#x12B; eksperiment&#x113;jot ar sevi bija iev&#x113;rojami bag&#x101;tin&#x101;jis.</p><p>Ar&#x12B; atgu&#x13C;as t&#x12B;fs, <emphasis>febris recur r&#x113;ns,</emphasis> pieder pie t&#x101;m infekcijas slim&#x12B;b&#x101;m, ko civiliz&#x113;t&#x101;s zem&#x113;s miera laik&#x101; vairs nen&#x101;kas sastapt. Ta�u sav&#x101; laik&#x101; tas uzliesmoja visur gan liel&#x101;s, gan ma-, z&#x101;s epid&#x113;mij&#x101;s, un, ja kaut kur tika nov&#x113;roti tifozi saslim�anas gad&#x12B;jumi, kas norit&#x113;ja cit&#x101;di nek&#x101; parasti, tad &#x101;rsti prakti&#x137;i <sub>&lt; </sub>atcer&#x113;j&#x101;s neparasto t&#x12B;fa veidu, kas nereti bija sastopams bezpajumtnieku patversm&#x113;s un cit&#x101;s tr&#x16B;kumciet&#x113;ju pasp&#x101;rn&#x113;s. Tas, ka �ai slim&#x12B;bai, kura p&#x113;k�&#x146;i s&#x101;kas ar drudzi, kas ilgst vair&#x101;kas dienas, p&#x113;c tam izz&#x16B;d un s&#x101;kas no jauna, k&#x101;d&#x113;&#x13C; ar&#x12B; radies nosaukums atgu&#x13C;as t&#x12B;fs, � ir savas specifisk&#x101;s &#x12B;patn&#x12B;bas un c&#x113;lonis, bija zin&#x101;ms jau sen. Par to jau asto&#x146;padsmit&#x101; gadsimta vid&#x16B; bija run&#x101;jis ang&#x13C;u &#x101;rsts D�ons R&#x16B;ti, jo ar&#x12B; toreiz Anglij&#x101; bija daudzi l&#x12B;dz&#x12B;gi saslim�anas gad&#x12B;jumi, kurus nosauca par bada t&#x12B;fu. Ta�u pag&#x101;ja v&#x113;l ilgs laiks, l&#x12B;dz par to var&#x113;ja uzzin&#x101;t ko vair&#x101;k, iekams k&#x13C;uva zin&#x101;mi t&#x101; c&#x113;lo&#x146;i un izplat&#x12B;�an&#x101;s ce&#x13C;i. Vispirms vajadz&#x113;ja izgudrot mikroskopu un mikroskop&#x113;�anas tehniku, ielauzties patogeno mikroorganismu pasaul&#x113; un tikai tad var&#x113;ja atkl&#x101;t �&#x12B;s slim&#x12B;bas c&#x113;lo&#x146;us un infekcijas izplat&#x12B;�an&#x101;s ce&#x13C;us.</p><p>Tas izdev&#x101;s Oto Obermeieram, kad vi&#x146;�, izmekl&#x113;dams asinis smagi sasirgu�am bada t&#x12B;fa slimniekam, kur� bija nak�&#x146;ojis naktspatversm&#x113;, ieraudz&#x12B;ja taj&#x101;s d&#x12B;vainas, spir&#x101;lveid&#x12B;gi izliektas b&#x16B;tnes, divas vai tr&#x12B;s reizes liel&#x101;kas par asins&#x137;ermen&#x12B;�iem; �&#x12B;s b&#x16B;tnes asin&#x12B;s kust&#x113;j&#x101;s uz priek�u un atpaka&#x13C;, turkl&#x101;t bie�i vien sad&#x16B;r&#x101;s ar asins&#x137;ermen&#x12B;�iem tik sp&#x113;c&#x12B;gi, ka tie sv&#x101;rst&#x12B;j&#x101;s �urp un turp. Obermeiers �o eksperimentu izdar&#x12B;ja ar nekr&#x101;sotu asins uztriepi, kas nebija fiks&#x113;ta ne ar sild&#x12B;�anu, ne spirtu. Ja vi&#x146;� b&#x16B;tu prepar&#x101;tu fiks&#x113;jis, tad diez vai b&#x16B;tu ko atkl&#x101;jis. To, ka redz&#x113;tais ir atkl&#x101;jums, vi&#x146;� saprata t&#x16B;l&#x12B;t.</p><p>Jau ar savu pirmo darbu, par kuru vi&#x146;� universit&#x101;t&#x113; ieguva pr&#x113;miju un kur� v&#x113;l&#x101;k k&#x13C;uva par vi&#x146;a doktora disert&#x101;ciju, Obermeiers par&#x101;d&#x12B;ja neparastu precizit&#x101;ti. Savu atkl&#x101;jumu vi&#x146;� nesteidz&#x101;s dar&#x12B;t zin&#x101;mu. Bakteriolo&#x123;iskie p&#x113;t&#x12B;jumi jau atrad&#x101;s ar&#x12B; tikai s&#x101;kuma stadij&#x101;, un zin&#x101;tnisk&#x101; piesardz&#x12B;ba bija j&#x101;iev&#x113;ro. Vienm&#x113;r no jauna Obermeiers slimnieku asin&#x12B;s mekl&#x113;ja spir&#x101;lveid&#x12B;g&#x101;s b&#x16B;tnes, kuras vi&#x146;� nosauca par spirohet&#x101;m.</p><p>Pag&#x101;ja pieci gadi, l&#x12B;dz beidzot Obermeiers nol&#x113;ma zin&#x101;tnieku sabiedr&#x12B;bai nodemonstr&#x113;t �&#x13C;oti smalkos pavedienus, kas asin&#x12B;s p&#x101;rvietojas patst&#x101;v&#x12B;gi�, kurus vi&#x146;� uzreiz bija notur&#x113;jis par atgu&#x13C;as t&#x12B;fa izrais&#x12B;t&#x101;jiem.</p><p>1873. gada 26. febru&#x101;r&#x12B; notika iev&#x113;r&#x12B;bas cien&#x12B;g&#x101; Berl&#x12B;nes medic&#x12B;nas biedr&#x12B;bas s&#x113;de, kur&#x101; Obermeiers tur&#x113;ja savu runu, kas nosl&#x113;dz&#x101;s ar �&#x101;diem &#x13C;oti pietic&#x12B;giem v&#x101;rdiem: �T&#x101; ir piln&#x12B;gi neparasta un jauna par&#x101;d&#x12B;ba, un iesp&#x113;jams, ka t&#x101; noved&#x12B;s pie lieliem atkl&#x101;jumiem.� T&#x101; pa�a gada 1. mart&#x101; Obermeiers public&#x113;ja savu zi&#x146;ojumu k&#x101;d&#x101; medic&#x12B;nas �urn&#x101;l&#x101;, atz&#x12B;m&#x113;dams, ka vi&#x146;a atrastie veidojumi rakstur&#x12B;gi atgu&#x13C;as t&#x12B;fam. Ar to ar&#x12B; tika pier&#x101;d&#x12B;ts, ka atgu&#x13C;as t&#x12B;fam nav nek&#x101; kop&#x12B;ga ar v&#x113;dert&#x12B;fu, ne ar&#x12B; ar izstitumu t&#x12B;fu, jo pie �&#x12B;m ab&#x101;m slim&#x12B;b&#x101;m neatrada piemin&#x113;t&#x101;s spi-rohetas. N&#x101;kamajos m&#x113;ne�os Obermeiers p&#x113;t&#x12B;jumus turpin&#x101;ja.</p><p>Par cilv&#x113;ku saslim�anu Obermeiers var&#x113;ja sac&#x12B;t, ka ar atgu&#x13C;as t&#x12B;fu nevar infic&#x113;ties, vienk&#x101;r�i non&#x101;kot kontakt&#x101; ar slimo vai ai&#x12B; ieelpojot gaisu slimnieka istab&#x101;, ka �eit vajadz&#x12B;gs daudz vair&#x101;k, �kontagiuma uz&#x146;em�anai un eksistencei dz&#x12B;v&#x101; organism&#x101; vajadz&#x12B;gi sevi�&#x137;i priek�noteikumi un sagatavo�ana�. K&#x101;di �ie noteikumi ir, to Obermeiers nevar&#x113;ja noteikt, tikai v&#x113;l&#x101;k atkl&#x101;ja, ka ar&#x12B; �eit galven&#x101; loma ir utij, kas cilv&#x113;kam pieg&#x101;d&#x101; �o �kontagiumu�.</p><p>Taj&#x101; pa�&#x101; gad&#x101; Obermeieram vajadz&#x113;ja atst&#x101;t darbu hospit&#x101;l&#x12B;, jo da�&#x101;du birokr&#x101;tisku iemeslu d&#x113;&#x13C; vi&#x146;� vairs ilg&#x101;k nesp&#x113;ja palikt ie&#x146;emamaj&#x101; amat&#x101;. �ai laik&#x101; Berl&#x12B;n&#x113; atkal plos&#x12B;j&#x101;s holera un Obermeiers k&#x101; &#x101;rsts prakti&#x137;is piev&#x113;rs&#x101;s holeras probl&#x113;mai. Sav&#x101; gu&#x13C;amistab&#x101; Obermeiers ier&#x12B;koja nelielu laboratoriju, kur&#x101; vi&#x146;� izraudz&#x12B;j&#x101;s noder&#x12B;g&#x101;ko studij&#x101;m, holeras slimnieku izk&#x101;rn&#x12B;jumus un audu gabali&#x146;us, kas bija sadab&#x16B;ti, izdarot ar holeru miru�o sekcijas. Vi&#x146;� grib&#x113;ja paveikt to pa�u, kas vi&#x146;am tik veiksm&#x12B;gi bija izdevies ar atgu&#x13C;as t&#x12B;fu. Obermeiers grib&#x113;ja atrast �kontagiumu� � holeras izrais&#x12B;t&#x101;ju, kas tikai p&#x113;c divdesmit gadiem izdev&#x101;s Robertam Koham. �eit, sav&#x101; gu&#x13C;amistab&#x101;, Obermeiers izdar&#x12B;ja ar sevi eksperimentu, kas vi&#x146;am maks&#x101;ja dz&#x12B;v&#x12B;bu. Vi&#x146;� grib&#x113;ja atrast poti, kura pasarg&#x101;tu no holeras. Kad augusta m&#x113;ne�a vid&#x16B; Obermeiers juta, ka ir saslimis, vi&#x146;� neizbij&#x101;s, bet v&#x113;l apciemoja Virhovu un sac&#x12B;ja tam, ka saslimis ar holeru, ta�u cer ar to tikt gal&#x101;. Lai atrastu kontagiumu, vi&#x146;� izmekl&#x113;ja pats savus izk&#x101;rn&#x12B;jumus. 1873. gada 20. augusta agr&#x101; r&#x12B;ta stund&#x101; Obermeiers k&#x13C;uva sava eksperimenta upuris. Vi&#x146;� bija tikai 31 gadu vecs. Ar vi&#x146;u sabiedr&#x12B;ba zaud&#x113;ja vienu no lielisk&#x101;kajiem t&#x101; laika cilv&#x113;kiem.</p><p>Obermeiers nepaguva izdar&#x12B;t iz�&#x137;iro�o eksperimentu � eksperimentu ar sevi, lai noteiktu atgu&#x13C;as t&#x12B;fa slimnieka asins infekcioz&#x101;s sp&#x113;jas. To paveica divi krievu &#x101;rsti, vispirms Minhs, p&#x113;c tam Me�&#x146;ikovs. Grigori ja Minha eksperiments ar sevi notika 1874. gad&#x101;. Minhs bija krievs, majora d&#x113;ls. Kad Minhs izdar&#x12B;ja eksperimentu ar sevi, vi&#x146;� bija profesors Odes&#x101;. Minhs eksperiment&#x113;ja t&#x101;d&#x113;j&#x101;di, ka injic&#x113;ja sev k&#x101;da atgu&#x13C;as t&#x12B;fa slimnieka asinis. Nedaudz v&#x113;l&#x101;k, proti, 1878. gad&#x101;, Minhs pirmais izteica domu, ka �&#x12B; slim&#x12B;ba rodas no utu un citu cilv&#x113;ka paraz&#x12B;tu kodieniem. Minha eksperiments ar sevi ir �&#x12B;s nozares medic&#x12B;nas v&#x113;stures klasiska sast&#x101;vda&#x13C;a. To vi&#x146;� aprakst&#x12B;ja �&#x101;di.</p><p>�25. apr&#x12B;l&#x12B; es iegriezu sev rok&#x101; pie plaukstas loc&#x12B;tavas ar kapil&#x101;ru stikla caurul&#x12B;ti. Taj&#x101; pirms tam bija atradu�&#x101;s atgu&#x13C;as t&#x12B;fa slimnieka asinis, kuras satur&#x113;ja &#x13C;oti daudz spirohetu. Pirm&#x101; slim&#x12B;bas l&#x113;kme man s&#x101;k&#x101;s 1. maij&#x101; ar drudzi, tam sekoja augsta temperat&#x16B;ra, kas turpin&#x101;j&#x101;s 24 stundas. N&#x101;ko�aj&#x101;s tr&#x12B;s dien&#x101;s drudzis nebija visai izteikts. Piektaj&#x101; dien&#x101;, nepiedz&#x12B;vodams gaid&#x12B;t&#x101;s kritisk&#x101;s paz&#x12B;mes, es jutos gandr&#x12B;z vesels. Kaut gan s&#x101;kum&#x101; savu slim&#x12B;bu neuzl&#x16B;koju par atgu&#x13C;as t&#x12B;fu, bet gan ar drudzi saist&#x12B;tu bronhi&#x101;lu kataru, es tom&#x113;r nol&#x113;mu iev&#x113;rot istabas re�&#x12B;mu. Vienpadsmitaj&#x101; dien&#x101; p&#x113;c jaunas drebu&#x13C;u l&#x113;kmes man atkal s&#x101;k&#x101;s drudzis ar augstu temperat&#x16B;ru, p&#x113;c tam sekoja strauja temperat&#x16B;ras kri�an&#x101;s, ko pavad&#x12B;ja sp&#x113;c&#x12B;ga sviedru izdal&#x12B;�an&#x101;s. �i kr&#x12B;ze iest&#x101;j&#x101;s nakt&#x12B; no 15. uz 16. maiju, pie kam temperat&#x16B;ra nokrit&#x101;s no 41� uz 34,3�. P&#x113;c asto&#x146;&#x101;m dien&#x101;m man bija tre�&#x101; l&#x113;kme, kura p&#x113;c kr&#x12B;zes beidz&#x101;s ar piln&#x12B;gu izvese&#x13C;o�anos.�</p><p>Tas bija &#x12B;sts atgu&#x13C;as t&#x12B;fs, par to, sprie�ot p&#x113;c slim&#x12B;bas norises, nevienam nebija ne maz&#x101;ko �aubu. Bez tam Minhs sarakst&#x12B;ja v&#x113;l ar&#x12B; darbus par cit&#x101;m liel&#x101;m epid&#x113;misk&#x101;m slim&#x12B;b&#x101;m, un t&#x101;d&#x113;&#x13C; Krievijas medic&#x12B;nas v&#x113;stur&#x113; vi&#x146;u uzskata par krievu tropu medic&#x12B;nas nodibin&#x101;t&#x101;ju.</p><p>Minha eksperimenta ietekm&#x113; p&#x113;c nedaudz gadiem kaut ko l&#x12B;dz&#x12B;gu uzs&#x101;ka ar&#x12B; Me�&#x146;ikovs. Ar&#x12B; vi&#x146;� taj&#x101; laik&#x101; str&#x101;d&#x101;ja Odes&#x101;. I&#x13C;ja Me�&#x146;ikovs, kas v&#x113;l&#x101;k dev&#x101;s uz Par&#x12B;zi un tur str&#x101;d&#x101;ja kop&#x101; ar Past&#x113;ru, p&#x113;c tam k&#x13C;uva Past&#x113;ra instit&#x16B;ta direktors un 1908. gad&#x101; kop&#x12B;gi ar Paulu Erlihu sa&#x146;&#x113;ma Nobe&#x13C;a pr&#x113;miju, izdar&#x12B;ja eksperimentu ar sevi 1881. gada apr&#x12B;l&#x12B;. Da�i �o eksperimentu uzskat&#x12B;ja par pa�n&#x101;v&#x12B;bas m&#x113;&#x123;in&#x101;jumu.</p><p>Me�&#x146;ikovs dzimis Harkov&#x101; virsnieka &#x123;imen&#x113;. Eksperimentu ar sevi vi&#x146;� izdar&#x12B;ja 36 gadu vecum&#x101;. Tai laik&#x101; vi&#x146;�, bez �aub&#x101;m, bija &#x13C;oti nom&#x101;kt&#x101; garast&#x101;vokl&#x12B;. Me�&#x146;ikovu apb&#x113;din&#x101;ja nesaska&#x146;as ar kol&#x113;&#x123;iem un iest&#x101;d&#x113;m, jaunajai sievai gan izdev&#x101;s vi&#x146;u izraut no �&#x12B; pesimisma, ta�u vi&#x146;a saslima ar tuberkulozi un 1873. gad&#x101; nomira. 1875. gada febru&#x101;r&#x12B; Me�&#x146;ikovs apprec&#x113;j&#x101;s otrreiz, ar Olgu � piecpadsmit gadus vecu meiteni no inteli&#x123;entas &#x123;imenes, kas dz&#x12B;voja vien&#x101; m&#x101;j&#x101; ar Me�&#x146;ikovu un pirmo reizi m&#x16B;�&#x101; uzvilka garo kleitu, kad vi&#x146;ai bija k&#x101;zas ar Me�&#x146;ikovu. Vi&#x146;a bija t&#x101;, kas v&#x113;l&#x101;k uzrakst&#x12B;ja fran�u valod&#x101; lielisku sava v&#x12B;ra biogr&#x101;fiju.</p><p>T&#x101;tad Me�&#x146;ikovs dz&#x12B;voja Odes&#x101; un pagaid&#x101;m jut&#x101;s apmierin&#x101;ts. Tad notika apv&#x113;rsums politiskaj&#x101; dz&#x12B;v&#x113;, bija nogalin&#x101;ts cars Aleksandrs II, un �is notikums sac&#x113;la reakcijas vilni, kas aizsniedza ar&#x12B; Odesas universit&#x101;ti. Tas pamudin&#x101;ja Me�&#x146;ikovu iesniegt atl&#x16B;gumu, lai t&#x101;d&#x113;j&#x101;di, k&#x101; vi&#x146;� sac&#x12B;ja, var&#x113;tu atbr&#x12B;voties no pasniedz&#x113;ja pien&#x101;kumiem un nodoties zin&#x101;tniskajam darbam. Tie�i �aj&#x101; laik&#x101; vi&#x146;a sieva smagi saslima ar t&#x12B;fu, un Me�&#x146;ikovs no jauna iegrima melanholiskaj&#x101; noska&#x146;&#x101;. Un tad vi&#x146;� ari izdar&#x12B;ja savu eksperimentu.</p><p>Gr&#x16B;ti pateikt, vai tas bija zin&#x101;tnisks eksperiments ar sevi vai ari, k&#x101; dom&#x101;, pa�n&#x101;v&#x12B;bas m&#x113;&#x123;in&#x101;jums, kam p&#x113;c &#x101;r&#x113;j&#x101;m paz&#x12B;m&#x113;m vajadz&#x113;ja pie�&#x137;irt zin&#x101;tnes upura iet&#x113;rpu, vai vienk&#x101;r�i likten&#x12B;ga sagad&#x12B;�an&#x101;s. Lai tas b&#x16B;tu k&#x101; b&#x16B;dams, Me�&#x146;ikovs injic&#x113;ja sev atgu|as t&#x12B;fa slimnieka asinis un smagi saslima. P&#x113;c da�iem gadiem, 1887. gad&#x101;, Me�&#x146;ikovs par �o eksperimentu rakst&#x12B;ja: �Es toreiz injic&#x113;ju sev rok&#x101; asinis, kuras satur&#x113;ja spirohetas, es to dar&#x12B;ju divreiz un rezult&#x101;t&#x101; p&#x113;c ned&#x113;&#x13C;as saslimu ar tipisku atgu&#x13C;as t&#x12B;fu ar div&#x101;m l&#x113;km&#x113;m, pie kam man&#x101;s asin&#x12B;s tika atrastas daudzas spirohetas. Iev&#x113;r&#x12B;bas cien&#x12B;gs ir tas apst&#x101;klis, ka pirm&#x101;s l&#x113;kmes piektaj&#x101; dien&#x101; es p&#x101;rcietu ne&#x12B;stu kr&#x12B;zi, kurai, iesp&#x113;jams, bija k&#x101;ds sakars ai divk&#x101;r�u infekciju.�</p><p>Katr&#x101; gad&#x12B;jum&#x101; slim&#x12B;ba uz Me�&#x146;ikovu atst&#x101;ja dziedino�u iespaidu. Vai nu organism&#x101; bija notikusi piln&#x12B;ga p&#x101;rveido�an&#x101;s sakar&#x101; ar augsto temperat&#x16B;ru � t&#x101; bija vis&#x12B;st&#x101;k&#x101; temperat&#x16B;ras terapija � vai ar&#x12B; �eit bija noz&#x12B;me vi&#x146;a sievas vesel&#x12B;bas st&#x101;voklim, kas soli pa solim uzlaboj&#x101;s, vai ar&#x12B; k&#x101;di citi iemesli, ta�u Me�&#x146;ikovs piln&#x12B;gi iz&#x101;rst&#x113;j&#x101;s ne vien no atgu&#x13C;as t&#x12B;fa, bet ar&#x12B; no savas gar&#x12B;g&#x101;s depresijas un k&#x13C;uva p&#x113;c tam par dz&#x12B;vespriec&#x12B;gu optimistu, kas m&#x101;c&#x12B;ja cilv&#x113;kus m&#x12B;l&#x113;t dz&#x12B;vi un raudz&#x12B;ties uz to filozofiski.</p><p>No atgu&#x13C;as t&#x12B;fa nozares j&#x101;min v&#x113;l viens eksperiments. Jaut&#x101;jums par p&#x101;rn&#x113;s&#x101;t&#x101;ju v&#x113;l nebija atrisin&#x101;ts. Ang&#x13C;u &#x101;rsts Hutberts Hristi � vi&#x146;� bija izgl&#x12B;tojies Edinburg&#x101; un p&#x113;c tam dien&#x113;jis armij&#x101; k&#x101; m&#x113;ra speci&#x101;lists, � lai ieg&#x16B;tu uz �o jaut&#x101;jumu atbildi, 1900. gad&#x101; Indij&#x101; izdar&#x12B;ja �&#x101;du eksperimentu: vi&#x146;� dom&#x101;ja, ka atgu&#x13C;as t&#x12B;fu var p&#x101;rn&#x113;s&#x101;t blaktis, un t&#x101;d&#x113;&#x13C; novietoja �os insektus uz atgu&#x13C;as t&#x12B;fa slimnieka &#x101;das. Kad blaktis bija piez&#x12B;du�&#x101;s slim&#x101; asi&#x146;u, vi&#x146;� t&#x101;s p&#x101;rvietoja sev uz rokas. Dr&#x12B;z vien Hristi saslima. Atk&#x101;rtojot ar sevi �os eksperimentus, vi&#x146;� konstat&#x113;ja, ka pat divas ned&#x113;&#x13C;as p&#x113;c tam, kad paraz&#x12B;ti piez&#x12B;du�ies slim&#x101; asi&#x146;u, kuras satur spirohetas, vi&#x146;i ar savu kodienu sp&#x113;j p&#x101;rn&#x113;s&#x101;t slim&#x12B;bu cilv&#x113;kam.</p></section><section><title><p><strong>LEPRA UN CITAS SLIM&#x12A;BAS</strong></p></title><p>Infekciju virkne, kas cilv&#x113;kam draud&#x113;ja ar moc&#x12B;b&#x101;m un izn&#x12B;c&#x12B;bu, v&#x113;l ne tuvu nebija nosl&#x113;gusies, un c&#x12B;&#x146;a pret p&#x101;r&#x113;j&#x101;m slim&#x12B;b&#x101;m t&#x101;pat pras&#x12B;ja v&#x12B;ri�&#x137;&#x12B;bu, uzupur&#x113;�anos un pa�aizliedz&#x12B;gus eksperimentus.</p><p>Viena no t&#x101;d&#x101;m slim&#x12B;b&#x101;m ir tular&#x113;mija jeb za&#x137;a slim&#x12B;ba. 1922. gad&#x101; Ohaijo �tata bakteriologs Edvards Frensiss public&#x113;ja darbu ar nosaukumu �Tular&#x113;mija Frensisa 1921. � jauna slim&#x12B;ba�. Tom&#x113;r glu�i jauna �&#x12B; slim&#x12B;ba nebija. Tular&#x113;mija jau 1877. gad&#x101; bija paz&#x12B;stama k&#x101; &#x12B;pa�a slim&#x12B;ba, kas sp&#x113;j nodar&#x12B;t &#x13C;aunu ar&#x12B; cilv&#x113;kiem. Liel&#x101; epid&#x113;mija, kas plos&#x12B;j&#x101;s Astraha&#x146;as apk&#x101;rtn&#x113;, piev&#x113;rsa &#x101;rstu uzman&#x12B;bu �ai slim&#x12B;bai. N&#x101;ko�ie sign&#x101;li pien&#x101;ca no Norv&#x113;&#x123;ijas, kur �&#x12B; s&#x113;rga izplat&#x12B;j&#x101;s starp visiem paz&#x12B;stamaj&#x101;m lauku pel&#x113;m, kuras m&#x113;dz p&#x101;rvietoties lieliem bariem. Tad uzzin&#x101;ja, ka ar �o slim&#x12B;bu slimo ar&#x12B; liel&#x101;ki dz&#x12B;vnieki, piem&#x113;ram, lapsas, bet jo sevi�&#x137;i za&#x137;i, kuriem �&#x12B; slim&#x12B;ba bija sevi�&#x137;i spilgti izteikta, un p&#x113;d&#x12B;gi s&#x113;rgu ar&#x12B; nosauca vi&#x146;u v&#x101;rd&#x101;. Infekcijas izrais&#x12B;t&#x101;jus atkl&#x101;ja v&#x113;l&#x101;k. Izr&#x101;d&#x12B;j&#x101;s, ka �&#x12B;m bakt&#x113;rij&#x101;m, kas palaikam bija lodveid&#x12B;gas, reiz&#x113;m n&#x16B;ji&#x146;veid&#x12B;-gas, nav nek&#x101; kop&#x12B;ga ar m&#x113;ri, kaut ar&#x12B; �o dz&#x12B;vnieku s&#x113;rgu d&#x113;v&#x113;ja par za&#x137;u m&#x113;ri.</p><p>Par tular&#x113;miju Frensiss nosauca �o slim&#x12B;bu t&#x101;p&#x113;c, ka atkl&#x101;ja to slimajiem dz&#x12B;vniekiem, kurus bija sa&#x146;&#x113;mis no Tularas novada Kalifornij&#x101;.</p><p>Ar �&#x12B;s slim&#x12B;bas v&#x113;sturi saist&#x101;s iev&#x113;r&#x12B;bas cien&#x12B;gs eksperiments, ko izdar&#x12B;ja &#x101;rstu &#x123;imene. Uzskat&#x12B;ja, ka tular&#x113;mija sastopama tikai Amerik&#x101;, bet ne citos kontinentos, kaut gan bija ar&#x12B; citi nov&#x113;rojumi. Da�&#x101;das dz&#x12B;vnieku epid&#x113;mijas, neraugoties uz to vien&#x101;d&#x101;m izpausm&#x113;m, tom&#x113;r neuzskat&#x12B;ja par ident&#x101;m. 1924. gad&#x101; Jap&#x101;n&#x101; izplat&#x12B;j&#x101;s drudzim l&#x12B;dz&#x12B;ga slim&#x12B;ba, ko Fuku-�imas &#x101;rsts Hakiro Ohara uzskat&#x12B;ja par tru�u m&#x113;ri un kas ies&#x101;kum&#x101; bija paz&#x12B;stama ar nosaukumu Oharas slim&#x12B;ba. Vai �&#x12B; slim&#x12B;ba patiesi bija kaut kas jauns, un vai tai bija kas kop&#x12B;gs ar tru�u nobeig�anos? Tas bija jaut&#x101;jums, kuiu Ohara nol&#x113;ma atrisin&#x101;t, izdarot eksperimentu. S&#x113;rgas rajon&#x101; vi&#x146;� izdar&#x12B;ja sekciju nospr&#x101;gu�am trusim, pa&#x146;&#x113;ma no dz&#x12B;vnieka sirds nedaudz asi&#x146;u un ieberz&#x113;ja t&#x101;s savai sievai kreisaj&#x101; apak�delm&#x101;.</p><p>P&#x113;c div&#x101;m dien&#x101;m vi&#x146;ai iekaisa padus&#x113;s limfmezgli; tad paaugstin&#x101;j&#x101;s temperat&#x16B;ra, vi&#x146;a jut&#x101;s nesp&#x113;c&#x12B;ga. 7. febru&#x101;r&#x12B; n&#x101;c&#x101;s steidzami izoper&#x113;t da�us limfmezglus, un Va�ingtonas instit&#x16B;t&#x101;, kur tos izp&#x113;t&#x12B;ja, tika konstat&#x113;ts, ka Oharas slim&#x12B;ba ir identa ar tular&#x113;miju. �&#x12B;s varon&#x12B;g&#x101;s sievietes eksperiments ar sevi apliecin&#x101;ja, ka tular&#x113;mijas izrais&#x12B;t&#x101;js var iek&#x13C;&#x16B;t cilv&#x113;ka organism&#x101; pat caur veselu &#x101;du, un tas pal&#x12B;dz&#x113;ja noskaidrot, ka ar �o slim&#x12B;bu var saslimt ar&#x12B; cilv&#x113;ki, kurus slimie dz&#x12B;vnieki nav sakodu�i, bet kuri nodarbojas ar dz&#x12B;vnieku &#x101;du &#x123;&#x113;r&#x113;�anu. Eksperiments ar &#x101;rsta dz&#x12B;vesbiedri &#x13C;&#x101;va ar&#x12B; nov&#x113;rot, k&#x101; �&#x12B; slim&#x12B;ba no pa�a s&#x101;kuma norisin&#x101;s cilv&#x113;kiem, un t&#x101;d&#x101; k&#x101;rt&#x101; preciz&#x113;t slim&#x12B;bas kl&#x12B;nisko ainu.</p><p>Ar&#x12B; lei�manioze civiliz&#x113;taj&#x101;s zem&#x113;s nav sastopama. Tai ir da�&#x101;di nosaukumi: Alepo �&#x16B;la, tropisk&#x101; lei�manioze, Biskras slim&#x12B;ba, t&#x101;s zin&#x101;tniskais nosaukums ir <emphasis>Leishmania �</emphasis> p&#x113;c sera Viljama Lei�mana v&#x101;rda, kur� 1903. gad&#x101; atrada b&#x113;rnu slim&#x12B;bas kala-azar izrais&#x12B;t&#x101;ju. Par �o slim&#x12B;bu k&#x13C;uva zin&#x101;ms, ka t&#x101; ir t&#x101;s &#x101;das slim&#x12B;bas m&#x101;sa, ko sauc par tropisko lei�maniozi vai Alepo �&#x16B;lu. �ai slim&#x12B;bai, kuru par godu atrad&#x113;jam nosauca par lei�-maniju, ir paz&#x12B;stamas divas formas: kala-azar, ko raksturo iev&#x113;rojama liesas palielin&#x101;�an&#x101;s un aknu ciroze, pie tam no �&#x12B;s tropu slim&#x12B;bas galvenok&#x101;rt cie� b&#x113;rni. Agr&#x101;k to n&#x101;c&#x101;s uzskat&#x12B;t par n&#x101;v&#x113;jo�u, l&#x12B;dz pret �o slim&#x12B;bu izdev&#x101;s atrast lielisku l&#x12B;dzekli � antimonu, pateicoties kuram daudzi cilv&#x113;ki tika izgl&#x101;bti no priek�laic&#x12B;gas n&#x101;ves. V&#x113;l&#x101;k ar&#x12B; uzzin&#x101;ja, ka �o slim&#x12B;bu no cilv&#x113;ka uz cilv&#x113;ku p&#x101;rnes &#x12B;pa�a veida mu�as, kuru &#x137;ermen&#x12B; att&#x12B;st&#x101;s �&#x12B;s lei�maniozes formas izrais&#x12B;t&#x101;ji. Kala-azar sastopama Tuvajos un T&#x101;lajos austrumos, k&#x101; ar&#x12B; Vidusj&#x16B;ras zem&#x113;s. Agr&#x101;k to var&#x101; ja nov&#x113;rot pat �o zemju pierobe�u apvidos.</p><p>Otrai � tropiskai lei�maniozei ar kala-azar ir l&#x12B;dz&#x12B;ba tikai taj&#x101; zi&#x146;&#x101;, ka t&#x101;m ir kop&#x12B;gs izrais&#x12B;t&#x101;js un kop&#x12B;gs lei�manijas apz&#x12B;m&#x113;jums. To zina vien&#x12B;gi &#x101;rsti, jo abu slim&#x12B;bu paz&#x12B;mes ir at�&#x137;ir&#x12B;gas. �is izrais&#x12B;t&#x101;js, ko atrada sers Viljams Lei�mans, ir paraz&#x12B;ts, kas pieder pie protozojiem, t&#x101;tad pirmdz&#x12B;vniekiem, kuri sast&#x101;v no vienas �&#x16B;nas un pie kuriem pieskait&#x101;ms ar&#x12B; mal&#x101;rijas plazmodijs, miega slim&#x12B;bas tripanosomas, dizent&#x113;rijas am&#x113;bas un da�i citi &#x101;rstus interes&#x113;jo�i paraz&#x12B;ti.</p><p>�Dz&#x12B;vnieks� lei�manija ir iev&#x113;rojami maz&#x101;ks par asins &#x137;ermen&#x12B;ti, un ar kala-azar saslimu�ajam tas atrodams iek�&#x113;jo org&#x101;nu viss&#x12B;k&#x101;ko asinsvadu sieni&#x146;u �&#x16B;n&#x101;s, piem&#x113;ram, akn&#x101;s vai lies&#x101;, un, t&#x101; k&#x101; �ie pirmdz&#x12B;vnieki izaug m&#x101;ksl&#x12B;gi barot&#x101; vid&#x113; un ar tiem iesp&#x113;jams infic&#x113;t da�&#x101;dus dz&#x12B;vniekus, tad lei�manijas izrais&#x12B;t&#x101;ju p&#x113;t&#x12B;�ana dr&#x12B;z vien k&#x13C;uva iesp&#x113;jama.</p><p>Eksperiments, par kuru �eit j&#x101;past&#x101;sta, neattiecas uz iek�&#x113;jo org&#x101;nu lei�maniozi, bet gan uz &#x101;das lei�maniozi, kurai, neraugoties uz kop&#x12B;go vai vismaz &#x13C;oti l&#x12B;dz&#x12B;go izrais&#x12B;t&#x101;ju, ir pavisam cit&#x101;da slim&#x12B;bas aina. Nedaudz ned&#x113;&#x13C;as p&#x113;c infic&#x113;�an&#x101;s uz &#x101;das vispirms par&#x101;d&#x101;s sarkans plankums. Viet&#x101;, kur izrais&#x12B;t&#x101;js iek&#x13C;uvis &#x101;d&#x101;, pak&#x101;peniski izveidojas mezgls, kas p&#x113;c tam sairst, un ievainot&#x101; &#x101;d&#x101; rodas nes&#x101;p&#x12B;gs augonis; tas turas &#x13C;oti ilgi un paz&#x16B;d tikai p&#x113;c viena vai diviem gadiem, atst&#x101;dams nosl&#x113;gtu r&#x113;tu.</p><p>Ar lei�maniozes probl&#x113;mu, k&#x101; tas zin&#x101;tn&#x113; bie�i m&#x113;dz b&#x16B;t, protams, nodarboj&#x101;s ne vien Lei�mans, bet ar&#x12B; citi p&#x113;tnieki. Te var min&#x113;t krievu &#x101;rstu E. Marcinovski (v&#x113;l&#x101;k vi&#x146;� k&#x13C;uva par Maskavas tropu slim&#x12B;bu p&#x113;t&#x12B;�anas instit&#x16B;ta direktoru), kas kop&#x12B;gi ar Bogrovu 1904. gad&#x101; � apm&#x113;ram vien&#x101; laik&#x101; ar angli � atrada lei�maniozes veidojumus, kurus vi&#x146;�, dro�i vien nezin&#x101;dams par Lei�mana darbu, nosauca par Ovo-<emphasis>plasma orientate.</emphasis> Lei�mans, starp citu, gan toreiz atrada kala-azar izrais&#x12B;t&#x101;ju, ta�u nezin&#x101;ja, ka �&#x12B; slim&#x12B;ba un lei�manioze ir sav&#x101; starp&#x101; cie�i saist&#x12B;tas. Ta�u �eit nav runa par priorit&#x101;ti, bet gan par eksperimentu, kuru Marcinovskis izdar&#x12B;ja ar sevi, lai noskaidrotu lei�maniozes b&#x16B;t&#x12B;bu, kura sam&#x113;r&#x101; bie�i uzliesmoja Kauk&#x101;z&#x101;. �eit to sauca par godoviku. Lai noteiktu in-fekciozit&#x101;ti, Marcinovskis vispirms m&#x113;&#x123;in&#x101;ja slim&#x12B;bu p&#x101;rnest uz dz&#x12B;vniekiem. Kaut gan �odien zin&#x101;ms, ka, eksperiment&#x113;jot var itin viegli infic&#x113;t ar lei�maniozi da�&#x101;dus dz&#x12B;vniekus � p&#x113;rti&#x137;us, su&#x146;us, k&#x101;mjus, peles, krievu zin&#x101;tniekam tas neizdev&#x101;s, un t&#x101;d&#x113;&#x13C; vi&#x146;� dom&#x101;ja, ka pret lei�maniozi uz&#x146;&#x113;m&#x12B;gs ir vien&#x12B;gi cilv&#x113;ks. Pamatojoties uz to, Marcinovskis nol&#x113;ma izdar&#x12B;t eksperimentu ar sevi. Ta�u ne �is, nedz ari n&#x101;ko�ais eksperiments nedeva rezult&#x101;tus; ac&#x12B;m redzot, Marcinoviskis bija izv&#x113;l&#x113;jies sliktu infekcijas p&#x101;rne�anas tehniku.</p><p>Tom&#x113;r no savas ieceres vi&#x146;� neatteic&#x101;s un atk&#x101;rtoja eksperimentu v&#x113;lreiz citos apst&#x101;k]os. Kad Marcinovskis bija Kauk&#x101;z&#x101;, vi&#x146;� pa&#x146;&#x113;ma nedaudz materi&#x101;la no k&#x101;da slimnieka bubona � sekr&#x113;tu, sajauktu ar asin&#x12B;m, ievietoja to visu stikla caurul&#x12B;t&#x113; un aizlod&#x113;ja. Vi&#x146;� negrib&#x113;ja �o eksperimentu izdar&#x12B;t t&#x16B;l&#x12B;t, bet gan Maskav&#x101;. Tur vi&#x146;� pal&#x16B;dza savu draugu bakteriologu Gabri�evski uzzin&#x101;t, k&#x101; izdar&#x101;ms eksperiments. Marcinovskis vispirms ar s&#x113;rkoci&#x146;u rad&#x12B;ja sev rok&#x101; divus nelielus apdegumus un ievad&#x12B;ja tajos sekr&#x113;tu, kuru bija atvedis no Kauk&#x101;za.</p><p>P&#x113;c septi&#x146;desmit dien&#x101;m vi&#x146;� s&#x101;ka justies slikti, s&#x16B;dz&#x113;j&#x101;s par galvass&#x101;p&#x113;m, nesp&#x113;ku, vi&#x146;u nedaudz krat&#x12B;ja drudzis, bet, t&#x101; k&#x101; eksperiments bija izdar&#x12B;ts jau diezgan sen, vi&#x146;� dom&#x101;ja, ka saaukst&#x113;jies, sasirdzis ar gripu vai taml&#x12B;dz&#x12B;gi, bet nesaist&#x12B;ja to ar infic&#x113;t&#x101; materi&#x101;la iepot&#x113;�anu. Ta�u jau n&#x101;ko�&#x101; dien&#x101; vi&#x146;� vien&#x101; no pot&#x113;juma viet&#x101;m saman&#x12B;ja nelielu pac&#x113;lumu un p&#x113;c tam cietu un sp&#x12B;d&#x12B;gu, br&#x16B;ngani s&#x101;rtu mezgli&#x146;u. Turkl&#x101;t drudzis pietur&#x113;j&#x101;s. Tas pazuda tikai p&#x113;c div&#x101;m ned&#x113;&#x13C;&#x101;m. Pa �o laiku mezgli&#x146;� bija k&#x13C;uvis iev&#x113;rojami liel&#x101;ks. Marcinovskis neko nedar&#x12B;ja, lai var&#x113;tu &#x101;tr&#x101;k izvese&#x13C;oties. Vi&#x146;� negrib&#x113;ja iejaukties eksperimenta gait&#x101;. Tad mezgli&#x146;� atkal k&#x13C;uva maz&#x101;ks, un Marcinovskis jau s&#x101;ka dom&#x101;t, ka tagad nez vai rad&#x12B;sies �&#x16B;la, k&#x101; tas bija ar lei�maniozi. T&#x101;d&#x113;&#x13C;, lai var&#x113;tu turpin&#x101;t t&#x101;l&#x101;kos eksperimentus un nov&#x113;rojumus, vi&#x146;� mezgli&#x146;u izoper&#x113;ja. Izoper&#x113;to kamoli&#x146;u vi&#x146;� sadal&#x12B;ja tr&#x12B;s da&#x13C;&#x101;s. Vienu iepot&#x113;ja kamielim, otru � pats sev, bet tre�o pa&#x146;&#x113;ma l&#x12B;dzi uz laboratoriju izmekl&#x113;�anai. Iesp&#x113;jams, ka vi&#x146;� �o mezgli&#x146;u nebija izgriezis pietiekami dzi&#x13C;i, jo p&#x113;c da�&#x101;m dien&#x101;m tas atkal pieauga, k&#x13C;&#x16B;dams pamaz&#x101;m liel&#x101;ks, un p&#x113;c trim m&#x113;ne�iem bija zir&#x146;a lielum&#x101;, pie kam atkal k&#x13C;uva saman&#x101;ma br&#x16B;ni s&#x101;rt&#x101; kr&#x101;sa. Marcinovskis nek&#x101;dus trauc&#x113;jumus nejuta, ari blakus eso�ie limfmezgli vi&#x146;am nepalielin&#x101;j&#x101;s. Se�us m&#x113;ne�us p&#x113;c �&#x12B;s potes vi&#x146;� grib&#x113;ja g&#x16B;t skaidr&#x12B;bu par sava eksperimenta rezult&#x101;tiem, un t&#x101;d&#x113;&#x13C;, lai ieg&#x16B;tu sekr&#x113;tu, vi&#x146;� vispirms mezgli&#x146;u atv&#x113;ra, bet p&#x113;c tam to &#x137;irur&#x123;isk&#x101; ce&#x13C;&#x101; iz&#x146;&#x113;ma. Kad vi&#x146;� to izmekl&#x113;ja, rezult&#x101;ts bija pozit&#x12B;vs. T&#x101; k&#x101; izdal&#x12B;jumos, k&#x101; ari izoper&#x113;taj&#x101; mezgli&#x146;&#x101; atrad&#x101;s liel&#x101; daudzum&#x101; lei�maniozes paraz&#x12B;tu, tad bija pier&#x101;d&#x12B;ts, ka �&#x12B; kauk&#x101;zie�u &#x101;das slim&#x12B;ba nebija nekas cits k&#x101; nedaudz cit&#x101;da lei�maniozes forma. Marcinov-skis ar&#x12B; pier&#x101;d&#x12B;ja, ka slim&#x12B;bu var viegli p&#x101;rnest cilv&#x113;kiem.</p><p>T&#x101; k&#x101; v&#x113;l vajadz&#x113;ja noskaidrot citus jaut&#x101;jumus, kas saist&#x12B;j&#x101;s ar �o slim&#x12B;bu, Maskavas instit&#x16B;t&#x101; izaudz&#x113;ja lei�maniozes izrais&#x12B;t&#x101;ju kult&#x16B;ru. Ta�u ar&#x12B; turpm&#x101;k to pot&#x113;ja cilv&#x113;kiem � pa�am Marcinovskim un citiem instit&#x16B;ta &#x101;rstiem. T&#x101;d&#x101; k&#x101;rt&#x101; eksperiments, ko ar sevi izdar&#x12B;ja viens &#x101;rsts, k&#x13C;uva par visa instit&#x16B;ta masveida eksperimentu.</p><p>Piln&#x12B;gi saprotami ir &#x101;rstu centieni iedzi&#x13C;in&#x101;ties lepras � spit&#x101;l&#x12B;bas b&#x16B;t&#x12B;b&#x101;. Tas, ka atrad&#x101;s drosm&#x12B;gi cilv&#x113;ki, kuri br&#x12B;vpr&#x101;t&#x12B;gi tuvoj&#x101;s �ai slim&#x12B;bai, uzdr&#x12B;kst&#x113;damies ar to infic&#x113;t sevi, lai var&#x113;tu atbild&#x113;t uz zin&#x101;tnes un neskait&#x101;mu cilv&#x113;ku interes&#x113;m atbilsto�u jaut&#x101;jumu � tas, protams, ir varo&#x146;darbs, kas medic&#x12B;nas v&#x113;sturi vainago ar cilden&#x101;ko cilv&#x113;c&#x12B;bas mirdzumu.</p><p>Lepras piemekl&#x113;to cilv&#x113;ku cie�anas pieder pie visdrausm&#x12B;g&#x101;kaj&#x101;m cilv&#x113;ces tra&#x123;&#x113;dij&#x101;m. Ne jau tas, ka lepra sag&#x101;d&#x101;tu past&#x101;v&#x12B;gas nepanesamas s&#x101;pes, vai ar&#x12B; ka t&#x101;s upuri mirtu mokpiln&#x101; n&#x101;v&#x113;, t&#x101; nav un nav bijis pat tad, kad slim&#x12B;ba bija masveid&#x12B;gi izplat&#x12B;jusies Eirop&#x101;. V&#x113;l jo drausm&#x12B;g&#x101;kas ir dv&#x113;selisk&#x101;s cie�anas, kas saist&#x12B;tas ar �o slim&#x12B;bu, veselo cilv&#x113;ku dedz&#x12B;go v&#x113;l&#x113;�anos atbr&#x12B;voties no slimajiem, pie tam uz visiem laikiem. Pat labv&#x113;l&#x12B;gie apst&#x101;k&#x13C;i, k&#x101;dos tagad m&#x12B;t �ie no�&#x113;lojamie, tikai da&#x13C;&#x113;ji mazin&#x101;ju�i vi&#x146;u psihisko cie�anu nastu. So slim&#x12B;bu, par kuru jau st&#x101;st&#x12B;ts b&#x12B;bel&#x113;, cent&#x101;s atmin&#x113;t un izdibin&#x101;t jau sen, un t&#x101;d&#x113;&#x13C; atrad&#x101;s ar&#x12B; medic&#x12B;nas varo&#x146;i, kas risk&#x113;ja ar savu vesel&#x12B;bu un pat v&#x113;l vair&#x101;k � gad&#x12B;jum&#x101;, ja eksperimenta rezult&#x101;ti b&#x16B;tu pozit&#x12B;vi, � ar visu savu turpm&#x101;ko dz&#x12B;vi, lai uzzin&#x101;tu, kas lepra &#x12B;sti ir un k&#x101; notiek infic&#x113;�an&#x101;s ar to. �is jaut&#x101;jums pat �odien v&#x113;l nav vis&#x101; piln&#x12B;b&#x101; noskaidrots.</p><p>Pirmais, kur� �eit j&#x101;min, ir norv&#x113;&#x123;u &#x101;rsts, un vi&#x146;a v&#x101;rdu nekad nedr&#x12B;kst&#x113;tu aizmirst. Tas ir Daniels Korneliuss Danielsens, dzimis 1815. gad&#x101; Bergen&#x101;, s&#x101;kum&#x101; bijis aptiek&#x101;rs, v&#x113;l&#x101;k stud&#x113;jis medic&#x12B;nu.</p><p>Taj&#x101; laik&#x101; ar&#x12B; Eiropas zieme&#x13C;os bija daudz lepras slimnieku, un dro�i vien l&#x12B;dzj&#x16B;t&#x12B;ba pret �iem nabaga neizdziedin&#x101;majiem bija t&#x101;, kas Danielsenu pamudin&#x101;ja iest&#x101;ties par �o cilv&#x113;ku likte&#x146;iem un pras&#x12B;t, lai Norv&#x113;&#x123;ij&#x101; vi&#x146;iem tiktu ier&#x12B;kota dziedniec&#x12B;bas un kop�anas iest&#x101;de. Lai sekm&#x113;tu �&#x12B;s slim&#x12B;bas izp&#x113;t&#x12B;�anu, vald&#x12B;ba vi&#x146;u atbalst&#x12B;ja un deva iesp&#x113;ju ce&#x13C;ot uz &#x101;rzem&#x113;m. Kad Danielsens atgriez&#x101;s, vald&#x12B;ba vi&#x146;u iec&#x113;la par galveno &#x101;rstu jaunier&#x12B;kotaj&#x101; lepras slimnieku iest&#x101;d&#x113;.</p><p>Tagad Danielsens var&#x113;ja �o slim&#x12B;bu izp&#x113;t&#x12B;t pamat&#x12B;gi � ar&#x12B; izdar&#x12B;t eksperimentus pats ar sevi. Piecpadsmit gados, laika posm&#x101; no 1844. l&#x12B;dz 1858. gadam, vi&#x146;� izdar&#x12B;ja daudzus eksperimentus ar sevi un turkl&#x101;t dar&#x12B;ja visu, lai p&#x101;rliecin&#x101;tos, vai tie�&#x101;m lepra ir tik lip&#x12B;ga, k&#x101; uzskat&#x12B;ja, un vai patiesi no spit&#x101;l&#x12B;gajiem t&#x101; j&#x101;izvair&#x101;s, k&#x101; tas notika kop� gadu simtiem.</p><p>�&#x12B; gadiem ilgsto�&#x101; sirg�ana, ko sauc par lepru, ies&#x101;kas ar it k&#x101; nevainojama izskata br&#x16B;ni s&#x101;rtu un sp&#x12B;d&#x12B;gu plankumu par&#x101;d&#x12B;�anos uz &#x101;das, kur p&#x113;c k&#x101;da laika izveidojas mezgli, kas turpm&#x101;k noteic lepras kl&#x12B;nisko ainu. Tie sp&#x113;j par&#x101;d&#x12B;ties visur, bet galvenok&#x101;rt � delnu iek�pus&#x113;, apak�delma virspus&#x113;, sej&#x101; � un pie tam rakstur&#x12B;ga lepras slimnieka seja atg&#x101;dina lauvas purnu. Mezgli var p&#x101;rv&#x113;rsties �&#x16B;l&#x101;s, kas bie�i vien sniedzas dzi&#x13C;i audos un boj&#x101; ar&#x12B; nervus, tie izloc&#x101;s zem &#x101;das k&#x101; resnas auklas.</p><p>S&#x101;kum&#x101; �&#x12B;s auklas nodara s&#x101;pes; v&#x113;l&#x101;k viss attiec&#x12B;gais apvidus k&#x13C;&#x16B;st nejut&#x12B;gs, kas ar&#x12B; ir rakstur&#x12B;gi daudzos lepras gad&#x12B;jumos. �&#x12B; nejut&#x12B;ba izpau�as ar&#x12B; t&#x101;d&#x113;j&#x101;di, ka slimie ir nejut&#x12B;gi pret karstumu, kas bie�i rada apdegumus, kad, nejuzdami s&#x101;pes, vi&#x146;i pieskaras karstam priek�metam. Ja slimie nav visai piesardz&#x12B;gi, tad ieg&#x16B;st daudz traumu un ievainoj urnu. T&#x101;l&#x101;k&#x101; lepras gaita izpau�as t&#x101;d&#x113;j&#x101;di, ka nereti atmirst un atkr&#x12B;t pirksti un slimie k&#x13C;&#x16B;st krop&#x13C;i.</p><p>Danielsens grib&#x113;ja iedzi&#x13C;in&#x101;ties vis&#x101;s �aj&#x101;s slim&#x12B;bas izpausm&#x113;s. Eksperiments ar dz&#x12B;vniekiem te rezult&#x101;tus nedeva; starp citu, ar&#x12B; v&#x113;l&#x101;k neizdev&#x101;s infic&#x113;t dz&#x12B;vniekus ar lepru. T&#x101;d&#x113;&#x13C; vi&#x146;� nol&#x113;ma izdar&#x12B;t eksperimentu ar sevi. Pirmaj&#x101; m&#x113;&#x123;in&#x101;jum&#x101; Danielsens pa&#x146;&#x113;ma nedaudz materi&#x101;la no lepras mezgli&#x146;a un iepot&#x113;ja to � atkal p&#x113;c baku pot&#x113;�anas metodes. Tas notika 1844. gad&#x101;. V&#x113;l taj&#x101; pa�&#x101; gad&#x101; Danielsens to pa�u izdar&#x12B;ja ar lepras slimnieka asin&#x12B;m. Abi eksperimenti palika bez rezult&#x101;tiem. Danielsenam nevar&#x113;ja nov&#x113;rot nek&#x101;das slim&#x12B;bas paz&#x12B;mes. Tad divi hospit&#x101;&#x13C;a kalpot&#x101;ji l&#x16B;dza un p&#x101;rliecin&#x101;ja Daniel-senu izdar&#x12B;t eksperimentus ar vi&#x146;iem. Ta�u ar&#x12B; vi&#x146;i nesaslima. P&#x113;c k&#x101;da laika Danielsens izgrieza slimniekam gabali&#x146;u no lepras mezgli&#x146;a un p&#x101;rst&#x101;d&#x12B;ja to sev zem &#x101;das. Bet p&#x101;rst&#x101;d&#x12B;tais gabali&#x146;� atkal atkrita, un Danielsenam nepalika ne p&#x113;das no �&#x12B;s briesm&#x12B;g&#x101;s slim&#x12B;bas. Vi&#x146;� vair&#x101;kk&#x101;rt atk&#x101;rtoja eksperimentu ar sevi, ar&#x12B; citi lepras hospit&#x101;&#x13C;a kalpot&#x101;ji, to skait&#x101; viens &#x101;rsts asistents, izdar&#x12B;ja ar sevi t&#x101;dus pa�us eksperimentus. Tom&#x113;r neviens nesaslima. Iesp&#x113;jams, ka infekcijas p&#x101;rne�anas tehnika nebija &#x12B;sti pareiza; var b&#x16B;t, ka infic&#x113;�an&#x101;s bija p&#x101;r&#x101;k virspus&#x113;ja, t&#x101; v&#x113;l&#x101;k dom&#x101;ja Hansens, izcilais lepras p&#x113;tnieks un Danielsena skolnieks. Ta�u par tiem p&#x101;rst&#x101;d&#x12B;jumiem, kuri tikko min&#x113;ti, nevar sac&#x12B;t, ka tie b&#x16B;tu biju�i virspus&#x113;ji. Dr&#x12B;z&#x101;k jau j&#x101;pie&#x146;em, ka slim&#x12B;bas izrais&#x12B;t&#x101;jiem ne vienm&#x113;r piem&#x12B;t pietiekams sp&#x113;ks, lai izrais&#x12B;tu slim&#x12B;bu, un t&#x101; bija Danielsena un p&#x101;r&#x113;jo laime. Danielsens nomira 1894. gad&#x101; Bergen&#x101;. Tolaik vi&#x146;a lepras hospit&#x101;lis jau bija p&#x101;rv&#x113;rsts par tuberkulozes dziedn&#x12B;cu. Norv&#x113;&#x123;ij&#x101; vairs nebija vajadz&#x12B;bas p&#x113;c lepras hospit&#x101;&#x13C;a.</p><p>Lepras izrais&#x12B;t&#x101;ju atrada cits norv&#x113;&#x123;u &#x101;rsts � doktors Gerhards Armauers Hansens, kas jau 1870. gad&#x101; aprakst&#x12B;ja lepras baci&#x13C;us. Hansens, kur� bija stud&#x113;jis ar&#x12B; V&#x101;cij&#x101; un V&#x12B;n&#x113;, atkl&#x101;ja, ka lepras bacilis parasti aug n&#x16B;ji&#x146;u sai�&#x137;u veid&#x101; un atg&#x101;dina &#x137;&#x12B;nie�u hieroglifus. M&#x113;&#x123;in&#x101;jumi p&#x101;rnest slim&#x12B;bu dz&#x12B;vniekiem, k&#x101; jau sac&#x12B;ts, neizdev&#x101;s, kaut gan �im nol&#x16B;kam &#x146;&#x113;ma visda�&#x101;d&#x101;kos dz&#x12B;vniekus � p&#x113;rti&#x137;us, balo�us, peles, un t&#x101;pat neizdev&#x101;s ar&#x12B; ieg&#x16B;t nevainojamas �o kult&#x16B;ru bakt&#x113;rijas, neraugoties uz to, ka izm&#x113;&#x123;in&#x101;ja visas iesp&#x113;jam&#x101;s barotnes.</p><p>Kad lepras bacilis bija atrasts, &#x101;rstiem jau bija dro�&#x101;ks pamats atkal uzs&#x101;kt eksperimentus ar sevi. Tagad bija radusies iesp&#x113;ja vispirms p&#x101;rbaud&#x12B;t, vai patiesi materi&#x101;l&#x101;, kas ieg&#x16B;ts no lepras mezgli&#x146;a un ko grib&#x113;ja p&#x101;rpot&#x113;t, ir �&#x12B;s slim&#x12B;bas baci&#x13C;i. Ar t&#x101;du nevainojamu materi&#x101;lu izdar&#x12B;ja sev pot&#x113;jumu � kop&#x12B;gi ar da�iem citiem � it&#x101;lie�u &#x101;rsts D�uzepe Profeta, kur� dzimis 1840. gad&#x101; Dienvidit&#x101;lij&#x101; un izv&#x113;rt&#x101;s par vienu no redzam&#x101;kajiem It&#x101;lijas dermatologiem, un v&#x113;l&#x101;k vad&#x12B;ja &#x101;das slim&#x12B;bu katedru no s&#x101;kuma Palermo, p&#x113;c tam D�enov&#x101;. Jau pirms baci&#x13C;a atkl&#x101;�anas Profeta bija izdar&#x12B;jis neveiksm&#x12B;gu m&#x113;&#x123;in&#x101;juma iepot&#x113;t sev lepru, bet, kad izrais&#x12B;t&#x101;js bija atrasts, vi&#x146;� no jauna uzs&#x101;ka eksperimentus un iepot&#x113;ja sev materi&#x101;lu, kur&#x101;, bez �aub&#x101;m, atrad&#x101;s lepras baci&#x13C;i. T&#x101;pat vi&#x146;� injic&#x113;ja sev ari lepras slimnieka asinis. Ar&#x12B; �is eksperiments deva negat&#x12B;vu rezult&#x101;tu; t&#x101;pat p&#x101;r&#x113;jiem diviem &#x101;rstiem, kuri pieteic&#x101;s �im eksperimentam, ar slim&#x12B;bu infic&#x113;ties neizdev&#x101;s. Iesp&#x113;jams, ka lepras infekciozit&#x101;te ir niec&#x12B;ga un vien&#x12B;gi zin&#x101;mos apst&#x101;k&#x13C;os un zin&#x101;mos apvidos, kur netiek pietiekami iev&#x113;rota higi&#x113;na, t&#x101; ir tik liela, ka var&#x113;ja k&#x13C;&#x16B;t par pla�i izplat&#x12B;tu slim&#x12B;bu. Un tom&#x113;r ar&#x12B; tagad dro�i vien ir vismaz miljons slimnieku, un tas m&#x16B;sdien&#x101;s, kad g&#x16B;ti tik lieli sasniegumi sabiedrisk&#x101;s vesel&#x12B;bas aizsardz&#x12B;bas un medic&#x12B;nas zin&#x101;tnes nozar&#x113;s, ir &#x13C;oti daudz. Ta�u var dro�i teikt, ka p&#x113;c k&#x101;da laika pazud&#x12B;s ar&#x12B; lepra.</p><p>Visiem �iern eksperimentiem un p&#x113;t&#x12B;jumiem, kas tika izdar&#x12B;ti, lai izp&#x113;t&#x12B;tu lepru, beidzot, kaut ar&#x12B; ne pa�aizliedz&#x12B;go eksperimentu rezult&#x101;t&#x101;, bija pan&#x101;kumi. Bija ieg&#x16B;ta Mitcudas reakcija, l&#x12B;dz&#x12B;ga tuberkulozes p&#x101;rbaudei, kas &#x13C;&#x101;va iedal&#x12B;t lepras slimniekus t&#x101;dos, kas sp&#x113;j&#x12B;gi infic&#x113;t, t&#x101;tad ir izol&#x113;jami, un t&#x101;dos, kurus nav iemesla izol&#x113;t no p&#x101;r&#x113;jiem iedz&#x12B;vot&#x101;jiem. T&#x101;tad tie bija reiz&#x113; soci&#x101;li un higi&#x113;niski p&#x113;t&#x12B;jumi. M&#x16B;su r&#x12B;c&#x12B;b&#x101; ir �aul-mogras e&#x13C;&#x13C;a un &#x137;&#x12B;miskais prepar&#x101;ts DDS � sulfonam&#x12B;ds, l&#x12B;dzeklis, kas sp&#x113;j iev&#x113;rojami atvieglot slim&#x12B;bu un p&#x113;d&#x12B;gi to izdziedin&#x101;t vai, maz&#x101;kais, akt&#x12B;vus lepras slimniekus ar laiku padar&#x12B;t p&#x101;r t&#x101;diem, kuri vairs nesp&#x113;j citus infic&#x113;t.</p><p>Bet pats galvenais � pret lepras slimniekiem s&#x101;ka iztur&#x113;ties cilv&#x113;c&#x12B;gi. Slimajiem, kurus nepiecie�ams izol&#x113;t, jau kop� daudziem gadiem ce&#x13C; &#x12B;pa�as kolonijas, leprozorijas, kur slimie dz&#x12B;vo glu�i k&#x101; ciemat&#x101; un neviens tos neapspie�, iz&#x146;emot apzi&#x146;u, ka vi&#x146;i nedr&#x12B;kst iziet &#x101;rpus kolonijas teritorijas. Vi&#x146;i dz&#x12B;vo kop&#x12B;gi liel&#x101; &#x123;imen&#x113;, str&#x101;d&#x101;, cik ir vi&#x146;u sp&#x113;kos, liel&#x101;koties uztur pa�i sevi un pirmk&#x101;rt jau ir atbr&#x12B;voti no drausm&#x12B;g&#x101;s gar&#x12B;g&#x101;s nom&#x101;kt&#x12B;bas, no saj&#x16B;tas, ka vi&#x146;us vaj&#x101; un no vi&#x146;iem izvair&#x101;s � tie�i t&#x101;ds gadu simtiem bija �o cilv&#x113;ku liktenis.</p><p>Ar&#x12B; ar �o v&#x113;l nenosl&#x113;dzas smago infekciju slim&#x12B;bu virkne, ar kur&#x101;m &#x101;rsti grib&#x113;ja sevi infic&#x113;t, lai var&#x113;tu atbild&#x113;t uz jaut&#x101;jumiem, ko neviens cits k&#x101; tikai vi&#x146;i pa�i sev bija izvirz&#x12B;ju�i. Ar tra&#x123;isku di�enumu caurstr&#x101;vots ir Kariona eksperiments. Peru jau sen paz&#x12B;stama un iedve� �ausmas slim&#x12B;ba, kura da&#x13C;&#x113;ji saist&#x101;s ar drudzi un mazasin&#x12B;bu, pa da&#x13C;ai ar k&#x101;rpu veido�anos. Daudziem �&#x12B; slim&#x12B;ba ir uzbrukusi un -uzbr&#x16B;k v&#x113;l �odien, un ne mazums &#x13C;au�u k&#x13C;uvu�i par t&#x101;s upuriem, jo nereti �&#x12B; nelaime noved ar&#x12B; n&#x101;v&#x113;. Atrad&#x101;s &#x101;rsti, kuri netic&#x113;ja �&#x12B;s slim&#x12B;bas procesa vienot&#x12B;bai, t&#x101;d&#x113;&#x13C; ka paties&#x12B;b&#x101; bija v&#x113;rojamas divas at�&#x137;ir&#x12B;gas slim&#x12B;bas ainas. Vienu slim&#x12B;bu sauca par peru&#x101;nie�u k&#x101;rp&#x101;m, otru � par Oroijas drudzi.</p><p>Jaut&#x101;jumu, vai patiesi ir runa par div&#x101;m slim&#x12B;b&#x101;m vai par vienu ar div&#x101;m vienai aiz otras sekojo�&#x101;m stadij&#x101;m, var&#x113;ja atrisin&#x101;t tikai eksperimenta ce&#x13C;&#x101;. &#x100;rsts, kur� uzdr&#x12B;kst&#x113;j&#x101;s &#x12B;stenot �o ekspeiimentu � p&#x113;c visa t&#x101;, ko par �o slim&#x12B;bu zin&#x101;ja, tas bija liels risks, � bija Daniels Kari on s. Vi&#x146;� dzimis 1850. gad&#x101; Peru, S&#x113;ro de Pasko. Eksperiments notika 1885. gada 27. august&#x101; Limas hospit&#x101;l&#x12B;. Vi&#x146;� izdar&#x12B;ja nelielu iegriezumu k&#x101;rp&#x101; k&#x101;dai sievietei, kas sirga ar �o slim&#x12B;bu. L&#x12B;dzko par&#x101;d&#x12B;j&#x101;s asinis, Karions iepot&#x113;ja t&#x101;s sev rok&#x101;. Tie�i p&#x113;c trim ned&#x113;&#x13C;&#x101;m vi&#x146;am s&#x101;k&#x101;s drudzis � vi&#x146;� bija infic&#x113;jies no slim&#x101;s sievietes k&#x101;rpas ar Oroijas drudzi, bet vi&#x146;am pa�am l&#x12B;dz&#x12B;gi veidojumi nepar&#x101;d&#x12B;j&#x101;s. Un, kaut ar&#x12B; temperat&#x16B;ra bija augsta, Karionam pietika gribassp&#x113;ka aprakst&#x12B;t pie sevis nov&#x113;rot&#x101;s slim&#x12B;bas simptomus, l&#x12B;dz 5. oktobr&#x12B; vi&#x146;u pieveica n&#x101;ve. Ar savu eksperimentu Karions pier&#x101;d&#x12B;ja, ka abas slim&#x12B;bas � peru&#x101;nie�u k&#x101;rpas un Oroijas drudzis ir identas, un kop� t&#x101; laika ab&#x101;m kl&#x12B;niskaj&#x101;m ain&#x101;m ir viens kop&#x113;js nosaukums � Kariona slim&#x12B;ba. &#x100;rsti un visa Peru tauta lepojas ar �o medic&#x12B;nas varoni un par godu Kariona piemi&#x146;ai uzc&#x113;la vi&#x146;am pieminekli.</p><p>Pag&#x101;ju�&#x101; gadsimta asto&#x146;desmitajos gados &#x101;rsti ieinteres&#x113;j&#x101;s ar&#x12B; par strutu raksturu, par biezo un dzelteno masu, kuru sen�i k&#x101;dreiz slav&#x113;ja un sveica k&#x101; <emphasis>�pus bonum et laudabile�,</emphasis> jo patiesi ar �&#x12B;s masas par&#x101;d&#x12B;�anos &#x13C;oti bie�i pazuda ar&#x12B; s&#x101;pes, kas pavad&#x12B;ja iekaisumu. <emphasis>Pus bonum..</emphasis>. &#x100;rsti strutas var&#x113;ja ieraudz&#x12B;t s&#x12B;ka piliena veid&#x101; p&#x16B;t&#x12B;t&#x113;s uz sejas, furunkulos, net&#x12B;r&#x101;s br&#x16B;c&#x113;s, s&#x101;p&#x12B;gos panaricijos, kaulu smadze&#x146;u iekaisumos � visur; kur tikai t&#x101;s nebija! Un &#x123;eni&#x101;lais Past&#x113;rs bija tas, kas 1880. gad&#x101; izteica domu, ka visiem �iem strutu iekaisumiem ir viens izrais&#x12B;t&#x101;js neatkar&#x12B;gi no t&#x101;, par k&#x101;du iekaisumu b&#x16B;tu runa. Tas bija liels notikums, kaut kas glu�i jauns, un profesori � pirmk&#x101;rt jau &#x137;irurgi, kuriem visvair&#x101;k izn&#x101;ca nodarboties ar strutu probl&#x113;mu, k&#x101;, piem&#x113;ram Ernsts Bergmans, sac&#x12B;ja, ka �is fakts vispirms esot j&#x101;pier&#x101;da, bet pagaid&#x101;m viss �&#x137;ietot neticami.</p><p>Jaunais �veices &#x137;irurgs Karls Gar&#x113; ap&#x146;&#x113;m&#x101;s sniegt pier&#x101;d&#x12B;jumus, kurus piepras&#x12B;ja lielais Bergmans. Vi&#x146;� bija p&#x101;rliecin&#x101;ts, ka Past&#x113;ra uzskati ir pareizi. Gar&#x113;, kas taj&#x101; laik&#x101; skait&#x12B;j&#x101;s Brunsa asistents, interes&#x113;j&#x101;s ne vien par &#x137;irur&#x123;iju, bet ari par bakteriolo&#x123;iju, kura ar r&#x16B;p&#x12B;gu un labi p&#x101;rdom&#x101;tu darbu sol&#x12B;ja tik labus pan&#x101;kumus. Taj&#x101; laik&#x101; ar mikroskopu jau saredz&#x113;ja niec&#x12B;gas lod&#x12B;tes, kuras viegli iekr&#x101;soj&#x101;s, un t&#x101;s var&#x113;ja paman&#x12B;t, ja uz priek�metstikli&#x146;a uztriepa nedaudz strutu, lai sagatavotu mikroskopisku prepar&#x101;tu. Var&#x113;ja ari izdar&#x12B;t uzs&#x113;-jumu k&#x101;d&#x101; barotn&#x113;, un tad tur izauga dzeltenas kaudz&#x12B;tes. Ja t&#x101;s apl&#x16B;koja zem mikroskopa, tad k&#x13C;uva redzams, ka �&#x12B;s ir t&#x101;s pa�as lod&#x12B;tes, kuras ieguva no abscesa vai furunkula strut&#x101;m, vai ar&#x12B; no kaula smadze&#x146;u iekaisuma. �&#x12B;s apa&#x13C;&#x101;s bakt&#x113;rijas nosauca par stafilokokiem. Lai savu eksperimentu paveiktu stingri zin&#x101;tnisk&#x101; k&#x101;rt&#x101;, ar t&#x101;m grib&#x113;ja nodarboties Gar&#x113;.</p><p>Gar&#x113; nol&#x16B;ks bija pier&#x101;d&#x12B;t, ka furunkula, abscesa un kaulu smadze&#x146;u iekaisuma strutu izrais&#x12B;t&#x101;ji ir identi. T&#x101;d&#x113;&#x13C; Gar&#x113; no k&#x101;da v&#x12B;rie�a abscesa � vi&#x146;am bija smaga asins saind&#x113;�an&#x101;s, kas s&#x101;k&#x101;s ar kaulu smadze&#x146;u iekaisumu, � pa&#x146;&#x113;ma nedaudz strutu, k&#x101; ar&#x12B; mazliet asi&#x146;u. Visu to &#x101;rsts grib&#x113;ja sev iepot&#x113;t. Tr&#x12B;s dienas Gar&#x113; izdar&#x12B;ja sev pot&#x113;jumus un t&#x101;pat ar&#x12B; ievad&#x12B;ja kokkus, kurus vi&#x146;� no �&#x12B;m pa�&#x101;m strut&#x101;m izaudz&#x113;ja barotn&#x113;.</p><p>Pirmais pot&#x113;jums tika izdar&#x12B;ts 1883. gada 17. j&#x16B;nij&#x101;. Gar&#x113; pa&#x146;&#x113;ma nedaudz dzelten&#x101;s masas, kas bija izaudz&#x113;ta uz �elat&#x12B;na, un ieberz&#x113;ja to kreisaj&#x101; apak�delm&#x101; k&#x101; s&#x101;pes remdino�u ziedi. Lai izvair&#x12B;tos no iebildumiem, ka iesp&#x113;jamais iekaisums ir �elat&#x12B;na un nevis kokku sekas, vi&#x146;� ieberz&#x113;ja sev ar&#x12B; labo roku, ta�u ar r&#x16B;p&#x12B;gi steriliz&#x113;tu �elat&#x12B;nu, kur&#x101; t&#x101;tad nebija strutu kokku. Jau p&#x113;c da�&#x101;m stund&#x101;m uz kreis&#x101;s rokas k&#x13C;uva saman&#x101;mas ieberz&#x113;juma p&#x113;das. �&#x12B; vieta s&#x101;ka s&#x101;p&#x113;t, un dr&#x12B;z vien tur par&#x101;d&#x12B;j&#x101;s pavisam mazi augon&#x12B;�i, ne liel&#x101;ki par kniepadatas galvi&#x146;u. Vienu no tiem vi&#x146;� p&#x101;rd&#x16B;ra, lai saturu p&#x101;rvietotu uz �elat&#x12B;na un tur kokki savairotos un izveidotu koloniju.</p><p>Nepag&#x101;ja ilgs laiks, kad process jau papla�in&#x101;j&#x101;s. Infic&#x113;t&#x101; vieta stipri s&#x101;p&#x113;ja, viss apak�delms bija iekaisis. Ada taj&#x101; viet&#x101;, kur tika izdar&#x12B;ts pot&#x113;jums, bija pla�i uz vis&#x101;m pus&#x113;m iekaisusi, cieta, sarkana, piepampusi, un var&#x113;ja jau saskait&#x12B;t divdesmit augon&#x12B;�us, bet katra augon&#x12B;�a gal&#x101; bija redzams strutains punkts, kas liecin&#x101;ja, ka infic&#x113;�ana ir izdevusies. Uz otras rokas, kuras &#x101;d&#x101; kontrolei ieberz&#x113;ja �elat&#x12B;nu bez kokkiem, nek&#x101;da reakcija nebija nov&#x113;rojama.</p><p>Gar&#x113;, b&#x16B;dams &#x101;rsts, zin&#x101;ja, ka vi&#x146;a roka ir nopietni boj&#x101;ta un ka ar �&#x101;diem iekaisumiem nedr&#x12B;kst jokot: iekaisums var izrais&#x12B;t da�&#x101;das komplik&#x101;cijas un pat asinssaind&#x113;�anos, neizsl&#x113;dzot ar&#x12B; n&#x101;ves gad&#x12B;jumu. T&#x101;d&#x113;&#x13C; vi&#x146;� nol&#x113;ma t&#x101;l&#x101;ko att&#x12B;st&#x12B;bas procesu aptur&#x113;t. Gar&#x113; atv&#x113;ra visus augon&#x12B;�us, kuros bija strutas, izlaida t&#x101;s &#x101;r&#x101; � <emphasis>ubi pus ibi evacua �</emphasis> t&#x101; skan&#x113;ja vecais &#x101;rstu padoms. T&#x101;d&#x113;&#x13C; vi&#x146;� izlaida strutas un p&#x113;c tam izt&#x12B;r&#x12B;ja infic&#x113;t&#x101;s vietas ar v&#x101;ju sublim&#x113;ta �&#x137;&#x12B;dumu. Neraugoties uz to, vi&#x146;� nesp&#x113;ja aizkav&#x113;t iekaisuma virz&#x12B;�anos t&#x101;l&#x101;k. P&#x113;c da�&#x101;m �dien&#x101;m visa pot&#x113;t&#x101;s vietas apkaime bija p&#x101;rv&#x113;rtusies par spilgti sarkanu, &#x13C;oti s&#x101;p&#x12B;gu un pr&#x101;vu furunkulu, paties&#x12B;b&#x101; tas bija jau karbunkuls, kuram visapk&#x101;rt atrad&#x101;s daudz s&#x12B;ku furunkulu, un no to daudzaj&#x101;m spraug&#x101;m, k&#x101; tas patie�&#x101;m rakstur&#x12B;gi karbun-kulam, tec&#x113;ja strutas. Gar&#x113; v&#x113;l&#x101;k pazi&#x146;oja, ka vi&#x146;� saskait&#x12B;jis 20 mazu spraugu, pa kur&#x101;m tec&#x113;ju�as strutas. To, ka taj&#x101;s atrad&#x101;s stafilokoki, apliecin&#x101;ja kult&#x16B;ra, kas bija dab&#x16B;ta no kar-bunkula iek�ienes strut&#x101;m. T&#x101;s bija rakstur&#x12B;g&#x101;s zeltdzelten&#x101;s <emphasis>Staphylococcus aureus</emphasis> kaudz&#x12B;tes.</p><p>Ned&#x113;&#x13C;as tr&#x12B;s p&#x113;c eksperimenta s&#x101;kuma karbunkuls un furunkuls izt&#x12B;r&#x12B;j&#x101;s, process pierima, un tikai nedaudz r&#x113;tu palika par piemi&#x146;u no eksperimenta, kas tom&#x113;r atnesa skaidr&#x12B;bu &#x137;irurgam tik svar&#x12B;g&#x101; jaut&#x101;jum&#x101;. Bija pier&#x101;d&#x12B;ts, ka stafilokoki, kas vien&#x101; gad&#x12B;jum&#x101; izraisa abscesus, furunkulus, panaricijus, bet citos � kaulu smadze&#x146;u iekaisumus, ir vieni un tie pa�i un ka slim&#x12B;bas &#x25A0;daudzveid&#x12B;g&#x101;s paz&#x12B;mes un toreiz pielietotie da�&#x101;die pas&#x101;kumi atkar&#x12B;gi vien&#x12B;gi no &#x137;erme&#x146;a da&#x13C;as, kur&#x101; strutu kokki ieperin&#x101;ju�ies.</p><p>Protams, ar&#x12B; t&#x101;s slim&#x12B;bas, kuras p&#x113;c m&#x12B;las dievietes v&#x101;rda nosauktas par ven&#x113;risk&#x101;m, kaut gan ne vienm&#x113;r t&#x101;s sniedz Venera, deva &#x101;rstiem iemeslu izdar&#x12B;t ar sevi eksperimentus. Vispirms vajadz&#x113;ja atrisin&#x101;t svar&#x12B;gu jaut&#x101;jumu: vai patiesi � k&#x101; dom&#x101;ja gandr&#x12B;z l&#x12B;dz 19. gs. vidum � visas tr&#x12B;s �&#x12B;s grupas slim&#x12B;bas � gonoreja, m&#x12B;kstais �ankrs un sifiliss ir viena slim&#x12B;ba, kam ir tikai &#x101;r&#x113;ji at�&#x137;ir&#x12B;gas kl&#x12B;nisk&#x101;s ainas, jeb vai te ir runa par trim patst&#x101;v&#x12B;g&#x101;m slim&#x12B;b&#x101;m, kam nav nek&#x101; kop&#x12B;ga, iz&#x146;emot vien&#x101;do iesp&#x113;ju infic&#x113;ties.</p><p>Jaut&#x101;jums, bez �aub&#x101;m, bija svar&#x12B;gs, ta�u eksperimentam, kas var&#x113;ja sekm&#x113;t probl&#x113;mas atrisin&#x101;jumu, izr&#x101;d&#x12B;j&#x101;s daudz �&#x137;&#x113;r�&#x13C;u ne tikai aiz est&#x113;tiskiem mot&#x12B;viem, bet ar&#x12B; taj&#x101; zi&#x146;&#x101;, ka ik dienas hospit&#x101;&#x13C;os var&#x113;ja p&#x101;rliecin&#x101;ties, cik drausm&#x12B;gas sekas bija tre�ai jeb vienotai slim&#x12B;bai, ja vien t&#x101;da eksist&#x113;ja. Protams, taj&#x101; laik&#x101; ven&#x113;risk&#x101;s slim&#x12B;bas no sabiedrisk&#x101; viedok&#x13C;a</p><p>neuzskat&#x12B;ja par kaunu, k&#x101; tas notika v&#x113;l&#x101;k. Toreiz ar&#x12B; ven&#x113;risk&#x101; slim&#x12B;ba bija tikai slim&#x12B;ba.</p><p>Eksperimenta tehnika bija zin&#x101;ma. &#x145;&#x113;ma nedaudz atdal&#x12B;jumu un ievad&#x12B;ja ur&#x12B;nkan&#x101;l&#x101; vai ar&#x12B; &#x146;&#x113;ma materi&#x101;lu no �&#x16B;las, kuru pamatoti var&#x113;ja pieskait&#x12B;t pie �&#x12B;s slim&#x12B;bu grupas, un ieberz&#x113;ja to &#x137;ermen&#x12B;, vislab&#x101;k, protams, atkal pie ur&#x12B;nkan&#x101;la atveres. Ja tika &#x146;emti gonorejas slimnieka atdal&#x12B;jumi un ievad&#x12B;ti ur&#x12B;nkan&#x101;l&#x101;, bet p&#x113;c tam par&#x101;d&#x12B;j&#x101;s ne vien atdal&#x12B;jumi, bet ar&#x12B; �&#x16B;la, tad tiem daudzajiem, kuri apgalvoja, ka �&#x12B; slim&#x12B;bas grupa ir viens vesels un par&#x101;d&#x101;s te vien&#x101;, te atkal otr&#x101; slim&#x12B;bas form&#x101;, bija taisn&#x12B;ba.</p><p>D�ons Hanters, viens no iev&#x113;rojam&#x101;kajiem ang&#x13C;u &#x137;irurgiem un anatomiem, 1767. gad&#x101; paveica l&#x12B;dz&#x12B;gu eksperimentu. T&#x101; rezult&#x101;ts it k&#x101; pier&#x101;d&#x12B;ja vi&#x146;a taisn&#x12B;bu un apstiprin&#x101;ja vienot&#x12B;bas teoriju. Vi&#x146;� infic&#x113;ja sevi ar gonorejas slimnieka sekr&#x113;tu un saslima ne vien ar �o slim&#x12B;bu, bet v&#x113;l ar&#x12B; ar sifilisu. Hanters nenojauta, ka reiz&#x113; ar strut&#x101;m vi&#x146;� sev ievad&#x12B;ja materi&#x101;lu no �ankra, ar kuru pacients slimoja. &#x100;rsts vien&#x12B;gi redz&#x113;ja, ka ar vienu eksperimentu bija izrais&#x12B;jis sev abu slim&#x12B;bu paz&#x12B;mes; vispirms, protams, gonoreju, kas par&#x101;d&#x12B;j&#x101;s jau p&#x113;c da�&#x101;m dien&#x101;m, un tad p&#x113;c attiec&#x12B;ga laika sifilisu. Vi&#x146;� dom&#x101;ja un uzskat&#x12B;ja, ka ar to ir pier&#x101;d&#x12B;jis sava viedok&#x13C;a pareiz&#x12B;bu. Ta�u diez vai vi&#x146;a uzskatu pareiz&#x12B;bas apstiprin&#x101;jums b&#x16B;tu sag&#x101;d&#x101;jis vi&#x146;am vien&#x12B;gi prieku. P&#x113;c da�iem gadiem Hanters par �o slim&#x12B;bu sarakst&#x12B;ja ang&#x13C;u valod&#x101; gr&#x101;matu, kuru dr&#x12B;z vien tulkoja un izdeva v&#x101;cu un fran�u valod&#x101;.</p><p>K&#x101;ds cits t&#x101; laika &#x101;rsts � anglis Benjamins Bels paveica kaut ko l&#x12B;dz&#x12B;gu. Bels grib&#x113;ja uzzin&#x101;t, vai no sifilisa paveida � ciet&#x101; �ankra var att&#x12B;st&#x12B;ties gonoreja, ja vi&#x146;� sev ur&#x12B;nkan&#x101;l&#x101; ievad&#x12B;s �&#x16B;las sekr&#x113;tu. Vi&#x146;� nesaslima ar gonoreju, bet gan ar sifilisu, un, protams, tad &#x101;rstam n&#x101;c&#x101;s r&#x16B;p&#x113;ties par to, lai vi&#x146;� daudzmaz var&#x113;tu izvese&#x13C;oties.</p><p>Eksperiment&#x113;jot ar sevi, pie mald&#x12B;giem uzskatiem non&#x101;ca v&#x113;l viens &#x101;rsts, kur�, k&#x101; redzams no vi&#x146;a darbiem, labi orient&#x113;j&#x101;s ven&#x113;riskaj&#x101;s slim&#x12B;b&#x101;s, vismaz praktiskaj&#x101; zi&#x146;&#x101;. Tas bija austrietis FrancisKsavers�v&#x113;diauers. Vi&#x146;a dzimta c&#x113;lusies no Zviedrijas. �v&#x113;diauers dzimis 1748. gad&#x101; Steir&#x101;, stud&#x113;jis V&#x12B;n&#x113;, p&#x113;c tam devies uz Londonu, kur vi&#x146;u k&#x101; &#x101;rstu speci&#x101;listu &#x13C;oti cien&#x12B;ja. Ar&#x12B; vi&#x146;� uzskat&#x12B;ja �&#x12B;s tr&#x12B;s slim&#x12B;bas par vienot&#x101;m un grib&#x113;ja noskaidrot, vai t&#x101;s ir iesp&#x113;jams ieg&#x16B;t &#x101;rpus dzimumkopdz&#x12B;ves, proti, kairin&#x101;juma ce&#x13C;&#x101;. T&#x101;d&#x113;&#x13C; vi&#x146;� injic&#x113;ja sev ur&#x12B;nkan&#x101;l&#x101; ar &#x16B;deni at�&#x137;aid&#x12B;tu �gaisto�u s&#x101;rma s&#x101;li�, tas ir, amonjaku, kas, protams, izrais&#x12B;ja iekaisumu un strutainus atdal&#x12B;jumus. Toreiz vi&#x146;�, protams, nevar&#x113;ja zin&#x101;t, ka �aj&#x101;s strut&#x101;s nav gonorejas izrais&#x12B;t&#x101;ja. Sv&#x113;diauers redz&#x113;ja vien&#x12B;gi slim&#x12B;bas simptomus un secin&#x101;ja, ka ikviens sp&#x113;c&#x12B;gs ur&#x12B;nkan&#x101;la kairin&#x101;-</p><image l:href="#4"/><image l:href="#5"/><image l:href="#6"/><image l:href="#7"/><p><strong>Mal&#x101;rijas izplat&#x12B;t&#x101;ja oda anofelesa galva un snu&#x137;is</strong></p><image l:href="#8"/><image l:href="#9"/><image l:href="#10"/><image l:href="#11"/><image l:href="#12"/><p>jums rada gonoreju. Gonorejas izrais&#x12B;t&#x101;ji gonokoki tika atkl&#x101;ti apm&#x113;ram p&#x113;c simt gadiem.</p><p>T&#x101; turpin&#x101;j&#x101;s v&#x113;l ilgi, l&#x12B;dz ven&#x113;risko slim&#x12B;bu speci&#x101;lists, par&#x12B;zietis Filips R i &#x43A; &#x43E; r d s, cik jau tas bija iesp&#x113;jams, ienesa �aj&#x101; nozar&#x113; skaidr&#x12B;bu. Vi&#x146;� atkl&#x101;ja sifilisa tr&#x12B;s stadijas un pievienoj&#x101;s domai, ka abi �ankra veidi � m&#x12B;kstais un cietais ir patst&#x101;v&#x12B;gas slim&#x12B;bas, kuras nav sav&#x101; starp&#x101; identas. Ta�u vi&#x146;� pie&#x13C;&#x101;va t&#x101;lejo�u k]&#x16B;du, pazi&#x146;odams, ka sifilisa otr&#x101; stadija nav infekcioza. Rikords, ac&#x12B;m redzot, nesp&#x113;ja iedom&#x101;ties, ka �aj&#x101; stadij&#x101;, kad paz&#x12B;mes m&#x113;dz b&#x16B;t maz izteiktas, slim&#x12B;ba ir tikpat lip&#x12B;ga. Tas pamudin&#x101;ja daudzus &#x101;rstus izdar&#x12B;t vair&#x101;kus tra&#x123;iskus eksperimentus. �ie eksperimenti, k&#x101; sac&#x12B;ja Erihs F. Dahs, ir drausm&#x12B;gi un liecina par &#x101;rstu visliel&#x101;ko pa�uzupur&#x113;�anos. Cik daudz &#x13C;au�u, cik daudz &#x123;ime&#x146;u kjuva nelaim&#x12B;gas, to �odien pat gr&#x16B;ti iedom&#x101;ties!</p><p>Sevi�&#x137;u vietu ie&#x146;em v&#x101;cu &#x101;rsta Lindemana (ar&#x12B; Lind-mana) tra&#x123;&#x113;dija; �is &#x101;rsts, atk&#x101;rtoti infic&#x113;damies ar sifilisu, grib&#x113;ja piek&#x13C;&#x16B;t probl&#x113;mas atrisin&#x101;�anai vistuv&#x101;k. 1851. gada j&#x16B;lij&#x101; Lindemans komisijas uzraudz&#x12B;b&#x101;, ko Par&#x12B;zes akad&#x113;mija iec&#x113;la �&#x12B; jaut&#x101;juma p&#x113;t&#x12B;�anai, nol&#x113;ma izdar&#x12B;t svar&#x12B;gu eksperimentu.</p><p>Vi&#x146;� pa&#x146;&#x113;ma no slimnieka, kuram mandel&#x113;s bija pap&#x16B;las, t&#x101;tad kuram bija sifilisa otr&#x101; stadija, nedaudz atdal&#x12B;jumu, izdar&#x12B;ja kreis&#x101; rok&#x101; virspus&#x113;ju iegriezumu un ievad&#x12B;ja tur �o vielu. P&#x113;c da�&#x101;m ned&#x113;&#x13C;&#x101;m par&#x101;d&#x12B;j&#x101;s simptomi, kas liecin&#x101;ja, ka smaga infekcija p&#x101;r&#x146;em visu &#x137;ermeni. Gala refer&#x101;t&#x101; akad&#x113;mij&#x101; 1851. gada 18. novembr&#x12B; par �o eksperimentu tika teikts: �T&#x101; bija sirdi ploso�a aina. Iedom&#x101;jieties jaunu v&#x12B;rieti ar apbr&#x12B;nojami skaistiem un inteli&#x123;entiem sejas vaibstiem, kuram viss &#x137;ermenis bija fagedanisko �ankru (t&#x101; vecie &#x101;rsti d&#x113;v&#x113;ja �&#x12B;s stadijas simptomus) sa&#x113;sts, un nor&#x101;d&#x12B;ja uz konstitucion&#x101;l&#x101; sifilisa paz&#x12B;m&#x113;m vissmag&#x101;kaj&#x101; t&#x101; form&#x101;. �is jaunais Kurcijs (sal&#x12B;dzin&#x101;jums ar seno romie�u varoni, kur� aiz pa�aizliedz&#x12B;bas, lai ie�&#x113;lin&#x101;tu dievus un gl&#x101;btu dzimteni, ar savu zirgu met&#x101;s aiz&#x101;, kas sak&#x13C;&#x101;v&#x101;s virs vi&#x146;a) pretoj&#x101;s visiem l&#x16B;gumiem s&#x101;kt &#x101;rst&#x113;�anos; vi&#x146;� grib&#x113;ja eksperimentu piln&#x12B;gi pabeigt un uz p&#x101;rmetumiem, ka tad vi&#x146;�, iesp&#x113;jams, nomirs, atbild&#x113;ja ar v&#x101;rdiem: �V&#x113;l jo lab&#x101;k! Mana n&#x101;ve pier&#x101;d&#x12B;s, ka m&#x101;c&#x12B;ba par sifiliz&#x101;ciju ir dzi&#x13C;i mald&#x12B;ga, un pal&#x12B;dz&#x113;s nov&#x113;rst jaunu nelaimi.�� Ja �&#x12B; pa�uzupur&#x113;�an&#x101;s, kad l&#x113;na un drausm&#x12B;ga n&#x101;ve st&#x101;v acu priek�&#x101;, nav cildena, � ko tad lai saucam par cildenumu? � T&#x101; bija sac&#x12B;ts akad&#x113;mijas gala refer&#x101;t&#x101;.</p><p>Tra&#x123;iski varon&#x12B;gais Lindemana eksperiments, protams, �ai svar&#x12B;gaj&#x101; jaut&#x101;jum&#x101; ienesa skaidr&#x12B;bu. Neraugoties uz to, analo&#x123;iski eksperimenti turpin&#x101;j&#x101;s, jo fakti, k&#x101; tas bie�i m&#x113;dz medic&#x12B;n&#x101; b&#x16B;t, citiem &#x101;rstiem ilgi palika nezin&#x101;mi, vai ar&#x12B; vi&#x146;i tiem netic&#x113;ja. Un t&#x101; �o eksperimentu skaits arvien pieauga. Medic&#x12B;nas v&#x113;sture zina daudzu &#x101;rstu v&#x101;rdus, kuri �iem b&#x12B;stamajiem eksperimentiem ziedoja pa�i sevi. Da�iem laim&#x113;j&#x101;s � infic&#x113;�an&#x101;s neizdev&#x101;s, ta�u daudzi citi saslima, un tas notika taj&#x101; laik&#x101;, kad v&#x113;l nepazina t&#x101;dus sp&#x113;c&#x12B;gus l&#x12B;dzek&#x13C;us k&#x101; salvarsanu un penicil&#x12B;nu, bet atlika &#x101;rst&#x113;ties vien&#x12B;gi ar dz&#x12B;vsudrabu.</p><p>Da�i no �iem eksperimentiem &#x12B;sum&#x101; j&#x101;piemin. Minhenes profesors Lindvurms, izcils prakti&#x137;is, par kura p&#x101;ragro n&#x101;vi s&#x113;roja visa pils&#x113;ta, 1852. gad&#x101; &#x101;rst&#x113;ja V&#x12B;nes &#x101;rstu, kas br&#x12B;vpr&#x101;t&#x12B;gi bija infic&#x113;jies ar otr&#x101;s stadijas sifilisu, lai pier&#x101;d&#x12B;tu, ka vi&#x146;a skolot&#x101;jam Rikordam Par&#x12B;z&#x113; ir taisn&#x12B;ba un ka slim&#x12B;ba �aj&#x101; stadij&#x101; nav lip&#x12B;ga. Ta�u vi&#x146;a eksperiments pier&#x101;d&#x12B;ja, ka Rikorda uzskati ir mald&#x12B;gi.</p><p>Taj&#x101; laik&#x101; v&#x101;cu kl&#x12B;nicists Francis Rinekers, kuram Vircbur-gas medic&#x12B;nas fakult&#x101;te ir par&#x101;d&#x101; daudz pateic&#x12B;bas, ieinteres&#x113;j&#x101;s par �o eksperimentu. K&#x101;ds jauns vi&#x146;a kl&#x12B;nikas &#x101;rsts iepot&#x113;ja sev materi&#x101;lu no b&#x113;rna, kas bija ar �o slim&#x12B;bu jau ieradies pasaul&#x113; un atrad&#x101;s slimn&#x12B;c&#x101; kop&#x101; ar z&#x12B;d&#x12B;t&#x101;ju, kura bija infic&#x113;jusies no b&#x113;rna. Kad p&#x113;c pot&#x113;juma �is &#x101;rsts saslima, cits &#x101;rsts infic&#x113;j&#x101;s no vi&#x146;a tikai t&#x101;d&#x113;&#x13C;, lai uzzin&#x101;tu, vai slim&#x12B;ba p&#x113;c t&#x101;das infekcijas pas&#x101;�as v&#x113;l ir lip&#x12B;ga. 1860. gad&#x101; t&#x101;di eksperimenti tika izdar&#x12B;ti profesora Pelicari kl&#x12B;nik&#x101;, iepot&#x113;jot vispirms diviem, p&#x113;c tam trim &#x101;rstiem, da&#x13C;&#x113;ji bez, da&#x13C;&#x113;ji ar pozit&#x12B;viem rezult&#x101;tiem.</p><p>Roberts fon Velcs, v&#x113;l&#x101;k oftamolo&#x123;ijas profesors Vircburg&#x101;, b&#x16B;dams jauns &#x101;rsts, 1849. gad&#x101; sa&#x146;&#x113;ma stipendiju &#x101;rzemju ce&#x13C;ojumam, aizbrauca uz Par&#x12B;zi un tur nodarboj&#x101;s ar sifilisa pot&#x113;�anu no cilv&#x113;ka p&#x113;rti&#x137;im, p&#x113;c tam apgriezt&#x101; sec&#x12B;b&#x101; no p&#x113;rti&#x137;a cilv&#x113;kam, kas vi&#x146;u noveda pie zin&#x101;tniska str&#x12B;da ar Rikordu. Velcs divreiz sev iepot&#x113;ja slima p&#x113;rti&#x137;a sekr&#x113;tu, tad p&#x113;c vi&#x146;a l&#x16B;guma Rikords vi&#x146;am izdar&#x12B;ja pot&#x113;jumu, ta�u slim&#x12B;bas paz&#x12B;mes, kuras var&#x113;tu nosaukt par sifilitisk&#x101;m, nerad&#x101;s.</p><p>Kad iest&#x101;j&#x101;s bakteriolo&#x123;ijas &#x113;ra un visur s&#x101;ka mekl&#x113;t infekciju slim&#x12B;bu izrais&#x12B;t&#x101;jus un l&#x12B;dzko, kaut ar&#x12B; da�&#x101;dos laikos, p&#x113;d&#x12B;gi bija atkl&#x101;ti triju ven&#x113;risko slim&#x12B;bu izrais&#x12B;t&#x101;ji, da�i &#x101;rsti saskat&#x12B;ja �aj&#x101; apst&#x101;kl&#x12B; jaunu ierosmi eksperimentiem ar sevi. K&#x101; pirmo no slim&#x12B;bas izrais&#x12B;t&#x101;jiem mikroskop&#x101; ieraudz&#x12B;ja go-nokokku. Alberts Neisers to atkl&#x101;ja 1879. gad&#x101; Breslav&#x101;. Tas bija dubultkokks, kas atg&#x101;din&#x101;ja p&#x101;rdal&#x12B;tu ve&#x123;i vai divas cie�i kop&#x101; saspiestas kafijas pupi&#x146;as. Pietiekami ir jau uztriept pl&#x101;nu sekr&#x113;ta k&#x101;rti&#x146;u uz priek�metstikli&#x146;a un pareizi nokr&#x101;sot, un gonokokks mikroskop&#x101; saredzams piln&#x12B;gi skaidri. K&#x101; otrais tika atrasts m&#x12B;kst&#x101; �ankra izrais&#x12B;t&#x101;js. Augusto Dikrejs, v&#x113;l&#x101;kais &#x101;das slim&#x12B;bu profesors Piz&#x101; un Rom&#x101;, izdar&#x12B;ja �o atkl&#x101;jumu, b&#x16B;dams v&#x113;l jauns &#x101;rsts. Izrais&#x12B;t&#x101;js bija n&#x16B;ji&#x146;veida bacilis, izvietojies virkn&#x113;, kas atg&#x101;din&#x101;ja citu aiz citas peldo�as zivis. Un beidzot k&#x101; p&#x113;d&#x113;jo atrada sifilisa izrais&#x12B;t&#x101;ju � b&#x101;lo spirohetu. To 1905. gada pavasar&#x12B; atkl&#x101;ja Fricis Saudins, p&#x113;tot ciet&#x101; �ankra prepar&#x101;tu, kur&#x101; vajadz&#x113;ja atrasties izrais&#x12B;t&#x101;jam. Vi&#x146;� to ieraudz&#x12B;ja nevis dienas gaismas vai m&#x101;ksl&#x12B;g&#x101; apgaismojum&#x101;, bet gan uz tum�a fona. Tikai tad vi&#x146;� saskat&#x12B;ja sudrabaini izv&#x12B;tus pavedienus un. t&#x16B;l&#x12B;t ar&#x12B; saprata, ka tie�i tie ir mikrobi, kas sag&#x101;d&#x101; cilv&#x113;kam tik daudz posta.</p><p>Visi �ie atkl&#x101;jumi, kas izdar&#x12B;ja apv&#x113;rsumu zin&#x101;tn&#x113;, pamudin&#x101;ja &#x101;rstus no jauna iziet c&#x12B;&#x146;as lauk&#x101;, lai, ar sevi eksperiment&#x113;jot, tuv&#x101;k piek&#x13C;&#x16B;tu jaut&#x101;jumiem, kas vi&#x146;iem �&#x137;ita svar&#x12B;gi. 1902. gad&#x101; Neisera asistents &#x101;rsts Egons Toma�evskis nol&#x113;ma p&#x101;rbaud&#x12B;t m&#x12B;kst&#x101; �ankra izrais&#x12B;t&#x101;ja infekcijas sp&#x113;ju un izdar&#x12B;ja attiec&#x12B;gu eksperimentu ar sevi. Izrais&#x12B;t&#x101;js vi&#x146;am ar&#x12B; par&#x101;d&#x12B;ja visu savu sp&#x113;ku. Citi &#x101;rsti grib&#x113;ja izp&#x113;t&#x12B;t smail&#x101;s kon-dilomas � ilgu laiku t&#x101;m pierakst&#x12B;ja sifilitisko izcel�anos, � kuras veidojas gonorejas slimniekiem k&#x101; mazas k&#x101;rpi&#x146;as sakar&#x101; ar to, ka atdal&#x12B;jumi kairina g&#x13C;ot&#x101;du. Tagad to var&#x113;ja itin viegli apg&#x101;zt. Veiksm&#x12B;g&#x101;ks izr&#x101;d&#x12B;j&#x101;s rum&#x101;nis � &#x101;rsts Konstant&#x12B;ns Levaditi, kas bija stud&#x113;jis Par&#x12B;z&#x113; un p&#x113;c tam str&#x101;d&#x101;ja Past&#x113;ra instit&#x16B;t&#x101;. Tur vi&#x146;� daudz nodarbojas ar sifilisu un izgudroja jaunu iekr&#x101;so�anas metodi, lai, audus p&#x101;rgrie�ot, padar&#x12B;tu redzamas spirohetas. Vi&#x146;� iepot&#x113;ja sev rok&#x101; nedaudz materi&#x101;la no tru�a, kas bija ar �o slim&#x12B;bu infic&#x113;ts un kuram atrada spirohetas. Levaditi palika vesels, jo, k&#x101; noskaidroj&#x101;s v&#x113;l&#x101;k, tie�i �ie dz&#x12B;vnieki nep&#x101;rn&#x113;s&#x101; sifilisu cilv&#x113;kiem.</p><p>Eksperimentos tika p&#x101;rbaud&#x12B;ti ar&#x12B; l&#x12B;dzek&#x13C;i un metodes, kas noder&#x113;tu aizsardz&#x12B;bai pret ven&#x113;riskaj&#x101;m slim&#x12B;b&#x101;m. Piem&#x113;rotu l&#x12B;dzekli pret gonoreju izdev&#x101;s atrast, pielietojot v&#x101;ju sudraba nitr&#x101;ta �&#x137;&#x12B;dumu. Ar sifilisu tas bija gr&#x16B;t&#x101;k. Fran�u &#x101;rsts Pols Mezonevs, kas bija c&#x113;lies no iev&#x113;rojamas &#x101;rstu &#x123;imenes, 1906. gad&#x101; &#x13C;&#x101;va Past&#x113;ra instit&#x16B;ta direktoriem Me�&#x146;ikovam un R&#x16B; iepot&#x113;t sev div&#x101;s viet&#x101;s sifilitisko materi&#x101;lu un p&#x113;c tam ieziest ar dz&#x12B;vsudraba ziedi. Vienlaikus tika infic&#x113;ti ar&#x12B; �etri p&#x113;rti&#x137;i. Vienam no �iem dz&#x12B;vniekiem infic&#x113;t&#x101; viet&#x101; dz&#x12B;vsudraba ziedi ieberz&#x113;ja stundu p&#x113;c pot&#x113;�anas, otram � tikai p&#x113;c 20-stund&#x101;m, p&#x101;r&#x113;jos divus atst&#x101;ja kontrolei. Mezonevs un pirmais p&#x113;rti&#x137;is nesaslima; dz&#x12B;vniekiem, kuriem ziedi neieberz&#x113;ja, �&#x12B;s &#x13C;aun&#x101;s slim&#x12B;bas paz&#x12B;mes par&#x101;d&#x12B;j&#x101;s p&#x113;c 17 dien&#x101;m, dz&#x12B;vnieks, kuru iezieda p&#x113;c 20 stund&#x101;m, saslima p&#x113;c 39 dien&#x101;m. T&#x101; ieguva atbildi uz jaut&#x101;jumu par dz&#x12B;vsudraba pretiedarb&#x12B;bu � tika pielietota svaiga, tikko izgatavota dz&#x12B;vsudraba ziede, kaut gan praks&#x113;, neraugoties uz &#x101;rstu ieteikumiem, tam bija niec&#x12B;ga noz&#x12B;me.</p><p>Kad Luijs Past&#x113;rs izstr&#x101;d&#x101;ja savu lielisko metodi pot&#x113;�anai pret trakums&#x113;rgu, k&#x101;dam &#x101;rstam rad&#x101;s iesp&#x113;ja izdar&#x12B;t &#x13C;oti b&#x12B;stamu eksperimentu. Tas bija v&#x113;l&#x101;kais V&#x12B;nes &#x137;irurgs un pro-fesors Enimerihs Ulmanis. 1885 gad&#x101;, pavad&#x12B;dams Par&#x12B;z&#x113; zin&#x101;tnisk&#x101; nol&#x16B;k&#x101; atva&#x13C;in&#x101;jumu, vi&#x146;� ierad&#x101;s pie Pasl&#x113;ra un sac&#x12B;ja: � '</p><p>�Kohs un vi&#x146;a skolnieki run&#x101;, ka j&#x16B;s, ac&#x12B;m redzot, esat atradis &#x12B;sto l&#x12B;dzekli pret trakums&#x113;rgu. Bet, ja suni, kur� ieko�, tikai tur aizdom&#x101;s, bet paties&#x12B;b&#x101; trakums&#x113;rgas nemaz nav un to var pier&#x101;d&#x12B;t, vien&#x12B;gi izdarot sekciju un p&#x101;rpot&#x113;�anu p&#x113;c nedaudz dien&#x101;m, tad � vi&#x146;i s&#x101;ka � cilv&#x113;kam, kur� dab&#x16B; aiz-sargpotes, j&#x101;nomirst no trakums&#x113;rgas, jo pretindes iedarb&#x12B;ba ar pa�as trakums&#x113;rgas v&#x12B;rusu netiek izn&#x12B;cin&#x101;ta.�</p><p>Past&#x113;rs atbild&#x113;ja � t&#x101; p&#x113;c daudziem gadiem pazi&#x146;oja Ulmanis, � ka vi&#x146;� �os Koha uzskatus labi zinot. Ulmanis uz to atbild&#x113;ja: �Mani nav sakodis suns, ne traks, ne ar&#x12B; t&#x101;ds, kas tur&#x113;ts aizdom&#x101;s par trakums&#x113;rgu. Izdariet ar mani aizsargpo-t&#x113;�anu, redz&#x113;sim, vai es nomir�u no t&#x101;. Es esmu tik &#x13C;oti p&#x101;rliecin&#x101;ts par pot&#x113;jumu pareiz&#x12B;bu, ka labpr&#x101;t nododu sevi k&#x101; izm&#x113;&#x123;in&#x101;juma objektu j&#x16B;su r&#x12B;c&#x12B;b&#x101;.� Past&#x113;rs bija ar mieru, un t&#x16B;l&#x12B;t tika izdar&#x12B;ts pirmais pot&#x113;jums. N&#x101;kamaj&#x101;s dien&#x101;s Ulmanim iepot&#x113;ja v&#x113;l desmit potes, ta�u vi&#x146;� nesaslima. Iekams Ulmanis atst&#x101;ja Par&#x12B;zi, vi&#x146;� dab&#x16B;ja no Past&#x113;ra trus&#x12B;ti, kuram iepot&#x113;ja trakums&#x113;rgas v&#x12B;rusu, un �is trus&#x12B;tis k&#x13C;uva par izejas punktu aizsargpot&#x113;m, ko uzs&#x101;ka pielietot V&#x12B;n&#x113;.</p><p>Iev&#x113;r&#x12B;bas cien&#x12B;gi ir ar&#x12B; tie eksperimenti, kurus &#x101;rsti izdar&#x12B;ja pa�i ar sevi, lai p&#x101;rbaud&#x12B;tu So Ik a atrasto pot&#x113;�anas pa&#x146;&#x113;mienu pret b&#x113;rnu trieku. Iekams Solks var&#x113;ja atkl&#x101;ti pateikt un dar&#x12B;t zin&#x101;mu visai pasaulei to, ka vi&#x146;am izdevies izstr&#x101;d&#x101;t aiz-sargpotes pret poliomiel&#x12B;tu, p&#x113;c eksperimentiem ar �impanzi bija nepiecie�ams izm&#x113;&#x123;in&#x101;t vakc&#x12B;nu cilv&#x113;ka organism&#x101;. Kad instit&#x16B;t&#x101;, kur tika veikti �ie darbi, k&#x13C;uva zin&#x101;ms, ka �im eksperimentam nepiecie�ami br&#x12B;vpr&#x101;t&#x12B;gie, pieteic&#x101;s 20 jaunu &#x101;rstu un medic&#x12B;nas studentu, lai ar vi&#x146;iem izdar&#x12B;tu eksperimentu, par kuru var&#x113;ja sac&#x12B;t, ka tas bija viens no riskant&#x101;kiem, � tas bija eksperiments uz dz&#x12B;v&#x12B;bu un n&#x101;vi. Ar �o eksperimentu s&#x101;k&#x101;s viena no liel&#x101;kaj&#x101;m ofens&#x12B;v&#x101;m, k&#x101;du vien paz&#x12B;st medic&#x12B;nas v&#x113;sture, � c&#x12B;&#x146;a pret b&#x113;rnu trieku un aizsargpo�u s&#x113;rija, kas v&#x113;l&#x101;k aptv&#x113;ra miljoniem b&#x113;rnu. Tas notika 1955. gad&#x101;.</p><p>P&#x113;c nedaudz gadiem k&#x101;ds argent&#x12B;nie�u &#x101;rsts izdar&#x12B;ja eksperimentu, kas bija saist&#x12B;ts ar dz&#x12B;v&#x12B;bas briesm&#x101;m. P&#x113;d&#x113;jos gados Argent&#x12B;n&#x101; vasar&#x101;s tika nov&#x113;rota epid&#x113;mija, kas &#x101;rstiem sag&#x101;d&#x101;ja daudz rai�u. T&#x101; bija m&#x12B;klaina slim&#x12B;ba, ko pavad&#x12B;ja drudzis, smaga asi&#x146;o�ana, smadze&#x146;u darb&#x12B;bas trauc&#x113;jumi un sama&#x146;as zu�ana; �&#x12B; slim&#x12B;ba pras&#x12B;ja daudz upuru. No �&#x12B;s slim&#x12B;bas galvenok&#x101;rt cieta zemnieki. P&#x113;t&#x12B;jumi, kurus t&#x16B;l&#x12B;t uzs&#x101;ka un kuros piedal&#x12B;j&#x101;s daudz bakteriologu, par&#x101;d&#x12B;ja, ka t&#x101; ir v&#x12B;rusu slim&#x12B;ba, ko p&#x101;rn&#x113;s&#x101; �urkas. Izdar&#x12B;ja �&#x101;du eksperimentu ar dz&#x12B;vniekiem: &#x146;&#x113;ma balt&#x101;s peles un injic&#x113;ja t&#x101;m slimu cilv&#x113;ku asinis, pie tam dz&#x12B;vnieki, kas l&#x12B;dz �im bija piln&#x12B;gi veseli, p&#x113;c k&#x101;da laika saslima. Ta�u v&#x113;l aizvien nebija zin&#x101;ms, un tas &#x101;rstiem �&#x137;ita jo sevi�&#x137;i svar&#x12B;gi, cik ilgs laiks paiet starp infic&#x113;�anos un slim&#x12B;bas paz&#x12B;mju par&#x101;d&#x12B;�anos pie cilv&#x113;ka.</p><p>T&#x101;d&#x113;&#x13C; k&#x101;ds jauns &#x101;rsts, kur� str&#x101;d&#x101;ja Buenosairesas kl&#x12B;nik&#x101;, lai izp&#x113;t&#x12B;tu O'Hid�insas slim&#x12B;bu, nol&#x113;ma eksperiment&#x113;t ar sevi. T&#x101; min&#x113;to epid&#x113;miju d&#x113;v&#x113;ja t&#x101;d&#x113;&#x13C;, ka t&#x101; pirmo reizi par&#x101;d&#x12B;j&#x101;s O'Hid�insas apvid&#x16B;. �is &#x101;rsts bija Barers Oro, toreiz vi&#x146;� bija 30 gadu vecs. Da�i vi&#x146;a darbi bakteriolo&#x123;ijas nozar&#x113; bija jau paz&#x12B;stami, bez tam vi&#x146;� izstud&#x113;ja doktora Kariona darb&#x12B;bu un sarakst&#x12B;ja gr&#x101;matu par �o peru&#x101;ni, kur� p&#x113;t&#x12B;ja &#x13C;aundab&#x12B;go k&#x101;rpu slim&#x12B;bu, kuru v&#x113;l&#x101;k nosauca vi&#x146;a v&#x101;rd&#x101; un kuras d&#x113;&#x13C; vi&#x146;am n&#x101;c&#x101;s ziedot dz&#x12B;v&#x12B;bu. Tas bija varonis, kura t&#x113;ls iedvesmoja Oro, kad vi&#x146;� nol&#x113;ma atmin&#x113;t O�Hid�insas slim&#x12B;bas nosl&#x113;pumu.</p><p>1958. gada 20. decembr&#x12B; agri no r&#x12B;ta vi&#x146;� lika kl&#x12B;nikas laboratorijas kalpot&#x101;jam izdar&#x12B;t sev injekciju. �&#x13C;irc&#x113; atrad&#x101;s &#x101;rk&#x101;rt&#x12B;gi infekciozs materi&#x101;ls, kas bija izgatavots no m&#x12B;klain&#x101;s slim&#x12B;bas v&#x12B;rusu kult&#x16B;ras. Par savu nodomu Oro nevienam iepriek� neko neteica, jo uzskat&#x12B;ja, ka vi&#x146;a �efs un kol&#x113;&#x123;i pret �o neap�aub&#x101;mi b&#x12B;stamo eksperimentu protest&#x113;s.</p><p>�ai zi&#x146;&#x101; vi&#x146;� eksperimentam bija sagatavojies vien&#x12B;gi tik daudz, ka pirms eksperimenta uzrakst&#x12B;ja universit&#x101;tes dekan&#x101;tam v&#x113;stuli: �Es stingri aizliedzu ievad&#x12B;t man penicil&#x12B;nu vai k&#x101;du citu antibiotisku vielu, k&#x101; ar&#x12B; z&#x101;les visp&#x101;r, iekams nes&#x101;ksies slim&#x12B;ba, kuru esmu iepot&#x113;jis. Esmu nol&#x113;mis labpr&#x101;t&#x12B;gi un piln&#x12B;gi apzin&#x101;ti izdar&#x12B;t eksperimentu ar sevi. Tikai tad, kad par&#x101;d&#x12B;sies slim&#x12B;bas paz&#x12B;mes, es at&#x13C;auju kol&#x113;&#x123;iem pielietot tos &#x101;rstniec&#x12B;bas l&#x12B;dzek&#x13C;us, kurus vi&#x146;i uzskat&#x12B;s par lietder&#x12B;giem.�</p><p>Tikai p&#x113;c tam, kad bija notikusi injekcija, vi&#x146;� hospit&#x101;&#x13C;a &#x101;rstiem past&#x101;st&#x12B;ja par savu eksperimentu un v&#x113;stuli, ko bija atst&#x101;jis dekan&#x101;t&#x101;. &#x100;rsti un ar&#x12B; pats Oro uzskat&#x12B;ja, ka slim&#x12B;ba, gad&#x12B;jum&#x101; ja eksperiments visp&#x101;r dos pozit&#x12B;vu rezult&#x101;tu, s&#x101;ksies apm&#x113;ram p&#x113;c div&#x101;m ned&#x113;&#x13C;&#x101;m. Jo p&#x101;rsteigt&#x101;ki vi&#x146;i bija tad, kad jau p&#x113;c nepiln&#x101;m div&#x101;m dien&#x101;m, prec&#x12B;zi p&#x113;c 39 stund&#x101;m, Oro jut&#x101;s saslimis. L&#x12B;dz tam vi&#x146;�, k&#x101; alla�, turpin&#x101;ja darbu, izdar&#x12B;ja sev asins anal&#x12B;zi un dar&#x12B;ja to katru dienu, pat tad, kad jut&#x101;s slims un konstat&#x113;ja temperat&#x16B;ras paaugstin&#x101;�anos. Tikai tad, kad s&#x101;k&#x101;s asi&#x146;o�ana, kas rakstur&#x12B;ga O�Hid�insas slim&#x12B;bai, vi&#x146;� bija ar mieru doties uz hospit&#x101;&#x13C;a slimn&#x12B;cas noda&#x13C;u un at&#x13C;&#x101;va nov&#x113;rojumus izdar&#x12B;t citiem &#x101;rstiem. Bez tam dr&#x12B;z vien tika nov&#x113;roti atmi&#x146;as trauc&#x113;jumi, un v&#x113;l&#x101;k, kad doktors Oro izvese&#x13C;oj&#x101;s, vi&#x146;� nevar&#x113;ja atcer&#x113;ties visu notiku�o taj&#x101; laika posm&#x101;, ko bija pavad&#x12B;jis hospit&#x101;l&#x12B;.</p><p>Vi&#x146;a slim&#x12B;ba izpaud&#x101;s vis&#x101; t&#x101;s &#x13C;aundab&#x12B;b&#x101;, kas rakstur&#x12B;ga</p><p>�ai slim&#x12B;bai,\in ned&#x113;j&#x101;m ilgi Oro atrad&#x101;s starp dz&#x12B;v&#x12B;bu un n&#x101;vi. Hospit&#x101;&#x13C;a &#x101;rsti deva vi&#x146;am z&#x101;les, kur&#x101;m, k&#x101; var&#x113;ja paredz&#x113;t, bija j&#x101;iedarbojas uz slim&#x12B;bu labv&#x113;l&#x12B;gi, tie bija antibiotiskie un citi l&#x12B;dzek&#x13C;i. Divus m&#x113;ne�us p&#x113;c eksperimenta s&#x101;kuma vi&#x146;u var&#x113;ja uzskat&#x12B;t par izgl&#x101;btu, kaut ar&#x12B; Oro v&#x113;l k&#x101;du laiku n&#x101;c&#x101;s pavad&#x12B;t hospit&#x101;l&#x12B; k&#x101; pacientam.</p><p>Barera Oro eksperiments par&#x101;d&#x12B;ja, ka inkub&#x101;cijas periods �ai v&#x12B;rusu slim&#x12B;bai ir iev&#x113;rojami &#x12B;s&#x101;ks, nek&#x101; dom&#x101;ja, un ka, ac&#x12B;m redzot, vien&#x12B;gi v&#x12B;rusu kult&#x16B;ras vakc&#x12B;na var nov&#x113;rst slim&#x12B;bu, bet, ja t&#x101; jau s&#x101;kusies, tad pal&#x12B;dz&#x113;t organismam &#x101;rst&#x113;�an&#x101;s proces&#x101;. Ir saprotams, ka Argent&#x12B;n&#x101; lepoj&#x101;s ar �o &#x101;rsta varo&#x146;darbu. Doktors Oro katr&#x101; zi&#x146;&#x101; peln&#x12B;jis uzslavu.</p><p>Pirms daudziem gadiem amerik&#x101;&#x146;u higi&#x113;nisti cent&#x101;s izgatavot vakc&#x12B;nu, kura iedarbotos pret dizent&#x113;riju un &#x12B;pa�i pret ba-cil&#x101;ro dizent&#x113;riju. S&#x12B;s probl&#x113;mas atrisin&#x101;�ana vesel&#x12B;bas aizsardz&#x12B;bas org&#x101;niem �&#x137;ita svar&#x12B;ga ar&#x12B; v&#x113;l t&#x101;p&#x113;c, ka otr&#x101; pasaules kara beig&#x101;s Filip&#x12B;n&#x101;s uzliesmoja dizent&#x113;rijas epid&#x113;mija, kas izveda no ierindas veselas div&#x12B;zijas. Un tagad Ilinoisas universit&#x101;tes &#x101;rstiem Safnesam un Levinsonam un desmitiem vi&#x146;u l&#x12B;dzstr&#x101;dnieku un l&#x12B;dzstr&#x101;dnie�u izdev&#x101;s rad&#x12B;t dizent&#x113;rijas serumu, kur� izm&#x113;&#x123;in&#x101;jum&#x101; ar dz&#x12B;vniekiem tom&#x113;r izr&#x101;d&#x12B;j&#x101;s &#x13C;oti ind&#x12B;gs. Peles, kur&#x101;m to injic&#x113;ja, nobeidz&#x101;s jau p&#x113;c da�&#x101;m min&#x16B;t&#x113;m. Tagad rad&#x101;s jaut&#x101;jums, vai �is serums ir tikpat ind&#x12B;gs ar&#x12B; cilv&#x113;kiem. Uz �o jaut&#x101;jumu var&#x113;ja atbild&#x113;t vien&#x12B;gi attiec&#x12B;gi eksperimenti. Divpadsmit &#x101;rstu cits citam izdar&#x12B;ja nov&#x101;jin&#x101;ta seruma �&#x137;&#x12B;duma injekcijas, �is pas&#x101;kums, bez �aub&#x101;m, bija &#x101;rk&#x101;rt&#x12B;gi riskants, jo neviens nevar&#x113;ja paredz&#x113;t, k&#x101;das b&#x16B;s injekcijas sekas. Var tic&#x113;t eksperimenta dal&#x12B;bniekiem un &#x101;rstiem, kuri tos nov&#x113;roja, � tie v&#x113;l&#x101;k st&#x101;st&#x12B;ja, cik mokpilnas vi&#x146;iem gaidot biju�as min&#x16B;tes. Gal&#x113;j&#x101;s nepiecie�am&#x12B;bas gad&#x12B;jumam jau bija sagatavots adrenal&#x12B;ns un citi medikamenti. P&#x113;c vienas stundas jau bija saman&#x101;mas indes pirm&#x101;s iedarb&#x12B;bas paz&#x12B;mes. Uz eksperimenta dal&#x12B;bnieku sej&#x101;m par&#x101;d&#x12B;j&#x101;s sviedri, rokas piepampa, c&#x113;l&#x101;s temperat&#x16B;ra. Tom&#x113;r sp&#x113;c&#x12B;g&#x101;ki simptomi izpalika, un tre�aj&#x101; stund&#x101;, p&#x113;c �afnesa dom&#x101;m, paties&#x12B;b&#x101; vi&#x146;iem visiem jau vajadz&#x113;ja b&#x16B;t miru�iem, ja vien serums uz cilv&#x113;kiem iedarbotos t&#x101;pat k&#x101; uz pel&#x113;m. Ta�u eksperiments ar to jau bija beidzies, un �o serumu itin mier&#x12B;gi var&#x113;ja ieteikt k&#x101; l&#x12B;dzekli pret bacil&#x101;ro dizent&#x113;riju.</p><p>Ar �o pabeigts st&#x101;sts par &#x101;rstiem, kuri, eksperiment&#x113;jot pa�i ar sevi, cent&#x101;s iepaz&#x12B;t lielo epid&#x113;miju � cilv&#x113;ces posta c&#x113;lo&#x146;us. Paties&#x12B;b&#x101; �is st&#x101;sts v&#x113;l tom&#x113;r nav nosl&#x113;dzies. Daudzi citi paveiku�i daudz ko l&#x12B;dz&#x12B;gu t&#x101;dos vai ar&#x12B; citos apst&#x101;k&#x13C;os, risk&#x113;jot ne vien pa�i ar savu, bet ar&#x12B; ar savu &#x123;ime&#x146;u dz&#x12B;v&#x12B;bu un vesel&#x12B;bu. Liel&#x101;k&#x101; da&#x13C;a �o eksperimentu nebija velt&#x12B;gi. Tie pal&#x12B;dz&#x113;ja c&#x12B;&#x146;&#x101; pret'slim&#x12B;b&#x101;m, kuras izraisa &#x13C;oti s&#x12B;kas organisk&#x101;s b&#x16B;tnes � bakt&#x113;rijas un l&#x12B;dz&#x12B;gi organismi, c&#x12B;&#x146;&#x101;, kas nosl&#x113;dz&#x101;s ar medic&#x12B;nas lielo uzvaru, ierakstot t&#x101;s progresa gr&#x101;mat&#x101; slavas pilnas lappuses.</p><p>Protams, daudzi no �iem eksperimentiem, kas tika izdar&#x12B;ti epid&#x113;miju p&#x113;t&#x12B;�anas nol&#x16B;k&#x101;, nosl&#x113;dz&#x101;s ar velt&#x12B;giem upuriem. Ta�u vi&#x146;u cildenums, to &#x101;rstu v&#x12B;ri�&#x137;&#x12B;ba un pa�uzupur&#x113;�an&#x101;s, kas sevi pak&#x13C;&#x101;va briesm&#x101;m, cer&#x113;dami uz labv&#x113;l&#x12B;gu izn&#x101;kumu, uz sekm&#x113;m, � nekad nezud&#x12B;s.</p></section><section><title><p><strong>VAI V&#x112;ZI IZRAISA VIRUSI?</strong></p></title><p>Velt&#x12B;gs bija ar&#x12B; eksperiments, ko ar sevi izdar&#x12B;ja po&#x13C;u &#x101;rste Kl&#x101;ra Fonti, kas praktiz&#x113;j&#x101;s It&#x101;lij&#x101;; �im eksperimentam vajadz&#x113;ja atbild&#x113;t uz jaut&#x101;jumu, vai v&#x113;zis ir slim&#x12B;ba, kuru izraisa v&#x12B;rusi, k&#x101; vi&#x146;a to uzskat&#x12B;ja.</p><p>�is jaut&#x101;jums, kuram, bez �aub&#x101;m, ir milz&#x12B;ga noz&#x12B;me, jau sen nodarbina &#x101;rstus. Daudzi p&#x113;tnieki noliedz v&#x12B;rusu teoriju un atz&#x12B;st vien&#x12B;gi kancerogenos, v&#x113;zi sekm&#x113;jo�os faktorus, turpretim citi tic v&#x113;�a v&#x12B;rusam un k&#x101; pier&#x101;d&#x12B;jumus min eksperimentus ar dz&#x12B;vniekiem. Turkl&#x101;t vi&#x146;iem ir labi zin&#x101;ms, ka ne jau katru eksperimentu ar dz&#x12B;vniekiem var tik vienk&#x101;r�i attiecin&#x101;t uz cilv&#x113;ku. Peles, piem&#x113;ram, viegli saslimst ar kr&#x16B;�u dziedzera v&#x113;zi, un ar endogamijas palidzibu var izaudz&#x113;t t&#x101;du �o dz&#x12B;vnieku �tammu, kuru iedzimt&#x101;s &#x12B;pa�&#x12B;bas ir piln&#x12B;gi vien&#x101;das un kuriem bie�i rodas kr&#x16B;�u dziedzera v&#x113;zis. �&#x137;iet, ka pel&#x113;m v&#x113;zis tiek p&#x101;rnests kop&#x101; ar pienu. �Piena faktors� p&#x101;riet daudz&#x101;s paaudz&#x113;s, ac&#x12B;m redzot, no m&#x101;tes � meit&#x101;m, k&#x13C;&#x16B;dams iedarb&#x12B;g&#x101;ks, cit&#x101;di nav iesp&#x113;jams �o faktu izskaidrot. No piena var pagatavot ekstraktu, kur&#x101; neb&#x16B;tu �&#x16B;ni&#x146;u, ta�u katr&#x101; zi&#x146;&#x101; taj&#x101; b&#x16B;tu �is faktors. No t&#x101; rad&#x101;s secin&#x101;jums, ka �aj&#x101; gad&#x12B;jum&#x101; runa ir par v&#x12B;rusu, kuru pagaid&#x101;m v&#x113;l neprot saskat&#x12B;t un kura esam&#x12B;bu t&#x101;p&#x113;c l&#x12B;dz �im nav izdevies pier&#x101;d&#x12B;t.</p><p>Izdar&#x12B;ja �&#x101;du eksperimentu. Ja v&#x113;zis vai tendence uz v&#x113;zi tiek p&#x101;rnesti uz sievie�u dzimuma dz&#x12B;vniekiem ar pienu, tad k&#x101;d&#x113;&#x13C; gan nepam&#x113;&#x123;in&#x101;t, lai jaunpiedzimu�&#x101;s peles sa&#x146;emtu pienu no cit&#x101;m pe&#x13C;u m&#x101;t&#x113;m, proti, t&#x101;d&#x101;m, kuras c&#x113;lu�&#x101;s no dzimtas, kas ar v&#x113;zi neslimo. L&#x12B;dz ar to atkristu piena faktora iedarb&#x12B;ba. Un patiesi, t&#x101; uzaudzin&#x101;tas peles saslimst ar v&#x113;zi daudz ret&#x101;k nek&#x101; vi&#x146;u m&#x101;sas, ko baro pa�u m&#x101;tes, nevis �z&#x12B;d&#x12B;t&#x101;jas�.</p><p>Tie visi ir &#x13C;oti interesanti un v&#x113;rt&#x12B;gi eksperimenti, ta�u tos tik vienk&#x101;r�i nevar attiecin&#x101;t uz cilv&#x113;ku, jo sievie�u k&#x101;rtas pelei, protams, ir savi biolo&#x123;iskie likumi, kas nav identi ar cilv&#x113;ka likumiem. T&#x101;p&#x113;c �o svar&#x12B;go jaut&#x101;jumu cent&#x101;s noskaidrot cit&#x101;d&#x101; veid&#x101;. Starp zin&#x101;tniekiem, kuri pievienoju�ies v&#x12B;rusu teorijai, bija ari Kl&#x101;ra Fonti. Vi&#x146;a paveica varon&#x12B;gu eksperimentu ar sevi.</p><p>P&#x113;c v&#x12B;ra n&#x101;ves, kur� bija miris ar v&#x113;zi, �&#x12B; sieviete nol&#x113;ma visu savu ener&#x123;iju, vesel&#x12B;bu un mant&#x12B;bu ziedot v&#x113;�a probl&#x113;mas atrisin&#x101;�anai, pie tam vi&#x146;a, k&#x101; jau teikts, vad&#x12B;j&#x101;s no pie&#x146;&#x113;muma, ka &#x13C;aundab&#x12B;gos audz&#x113;jus izraisa v&#x12B;rusi. Pamatojoties uz saviem p&#x113;t&#x12B;jumiem, vi&#x146;a izstr&#x101;d&#x101;ja v&#x113;�a s&#x101;kuma stadijas diagnostikas metodi, un laikam gan vi&#x146;as metodei b&#x16B;tu milzu noz&#x12B;me, ja vien t&#x101; b&#x16B;tu dro�a.</p><p>Tests, kuru izstr&#x101;d&#x101;ja Kl&#x101;ra Fonti, nevar&#x113;ja iekarot atzin&#x12B;bu, jo to p&#x101;rsp&#x113;ja citas, p&#x101;rliecino�&#x101;kas p&#x101;rbaudes.</p><p>Lai pier&#x101;d&#x12B;tu v&#x12B;rusu teorijas pareiz&#x12B;bu, Kl&#x101;ra Fonti 1950. gad&#x101; nol&#x113;ma izdar&#x12B;t eksperimentu. Kad &#x101;rste st&#x101;j&#x101;s pie sava nodoma realiz&#x113;�anas, vi&#x146;a bija sp&#x113;c&#x12B;ga, piln&#x12B;gi vesela sieviete, kuru pazina ne vien It&#x101;lijas, bet ar&#x12B; citu valstu universit&#x101;�u kl&#x12B;nik&#x101;s, tai skait&#x101; ari Austrij&#x101;, kur vi&#x146;a iepaz&#x12B;stin&#x101;ja ar sav&#x101;m v&#x113;�a diagnostikas metod&#x113;m. Kl&#x101;ra Fonti to dar&#x12B;ja ar visu savu ros&#x12B;gumu, kas atbilda vi&#x146;as raksturam, ne par matu neatk&#x101;pdam&#x101;s no izvirz&#x12B;t&#x101;s t&#x113;zes.</p><p>Eksperimentu vi&#x146;a izdar&#x12B;ja �&#x101;di. Vi&#x146;as pacientu vid&#x16B; bija k&#x101;da sieviete, Mil&#x101;nas advok&#x101;ta dz&#x12B;vesbiedre, kura slimoja ar piena dziedzera v&#x113;zi. Tas bija bezcer&#x12B;gs gad&#x12B;jums, audz&#x113;js bija izlauzies uz &#x101;ru, slimo vietu kl&#x101;ja v&#x113;�a �&#x16B;la. Neilgi pirms slimnieces n&#x101;ves &#x101;rste realiz&#x113;ja savu nodomu, nebilstot nevienam par to ne v&#x101;rda. Vi&#x146;a atpog&#x101;ja bl&#x16B;z&#x12B;ti un ar savu kr&#x16B;ti sp&#x113;c&#x12B;gi paberz&#x113;ja pacientes v&#x113;�a �&#x16B;lu. Tas notika 1950. gada 26. j&#x16B;lij&#x101;.</p><p>P&#x113;c 10 dien&#x101;m t&#x101; vieta, kas tika berz&#x113;ta gar v&#x113;�a audz&#x113;ju, izskat&#x12B;j&#x101;s diezgan nel&#x101;gi. S&#x101;k&#x101;s iekaisums, kas s&#x101;kum&#x101; deva iemeslu Fonti un p&#x113;c tam citiem &#x101;rstiem dom&#x101;t, ka infic&#x113;�an&#x101;s ar slim&#x12B;bu izdevusies un ka tas, ko var&#x113;ja nov&#x113;rot pie Fonti, ir progres&#x113;jo�s v&#x113;zis. Tom&#x113;r, k&#x101; dr&#x12B;z vien noskaidroj&#x101;s, tas pavisam nebija p&#x101;rst&#x101;d&#x12B;ts v&#x113;zis, bet gan strutains iekaisums, ko izrais&#x12B;ja kaut k&#x101;du kokku suga, kurus Fonti bija ievad&#x12B;jusi kr&#x16B;t&#x12B; cie�i saskardam&#x101;s ar slim&#x101;s sievietes v&#x113;�a audz&#x113;ju.</p><p>T&#x101; bija drausm&#x12B;ga sagad&#x12B;�an&#x101;s, kuras rezult&#x101;t&#x101; kr&#x16B;ts iekaisuma norise iev&#x113;rojami pasliktin&#x101;j&#x101;s. Rad&#x101;s asinssaind&#x113;�an&#x101;s, kas aptv&#x113;ra visu &#x137;ermeni. Strutu kokki ar limfu un asin&#x12B;m tika izn&#x113;s&#x101;ti pa vis&#x101;m &#x137;erme&#x146;a da&#x13C;&#x101;m, ned&#x113;&#x13C;&#x101;m ilgi pietur&#x113;j&#x101;s augsta temperat&#x16B;ra, slim&#x12B;ba aptv&#x113;ra ar&#x12B; loc&#x12B;tavas, un toreiz run&#x101;ja, ka Kl&#x101;ra Fonti atrodas pie mir�anas, ka vi&#x146;a ir zin&#x101;tnes upuris, slima ar ne&#x101;rst&#x113;jamo v&#x113;zi, kuru pati sev p&#x101;rst&#x101;d&#x12B;jusi. Ta�u �ie laikrakstu zi&#x146;ojumi neatbilda paties&#x12B;bai. Paties&#x12B;ba bija vien&#x12B;gi t&#x101;, ka &#x101;rste ir smagi slima, ta�u tas nebija v&#x113;zis, bet gan asinssaind&#x113;�an&#x101;s ar vis&#x101;m t&#x101;s &#x13C;aunaj&#x101;m sek&#x101;m.</p><p>Pamaz&#x101;m Kl&#x101;ra Fonti no sava eksperimenta atlaba, kaut gan, iesp&#x113;jams, vi&#x146;ai n&#x101;ksies visu savu dz&#x12B;vi ciest no �&#x12B;s slim&#x12B;bas sek&#x101;m. Eksperiments nedeva rezult&#x101;tus, t&#x101;tad bija velt&#x12B;gs, jo netuvin&#x101;ja jaut&#x101;jumam, kura d&#x113;&#x13C; tas tika veikts. Ari p&#x113;c �&#x12B; eksperimenta nek&#x13C;uva zin&#x101;ms, vai v&#x113;zis ir v&#x12B;rusu slim&#x12B;ba, vai �o &#x13C;auno slim&#x12B;bu, uz kuru organisms dispon&#x113;ts, izraisa piemin&#x113;t&#x101;s kancerogen&#x101;s vielas. Kl&#x101;ras Fonti eksperiments nepier&#x101;da ne vienu, nedz ar&#x12B; otru, ta�u katr&#x101; zi&#x146;&#x101; t&#x101; ir drosm&#x12B;ga r&#x12B;c&#x12B;ba un k&#x101; t&#x101;da ari peln&#x12B;jusi, lai tiktu godam piemin&#x113;ta medic&#x12B;nas v&#x113;stur&#x113;.</p><p>Starp citu, ar&#x12B; pirms tam ir biju�i &#x101;rsti, kuri eksperiment&#x113;ju�i ar sevi, lai noskaidrotu v&#x113;�a slim&#x12B;bas p&#x101;rne�anas jaut&#x101;jumu. Tibingeras profesors Reinholds Kelers 1853. gad&#x101; par v&#x113;zi sarakst&#x12B;ja gr&#x101;matu, kur&#x101; piemin divus Par&#x12B;zes &#x101;rstus � paz&#x12B;stamus dermatologus 2anu Aliberti un Laurentu Bjetu, kuri &#x101;das br&#x16B;c&#x12B;t&#x113;s ievad&#x12B;ja izdal&#x12B;jumus no v&#x113;�a �&#x16B;las, � vi&#x146;i grib&#x113;ja p&#x101;rliecin&#x101;ties vai �&#x101;d&#x101; veid&#x101; iesp&#x113;jams p&#x101;rnest v&#x113;zi. Vi&#x146;i nesaslima un uzskat&#x12B;ja, ka jaut&#x101;jumam, par ko �eit tika run&#x101;ts, tie devu�i negat&#x12B;vu atbildi.</p><p><strong>II</strong></p></section><section><title><p><emphasis>UZVARA P&#x100;R S&#x100;P&#x112;M</emphasis></p></title><p>Nav nepiecie�ams te st&#x101;st&#x12B;t, ko narkozes atkl&#x101;�ana un pielieto�ana noz&#x12B;m&#x113;ja cilv&#x113;cei. �odien mums nav ne jausmas par mok&#x101;m, k&#x101;das gadsimtu gait&#x101; n&#x101;c&#x101;s izciest t&#x16B;ksto�iem cilv&#x113;ku, ja tie nok&#x13C;uva zem &#x137;irurga na�a.</p><p>Eksperimentus ar visp&#x101;r&#x113;jo narkozi pirmais uzs&#x101;ka Hemfrijs Deivijs, kur� jau 20 gadu vecum&#x101; atkl&#x101;ja, ka sl&#x101;pek&#x13C;a oksiduls sp&#x113;j remd&#x113;t s&#x101;pes. G&#x101;zveida vielu p&#x113;tniec&#x12B;bas lielo sasniegumu ierosin&#x101;ts, vi&#x146;� 18. gadsimta beig&#x101;s s&#x101;ka eksperiment&#x113;t un, ac&#x12B;m redzot, ne jau bez iepriek�&#x113;ja nol&#x16B;ka par pirmo izv&#x113;l&#x113;j&#x101;s sl&#x101;pek&#x13C;a oksidulu.</p><p>�Eksperiment&#x113;jot ar ka&#x137;i, Deivijs vispirms nov&#x113;roja sl&#x101;pek&#x13C;a oksidula d&#x12B;vaino iedarb&#x12B;bu uz dz&#x12B;vniekiem; p&#x113;c tam, eksperiment&#x113;dams pats ar sevi, vi&#x146;� konstat&#x113;ja, ka, ieelpojot �o g&#x101;zi, s&#x101;pes z&#x16B;d un uzn&#x101;k kaut kas l&#x12B;dz&#x12B;gs reibonim. Savu atkl&#x101;jumu Deivijs pazi&#x146;oja sabiedr&#x12B;bai 1800. gad&#x101;; toreiz vi&#x146;� nedom&#x101;ja, ka to b&#x16B;s iesp&#x113;jams izmantot &#x101;rstniec&#x12B;b&#x101;, kaut gan k&#x101;du laiku bija str&#x101;d&#x101;jis par &#x137;irurga m&#x101;cekli.</p></section><section><title><p><emphasis>ZOB&#x100;RSTS IES&#x100;K</emphasis></p></title><p>G&#x101;ze nu bija atkl&#x101;ta � d&#x12B;vaina g&#x101;ze, kas sp&#x113;ja rad&#x12B;t ne vien nejut&#x12B;gumu un &#x101;tri gaisto�u reiboni, bet ar&#x12B; priec&#x12B;gu omu. T&#x101;s �apreibin&#x101;tie� ar savu iztur&#x113;�anos citus uzjautrin&#x101;ja. Nosaukums �jautr&#x12B;bas g&#x101;ze� bija &#x12B;sti viet&#x101;: saie�an&#x101;s un gada tirgos ce&#x13C;ojo�ie &#x101;ksti, m&#x101;kslinieki un pare&#x123;i ar to rausa baltu naudu. Reiz k&#x101;d&#x101; sar&#x12B;kojum&#x101; �ais �br&#x12B;numos� noskat&#x12B;j&#x101;s ar&#x12B; zob&#x101;rsts Hor&#x101;cijs Velss. Vi&#x146;� t&#x16B;da&#x13C; atcer&#x113;j&#x101;s savu profesiju un pacientu kliedzienus, kad tiem r&#x101;va zobus. Tobr&#x12B;d ar&#x12B; Velsam pa�am s&#x101;p&#x113;ja zobs, t&#x101;p&#x113;c Velss pal&#x16B;dza jokdari at&#x13C;aut vi&#x146;am �o g&#x101;zi ieelpot n&#x101;kamaj&#x101; dien&#x101;, kad otrs zob&#x101;rsts raus vi&#x146;a s&#x101;po�o zobu.</p><p>Tas notika 1844. gad&#x101;, t&#x101;tad ilgi p&#x113;c Deivija atkl&#x101;juma, maz&#x101; Zieme&#x13C;amerikas pils&#x113;ti&#x146;&#x101; Hartford&#x101;. Klaus&#x12B;t&#x101;ju pievilin&#x101;�anai jautr&#x12B;bas g&#x101;zi tur demonstr&#x113;ja k&#x101;ds apk&#x101;rtce&#x13C;ojo�s filozofs diletants, v&#x101;rd&#x101; Koltons. Zob&#x101;rsts, kuram Velss lika raut savu <strong>74</strong></p><p>zobu, bija D�ons Rigs, Tas bija v&#x113;sturisks notikums, jo ar to s&#x101;k&#x101;s narkozes lieto�ana.</p><p>Velss oper&#x101;ciju nebija jutis un saj&#x16B;smin&#x101;ts iesauc&#x101;s: �Zob&#x101;rstniec&#x12B;b&#x101; s&#x101;kas jauns laikmetsl Ekstrakciju es nejutu.� Ta�u Velss nenojauta, ka tas noz&#x12B;m&#x113; vair&#x101;k nek&#x101; jaunas &#x113;ras s&#x101;kumu zob&#x101;rstniec&#x12B;b&#x101;. Vi&#x146;am r&#x16B;p&#x113;ja tikai sava profesija, tikai savi pacienti. Tom&#x113;r Velss bija neveiksminieks. Dabiski, ka ar jautr&#x12B;bas g&#x101;zes rad&#x12B;to narkozi vi&#x146;� cent&#x101;s iepaz&#x12B;stin&#x101;t visus &#x101;rstus, un iev&#x113;rojamais Bostonas &#x137;irurgs doktors Vorrens at&#x13C;&#x101;va Velsam sav&#x101; kl&#x12B;nik&#x101; narkozi nodemonstr&#x113;t &#x101;rstiem un studentiem. Te liktenis izsp&#x113;l&#x113;ja &#x13C;aunu joku. Ekstrakcijas laik&#x101; pacients iekliedz&#x101;s, visi, iz&#x146;emot pacientu, s&#x101;ka smieties, un Velss atst&#x101;ja z&#x101;li. Par sp&#x12B;ti neveiksmei vi&#x146;� m&#x113;&#x123;in&#x101;jumus turpin&#x101;ja, tom&#x113;r rezult&#x101;tu nebija, un beidzot Velss izdar&#x12B;ja pa�n&#x101;v&#x12B;bu.</p><p>Tom&#x113;r narkozes atkl&#x101;j&#x113;ja nopelnus pied&#x113;v&#x113; nevis Velsam, bet gan Mortonam un D�eksonam, kuri 1846. gad&#x101; narkozei pirmoreiz izmantoja &#x113;teri. Jautr&#x12B;bas g&#x101;ze uz laiku tika piemirsta. To atcer&#x113;j&#x101;s tikai 1863. gad&#x101; Koltons, kas str&#x101;d&#x101;ja kop&#x101; ar k&#x101;du doktoru Smitu Konnektikutas �tat&#x101;, &#x145;&#x16B;haven&#x101;, no kurienes �is pa&#x146;&#x113;miens izplat&#x12B;j&#x101;s pa visu Ameriku un dr&#x12B;z non&#x101;ca ar&#x12B; Eirop&#x101;.</p><p>Eirop&#x101; par to sevi�&#x137;i interes&#x113;j&#x101;s fran�u un ang&#x13C;u &#x101;rsti. Jautr&#x12B;bas g&#x101;zi vi&#x146;i izmantoja par narkozes l&#x12B;dzekli ne tikai zobu ekstrakcij&#x101;m, bet ari liel&#x101;k&#x101;m &#x137;irur&#x123;isk&#x101;m oper&#x101;cij&#x101;m, piem&#x113;ram, kr&#x16B;ts amput&#x101;cijai. Lai konstat&#x113;tu jautr&#x12B;bas g&#x101;zes narkozes rad&#x12B;t&#x101;s saj&#x16B;tas, ang&#x13C;u &#x101;rsts Vilkinsons eksperiment&#x113;ja pats ar sevi, par ko 1848. gad&#x101; rakst&#x12B;ja paz&#x12B;stamaj&#x101; medic&#x12B;nas �urn&#x101;l&#x101; <emphasis>�Lancet�:</emphasis></p><p>�P&#x113;c p&#x101;ris dzi&#x13C;iem elpas vilcieniem s&#x101;ku just k&#x146;ud&#x113;�anu roku un plaukstu nervos, k&#x101;j&#x101;s un p&#x113;d&#x101;s. Vienlaikus rad&#x101;s ar&#x12B; smagums galv&#x101; un r&#x12B;kl&#x113;, �&#x137;ita, ka seja b&#x16B;tu uzpampusi vai to kl&#x101;tu pl&#x12B;vurs. �&#x12B; saj&#x16B;ta arvien pie&#x146;&#x113;m&#x101;s, l&#x12B;dz smagums galv&#x101; jau lik&#x101;s tik nepat&#x12B;kams k&#x101; cilv&#x113;kam, kur�, iesp&#x12B;l&#x113;ts �aur&#x101; apkakl&#x12B;t&#x113;, rauga no t&#x101;s atbr&#x12B;voties. L&#x12B;dzko bija iest&#x101;jies �&#x101;ds st&#x101;voklis, es p&#x113;k�&#x146;i zaud&#x113;ju sama&#x146;u: jutu gan, ka v&#x101;ru kustin&#x101;t rokas un k&#x101;jas, bet tas ar&#x12B; bija viss. Lai pier&#x101;d&#x12B;tu, ka manas k&#x101;jas v&#x113;l var kust&#x113;ties, m&#x113;&#x123;in&#x101;ju t&#x101;s kustin&#x101;t. Kust&#x12B;bas apzin&#x101;jos, kaut gan bija zudusi sp&#x113;ja �o saj&#x16B;tu saglab&#x101;t ar&#x12B; p&#x101;r&#x113;j&#x101; &#x137;ermen&#x12B;. Nejutu, kad mani bija raust&#x12B;ju�i aiz auss. Saj&#x16B;tu zuduma pak&#x101;pi nevaru noteikt, jo ar man&#x101;m k&#x101;j&#x101;m un rok&#x101;m nekas netika dar&#x12B;ts. Kad narkozes iedarb&#x12B;ba bija izbeigusies, pamaz&#x101;m atgriez&#x101;s jut&#x12B;gums locek&#x13C;os, beidzot iegurn&#x12B;. Visp&#x101;r g&#x101;zes iedarb&#x12B;ba bija dr&#x12B;z&#x101;k pat&#x12B;kama nek&#x101; otr&#x101;di.�</p><p>Vilkinsona raksts bija pirm&#x101; publik&#x101;cija, kad par jautr&#x12B;bas g&#x101;zes iedarb&#x12B;bu rakst&#x12B;ja &#x101;rsts. Tom&#x113;r narkozi s&#x101;ka pielietot arvien maz&#x101;k. Iemesls tam bija &#x137;irurgu nelabv&#x113;l&#x12B;gie zi&#x146;ojumi, tr&#x16B;c&#x12B;g&#x101; tehnika un citi apst&#x101;k&#x13C;i; par&#x101;d&#x12B;j&#x101;s gan ari raksti ar �&#x12B;s metodes atzin&#x12B;gu nov&#x113;rt&#x113;jumu. Interese par jautr&#x12B;bas g&#x101;zi k&#x101; narkozes l&#x12B;dzekli pieauga tikai p&#x113;c pasaules kara. Tad to s&#x101;ka lietot un pien&#x101;c&#x12B;gi nov&#x113;rt&#x113;t ne vien iev&#x113;rojami zob&#x101;rsti, bet da�k&#x101;rt ari &#x137;irurgi. Jautr&#x12B;bas g&#x101;zes loma mazin&#x101;j&#x101;s p&#x113;c abu stipro narkozes l&#x12B;dzek&#x13C;u � &#x113;tera un hloroforma atkl&#x101;�anas. Bet, pirms &#x113;teris un hloroforms tika nodoti lieto�anai, to iedarb&#x12B;bu p&#x101;rbaud&#x12B;ja &#x101;rsti, eksperiment&#x113;jot pa�i ar sevi.</p></section><section><title><p><strong>EKSPERIMENTI AR ETERI UN HLOROFORMU</strong></p></title><p>&#x100;rstu pirm&#x101; iepaz&#x12B;�an&#x101;s ar &#x113;teri ari notika laikaposm&#x101;, kad zin&#x101;tnieki s&#x101;ka intens&#x12B;vi piev&#x113;rsties g&#x101;zu un tvaiku probl&#x113;m&#x101;m. Iev&#x113;rojamais ang&#x13C;u dabas p&#x113;tnieks Maikls Faradejs, kam tik daudz pateic&#x12B;bas esam par&#x101;d&#x101; par sasniegumiem elektr&#x12B;bas p&#x113;tniec&#x12B;b&#x101;, nodarboj&#x101;s ari ar g&#x101;zu un citu fizikas un &#x137;&#x12B;mijas probl&#x113;mu p&#x113;t&#x12B;�anu. Faradejs atkl&#x101;ja, ka sl&#x101;pek&#x13C;a oksidula narkoze ir l&#x12B;dz&#x12B;ga tai, ko rada &#x113;tera tvaiki. 1818. gad&#x101; Faradejs par �o jaut&#x101;jumu pat public&#x113;ja rakstu. T&#x101; ierosin&#x101;ti, studenti, kas str&#x101;d&#x101;ja &#x137;&#x12B;mijas laboratorij&#x101;s, reiz&#x113;m bl&#x113;&#x146;odamies ieelpoja nedaudz sl&#x101;pek&#x13C;a oksidula, l&#x12B;dz viens no vi&#x146;iem, kur� bija ieelpojis vair&#x101;k, sm&#x113;j&#x101;s k&#x101; kutin&#x101;ts, streipu&#x13C;oja un melsa niekus, bet atguvies nek&#x101; neatcer&#x113;j&#x101;s.</p><p>Neveiksminieka Velsa neizdevu�os eksperimentu sav&#x101; laik&#x101; bija noskat&#x12B;jies ar&#x12B; doktors Mortons. Par Viljamu Th. G. Mor-tonu zin&#x101;ms, ka vi&#x146;� dzimis Carllon&#x101;, Masa�usetas �tat&#x101; fer-mera-veikala &#x12B;pa�nieka &#x123;imen&#x113;. �&#x12B; fermera karst&#x101;k&#x101; v&#x113;l&#x113;�an&#x101;s bija izskolot d&#x113;lu par &#x101;rstu. Vi&#x146;� ar labpatiku noraudz&#x12B;j&#x101;s rota&#x13C;&#x101;s, kad z&#x113;ns, atdarin&#x101;dams &#x101;rstu vai aptiek&#x101;ru, gatavoja pilu-las. Reiz puis&#x113;ns gandr&#x12B;z vai aizraid&#x12B;ja uz vi&#x146;pasauli savu mazo m&#x101;�eli, jo, tai gu&#x13C;ot, bija ieb&#x101;zis mut&#x113; kaut ko pa�gatavotu. V&#x113;l&#x101;k jaunais Mortons nok&#x13C;uva pils&#x113;t&#x101;, kur m&#x101;c&#x12B;j&#x101;s par zobu tehni&#x137;i un satik&#x101;s ar Velsu. Ta�u parastais dentista darbs Mor-tonu neinteres&#x113;ja, vi&#x146;� s&#x101;ka dom&#x101;t un p&#x113;t&#x12B;t, k&#x101; izgudrot kaut ko, kas pievilin&#x101;tu pacientus. Mortonam laim&#x113;j&#x101;s: vi&#x146;� atrada jauna veida prot&#x113;zes, kur&#x101;s ielika m&#x101;ksl&#x12B;gos zobus. Tas lik&#x101;s ienes&#x12B;gs pas&#x101;kums, un p&#x113;c sludin&#x101;jumiem laikrakst&#x101; pacienti n&#x101;ca bariem. Tom&#x113;r tie t&#x16B;li&#x146; g&#x101;ja prom, jo jaun&#x101;s prot&#x113;zes var&#x113;ja lietot tikai tad, ja visas saknes un nol&#x16B;zu�o zobu paliekas bija izrautas, kas pras&#x12B;ja da�u labu s&#x101;p&#x12B;gu oper&#x101;ciju. &#x13B;audis tad lab&#x101;k atsac&#x12B;j&#x101;s no jaunajiem, skaistajiem zobiem; un t&#x101; Velsa un Mortona sadarb&#x12B;ba izbeidz&#x101;s.</p><p>Velss bija radis &#x101;tri mest plinti kr&#x16B;mos, bet Mortons bija cit&#x101;ds. S&#x101;kum&#x101; gan ari Mortons nedom&#x101;ja ies&#x101;kto turpin&#x101;t. Vi&#x146;� grib&#x113;ja apprec&#x113;ties, bet tam pretoj&#x101;s l&#x12B;gavas vec&#x101;ki. Un kas tad vi&#x146;� galu gal&#x101; bija? Tad Mortons atmeta ar roku zob&#x101;rstniec&#x12B;bai un s&#x101;ka stud&#x113;t medic&#x12B;nu, lai k&#x13C;&#x16B;tu par &#x101;rstu, un tagad var&#x113;ja apprec&#x113;ties.</p><p>Par skolot&#x101;ju Mortons izraudz&#x12B;j&#x101;s Dr. �&#x101;rlzu T. D�eksonu no Bostonas, kur� bija ne tikai iev&#x113;rojams &#x101;rsts, bet ar&#x12B; izcils &#x137;&#x12B;mi&#x137;is. B&#x16B;dams par Mortonu 1.4 gadus vec&#x101;ks, D�eksons savam skolniekam cent&#x101;s iem&#x101;c&#x12B;t visu, kas pa�am lik&#x101;s iev&#x113;r&#x12B;bas cien&#x12B;gs. Vi&#x146;� Mortonam past&#x101;st&#x12B;ja ar&#x12B; to, kas tolaik bija zin&#x101;ms par &#x113;teri, nenoklus&#x113;dams ar&#x12B; savu atkl&#x101;jumu, ka plomb&#x113;jam&#x101; zob&#x101; derot ielikt &#x113;ter&#x12B; sam&#x113;rc&#x113;tu vates kum�&#x137;&#x12B;ti. D�eksons ar&#x12B; nesl&#x113;pa studentu bl&#x113;&#x146;o�anos un st&#x101;st&#x12B;ja Mortonam, k&#x101; tie uzjautrin&#x101;ju�ies, ja k&#x101;dam gad&#x12B;jies ieelpot nedaudz vair&#x101;k &#x113;tera.</p><p>T&#x101; Mortonam rad&#x101;s doma eksperiment&#x113;t ar &#x113;teri. Dzird&#x113;tais vi&#x146;u neapmierin&#x101;ja. Ieg&#x101;jis telp&#x101;, kur st&#x101;v&#x113;ja gr&#x101;matu plaukti un glab&#x101;j&#x101;s pudeles, vi&#x146;� pa&#x146;&#x113;ma &#x113;teri. Mortons grib&#x113;ja pats p&#x101;rbaud&#x12B;t, ko �&#x101;da &#x113;tera pudele sp&#x113;j. Ac&#x12B;m redzot, visai drosm&#x12B;gs Mortons nebija: pag&#x101;ja labs br&#x12B;dis, l&#x12B;dz vi&#x146;� sa&#x146;&#x113;m&#x101;s, lai iepilin&#x101;tu kabatlakati&#x146;&#x101; mazliet &#x113;tera un to ieelpotu. Deva b&#x16B;s bijusi ]oti niec&#x12B;ga, jo, ja neskaita galvass&#x101;pes, nekas cits nenotika. Cer&#x113;t&#x101; un turkl&#x101;t ar ba�&#x101;m gaid&#x12B;t&#x101; sens&#x101;cija izpalika. Un tom&#x113;r tas bija eksperiments ar &#x113;teri.</p><p>Mortons turpin&#x101;ja studijas, &#x13C;oti �akli m&#x101;c&#x12B;j&#x101;s un va&#x13C;as br&#x12B;�os no&#x146;&#x113;m&#x101;s ar zobu tehnikas jaut&#x101;jumiem. Vi&#x146;� vair&#x101;kk&#x101;rt izdar&#x12B;ja v&#x113;rt&#x12B;gus atkl&#x101;jumus un nodibin&#x101;ja m&#x101;ksl&#x12B;go zobu ra�o�anas fabriku. V&#x113;l&#x101;k tika apr&#x113;&#x137;in&#x101;ts, ka Mortons peln&#x12B;jis gad&#x101; ap divdesmit t&#x16B;ksto�u dol&#x101;ru.</p><p>Bet &#x113;teris nebija aizmirsts. Lai p&#x101;rliecin&#x101;tos, vai tas patiesi ir l&#x12B;dzv&#x113;rt&#x12B;gs sl&#x101;pek&#x13C;a oksidulam vai varb&#x16B;t pat v&#x113;l lab&#x101;ks, Mortons eksperiment&#x113;ja ar su&#x146;iem. Su&#x146;i gan bija gr&#x16B;ti iemidzin&#x101;mi, tie k&#x13C;uva nemier&#x12B;gi un s&#x101;ka kost; reiz viens b&#x113;gdams apg&#x101;za &#x113;tera pudeli, un &#x113;teris izlija. Mortons s&#x101;ka to uzslauc&#x12B;t, bet tad p&#x113;k�&#x146;i vi&#x146;am ien&#x101;ca pr&#x101;t&#x101; ar &#x113;teri samitrin&#x101;to lupatu pielikt pie deguna un ieelpot &#x113;tera tvaikus. &#x112;teris savu paveica � m&#x101;te atrada Mortonu gu&#x13C;am uz gr&#x12B;das starp stikla lausk&#x101;m cie�i aizmigu�u. Tas bija Mortona otrais eksperiments ai sevi, turkl&#x101;t izdevies j&#x16B;tami lab&#x101;k nek&#x101; pirmais. Tad Mortons izgatavoja gau�i primit&#x12B;vu narkozes ier&#x12B;ci � pa&#x146;&#x113;mis necaurlaid&#x12B;ga auduma maisu, vi&#x146;� iel&#x113;ja taj&#x101; &#x113;teri un ieb&#x101;za aizmidzin&#x101;m&#x101; dz&#x12B;vnieka galvu. M&#x113;&#x123;in&#x101;jums izdev&#x101;s. Suns iemiga tik cie�i, ka Mortons b&#x16B;tu var&#x113;jis tam amput&#x113;t k&#x101;ju. Viss nu b&#x16B;tu bijis labi, tom&#x113;r Mortons v&#x113;l nebija apmierin&#x101;ts, jo zobu rau�anai �&#x101;da �aparat&#x16B;ra� neder&#x113;ja.</p><p>Mortons, r&#x16B;p&#x12B;gi glab&#x101;dams nosl&#x113;pumu, turpin&#x101;ja eksperimentus. Reiz, kad D�eksons piemin&#x113;ja &#x113;teri, Mortons izlik&#x101;s, ka �o v&#x101;rdu nekad neb&#x16B;tu dzird&#x113;jis. Mortons pamat&#x12B;gi izpra�&#x146;&#x101;ja savu skolot&#x101;ju un uzzin&#x101;ja daudz v&#x113;rt&#x12B;ga: m&#x113;&#x123;in&#x101;jumiem dr&#x12B;kstot lietot tikai t&#x12B;ru &#x113;teri, un par maisu &#x113;rt&#x101;ka esot pudele, kam pievienota caurule. D�eksons bija gudrs cilv&#x113;ks, vienlaikus &#x101;rsts un &#x137;&#x12B;mi&#x137;is; Mortonam tas n&#x101;ca tikai par labu.</p><p>Noklaus&#x12B;jies skolot&#x101;ja padomus, Mortons steig�us dev&#x101;s proj&#x101;m, lai dzird&#x113;to t&#x16B;da&#x13C; realiz&#x113;tu praks&#x113;, jo vi&#x146;� baid&#x12B;j&#x101;s, ka D�eksons var&#x113;tu aizsteigties priek�&#x101;. Ieskr&#x113;jis veikal&#x101;, Mortons nopirka visu vajadz&#x12B;go; tikko dzird&#x113;t&#x101; ietekm&#x113;ts, vi&#x146;� sad&#x16B;�oj&#x101;s izdar&#x12B;t ar sevi nopietnu eksperimentu, ko bija vilcin&#x101;jies dar&#x12B;t veselus divus gadus. V&#x113;l&#x101;k Mortons st&#x101;st&#x12B;ja:</p><p>�Ieg&#x101;d&#x101;jos Barneta firmas &#x113;teri, pa&#x146;&#x113;mu pudeli un caurules, iesl&#x113;dzos istab&#x101;, aps&#x113;dos oper&#x101;ciju kr&#x113;sl&#x101; un s&#x101;ku ieelpot &#x113;tera tvaikus. Eteris bija tik stiprs, ka es gandr&#x12B;z nosmaku, bet v&#x113;lam&#x101; iedarb&#x12B;ba izpalika. Tad samitrin&#x101;ju &#x113;ter&#x12B; kabatlakati&#x146;u glu�i slapju un ieelpoju &#x113;tera tvaikus. Skat&#x12B;jos pulksten&#x12B; un dr&#x12B;z zaud&#x113;ju sama&#x146;u. Kad atguvos, locek&#x13C;i bija notirpu�i un pats jutos k&#x101; pasak&#x101;. Ja k&#x101;ds b&#x16B;tu n&#x101;cis mani modin&#x101;t, b&#x16B;tu tam atdevis visu pasauli. Br&#x12B;di �&#x137;ita, ka �&#x101;d&#x101; st&#x101;vokl&#x12B; nomir�u, bet cilv&#x113;ki par manu mu&#x13C;&#x137;&#x12B;bu tikai l&#x12B;dzciet&#x12B;gi un ironiski pa-smiesies. Beidzot tre�&#x101; pirksta gala falang&#x101; s&#x101;ku just vieglu k&#x146;ud&#x113;�anu; p&#x16B;l&#x113;jos pirkstam pieskarties ar &#x12B;k�&#x137;i, bet velt&#x12B;gi. Otrreiz man tas izdev&#x101;s; pied&#x16B;ros pirkstam, bet tas bija nejut&#x12B;gs. L&#x113;n&#x101;m pac&#x113;lu roku un m&#x113;&#x123;in&#x101;ju kniebt k&#x101;j&#x101;, ta�u nejutu gandr&#x12B;z neko. Centos piecelties, bet kritu atpaka&#x13C; kr&#x113;sl&#x101;. Tikai pamaz&#x101;m atguvu varu p&#x101;r saviem locek&#x13C;iem un piln&#x12B;gi atguvu sama&#x146;u. Paskat&#x12B;jies pulksten&#x12B;, konstat&#x113;ju, ka nesama&#x146;as st&#x101;voklis bija ildzis 7�8 min&#x16B;tes.� Tad Mortons meties sav&#x101; kabinet&#x101;, saukdams:</p><p>� Atradu, atradu!</p><p>J&#x101;, Mortonam tie�&#x101;m bija laim&#x113;jies, un 1846. gada 16. oktobr&#x12B; Bostonas slimn&#x12B;c&#x101; &#x113;tera narkoz&#x113; oper&#x113;ja pirmo slimnieku. Tas bija v&#x113;sturisks notikums. Slimn&#x12B;cas galvenais &#x101;rsts Vorrens, tas pats, kas sav&#x101; laik&#x101; Velsam bija devis iesp&#x113;ju nodemonstr&#x113;t sl&#x101;pek&#x13C;a oksidula iedarb&#x12B;bu, uzaicin&#x101;ja Mortonu pielietot savu narkozes pa&#x146;&#x113;mienu, izdarot kakla oper&#x101;ciju k&#x101;dam jaunam v&#x12B;rietim, kam bija liels iedzimts audz&#x113;js. Narkoze izdev&#x101;s: pacients �o visai smago oper&#x101;ciju nemaz nejuta.</p><p>K&#x101; jau to var&#x113;ja gaid&#x12B;t, Mortons ar&#x12B; �oreiz noklus&#x113;ja, k&#x101;du vielu vi&#x146;� bija lietojis. Mortons sarg&#x101;j&#x101;s no jebkura konkurenta, t&#x101;p&#x113;c darba biedri s&#x101;ka vi&#x146;u neieredz&#x113;t. Un piln&#x12B;gi pamatoti: lielos sasniegumus medic&#x12B;nas lauk&#x101; ta�u nedr&#x12B;kst patent&#x113;t � tiem j&#x101;kalpo visai cilv&#x113;cei. Tom&#x113;r Mortons vienoj&#x101;s ar D�eksonu (kam, protams, bija pretenzijas), ka maks&#x101;s vi&#x146;am 10% no pe&#x13C;&#x146;as, nosauca savu &#x113;teri par leteonu un lika to patent&#x113;t.</p><p>Bet ne jau tas ir pats svar&#x12B;g&#x101;kais. Galvenais, ka, eksperiment&#x113;jot ar sevi, Mortons pal&#x12B;dz&#x113;ja atkl&#x101;t &#x113;teri. Nav ar&#x12B; vajadz&#x12B;gs �eit aprakst&#x12B;t Mortona c&#x12B;&#x146;u par savu praktisko m&#x113;r&#x137;u &#x12B;steno�anu: Mortona a&#x123;enti ierad&#x101;s p&#x113;c patenta nodok&#x13C;a visur, kur vien anest&#x113;zijai (nosaukumu tai deva v&#x113;l&#x101;kais Vorrena p&#x113;ctecis Holms) lietoja leteonu, t. i., &#x113;teri. Protams, dr&#x12B;z vien par&#x101;d&#x12B;j&#x101;s ar&#x12B; D�eksona v&#x101;rds, jo iz�&#x137;iro�o padomu bija devis vi&#x146;�. T&#x101;p&#x113;c ir saprotama medic&#x12B;nas v&#x113;sturnieku tieksme priorit&#x101;ti �ai izgudrot&#x101;ju p&#x101;l&#x12B; pied&#x113;v&#x113;t D�eksonam.</p><p>K&#x101; tad D�eksons visp&#x101;r bija iedom&#x101;jies eksperiment&#x113;t ar &#x113;teri un inform&#x113;t par saviem sasniegumiem Mortonu? Viss s&#x101;k&#x101;s ar gad&#x12B;jumu un eksperimentu. D�eksons, izdar&#x12B;dams daudz &#x137;&#x12B;misku eksperimentu, reiz ieelpoja vair&#x101;k hlorg&#x101;zes, nek&#x101; dr&#x12B;kst, un mekl&#x113;ja pretl&#x12B;dzekli m&#x101;c&#x12B;bu gr&#x101;mat&#x101;s Vi&#x146;� atrada tur nor&#x101;d&#x12B;jumu par pretindi � vajagot p&#x101;rmai&#x146;us ieelpot amonjaku un &#x113;teri.</p><p>D�eksons t&#x101; ar&#x12B; izdar&#x12B;ja. Ta�u s&#x101;pes r&#x12B;kl&#x113; nebija mit&#x113;ju�&#x101;s pat v&#x113;l otr&#x101; r&#x12B;t&#x101;. Aps&#x113;dies atzveltnes kr&#x113;sl&#x101;, vi&#x146;� iel&#x113;ja no pudeles dviel&#x12B; krietnu porciju &#x113;tera un s&#x101;ka elpot t&#x101; tvaikus. S&#x101;pju saj&#x16B;ta izzuda. V&#x113;l&#x101;k vi&#x146;� st&#x101;st&#x12B;ja: �Pamaz&#x101;m p&#x101;rliecin&#x101;jos, ka esmu atradis l&#x12B;dzekli, kas ju�anas nervus uz laiku padara nejut&#x12B;gus.� D�eksons tic&#x113;ja sev un savam atkl&#x101;jumam. Bet vi&#x146;am nebija pacienta, kur pier&#x101;d&#x12B;t sava atkl&#x101;juma v&#x113;rt&#x12B;bu; Mortonam vi&#x146;� uztic&#x113;j&#x101;s t&#x12B;ri gad&#x12B;juma p&#x113;c. T&#x101; s&#x101;k&#x101;s vi&#x146;u sadarb&#x12B;ba un vi&#x146;u naids, bet l&#x12B;dz ar to tika atkl&#x101;ta &#x113;tera narkoze, un cilv&#x113;cei ir svar&#x12B;gs tikai �is p&#x113;d&#x113;jais fakts.</p><p>Jaut&#x101;jumu par priorit&#x101;ti lai iz�&#x137;ir v&#x113;sture. Daudzus gadus v&#x113;l&#x101;k iev&#x113;rojamais &#x101;rsts Viljams Oslers rakst&#x12B;ja: �L&#x12B;dz 1846. gada 16. oktobrim &#x137;irur&#x123;ija nepazina bezs&#x101;pju oper&#x101;cijas. T&#x101;p&#x113;c �&#x12B; notikuma slava p&#x101;ris m&#x113;ne�u laik&#x101; aplidoja pasauli. Anest&#x113;zijas atkl&#x101;�an&#x101; visi nopelni pien&#x101;kas Viljamam Tomasam Gr&#x12B;nam Mortonam, kas min&#x113;taj&#x101; datum&#x101; Masa�usetas galvenaj&#x101; slimn&#x12B;c&#x101; nodemonstr&#x113;ja &#x113;tera anest&#x113;zijas pielieto�anas metodes vienk&#x101;r�&#x12B;bu un dro�&#x12B;bu. T&#x101; dom&#x101; Oslers. Bet paties&#x12B;ba, k&#x101; zin&#x101;ms, reti n&#x101;k gaism&#x101;, t&#x101;p&#x113;c ar&#x12B; �oreiz str&#x12B;ds par priorit&#x101;ti paliek neiz�&#x137;irts. Tagad vairs nejaut&#x101;jam � Mortons vai D�eksons: vi&#x146;iem abiem ir katram savs piemineklis, un to vi&#x146;i godam nopeln&#x12B;ju�i.</p><p>Ja &#x113;teris bija sp&#x113;c&#x12B;gs konkurents jautr&#x12B;bas g&#x101;zei, tad &#x113;terim savuk&#x101;rt rad&#x101;s s&#x101;ncensis hloroforms, kas kandid&#x113;ja uz pirmo vietu. 1831. gada ruden&#x12B; Justam L&#x12B;bigam izdev&#x101;s no hlor-ka|&#x137;a un alkohola ieg&#x16B;t saldeni smar�ojo�u, dzidru �&#x137;idrumu � hloroformu. L&#x12B;bigs, to v&#x113;rodams, nenojauta, k&#x101;da noz&#x12B;me hloroformam n&#x101;kotn&#x113; b&#x16B;s medic&#x12B;n&#x101;, un ar&#x12B; citi &#x137;&#x12B;mi&#x137;i zi&#x146;as par jauno medic&#x12B;nisko prepar&#x101;tu klaus&#x12B;j&#x101;s tikai pa ausu galam.</p><p>Vienlaikus ar L&#x12B;bigu jauno vielu bija atradis ar&#x12B; k&#x101;ds Par&#x12B;zes aptiek&#x101;rs Ei�ens Subeirans. T&#x101;tad ar&#x12B; �ai gad&#x12B;jum&#x101; jaut&#x101;jums par priorit&#x101;ti paliek diskut&#x113;jams. Nosaukums �hloroforms� rad&#x101;s tikai v&#x113;l&#x101;k � �anam Batistam Dim&#x101; izdev&#x101;s �ai vielai atrast pareizo &#x137;&#x12B;misko formulu un v&#x101;rdu. Atkl&#x101;jums, ka &#x113;tera narkozi iesp&#x113;jams izmantot &#x137;irur&#x123;ij&#x101;, gan pieder t&#x101;laika slavenajam ginekologam D�eimsam Jung&#x101;m Simpsonam, kas kop� 1839. gada bija dzemdniec&#x12B;bas katedras profesors Edinburgas universit&#x101;t&#x113;.</p><p>Simpsons, uzzin&#x101;jis par &#x113;tera prets&#x101;pju iedarb&#x12B;bu, neraugoties uz gar&#x12B;dzniec&#x12B;bas uzbrukumiem, pielietoja to dzemdniec&#x12B;bas praks&#x113;. Bet &#x113;tera &#x12B;pa�&#x12B;bas Simpsonu piln&#x12B;b&#x101; neapmierin&#x101;ja, un t&#x101;p&#x113;c vi&#x146;� joproj&#x101;m mekl&#x113;ja radik&#x101;lu dzemd&#x12B;bu s&#x101;pju remd&#x113;t&#x101;ju, l&#x12B;dz non&#x101;ca pie hloroforma. Hloroforma narkotiz&#x113;jo�&#x101; iedarb&#x12B;ba tika atkl&#x101;ta 1847. gada 4. novembr&#x12B;. Min&#x113;taj&#x101; dien&#x101; Simpsons un vi&#x146;a asistenti ieelpoja nedaudz hloroforma. P&#x113;c tam vi&#x146;i bari&#x146;&#x101; sarun&#x101;j&#x101;s � cits st&#x101;vus, cits s&#x113;d&#x113;dams. P&#x113;k�&#x146;i Simpsons paman&#x12B;ja, ka vi&#x146;� un k&#x101;ds no asistentiem gu&#x13C; uz gr&#x12B;das, bet ap vi&#x146;iem sapulc&#x113;ju�ies vi&#x146;a &#x123;imenes locek&#x13C;i un m&#x101;jas person&#x101;ls; da�s st&#x101;v&#x113;ja samulsis, cits, nometies ce&#x13C;os, m&#x113;&#x123;in&#x101;ja pal&#x12B;dz&#x113;t. Kl&#x101;teso�os �is notikums bija p&#x101;rbied&#x113;jis, bet Simpsons t&#x16B;da&#x13C; saprata, ka nu beidzot vi&#x146;am rok&#x101; l&#x12B;dzeklis, ko izmantot dzemdniec&#x12B;b&#x101;.</p><p>Iekams Simpsons uzdro�in&#x101;j&#x101;s hloroformu pielietot praks&#x113;, vi&#x146;� v&#x113;l izdar&#x12B;ja ar sevi vair&#x101;kus eksperimentus, lai p&#x101;rliecin&#x101;tos par t&#x101; der&#x12B;gumu. Savu v&#x113;rt&#x12B;go atkl&#x101;jumu vi&#x146;� necent&#x101;s sl&#x113;pt, bet t&#x16B;li&#x146; iepaz&#x12B;stin&#x101;ja ar to Edinburgas &#x101;rstu apvien&#x12B;bu, kas p&#x113;c da�&#x101;m dien&#x101;m par Simpsona atkl&#x101;jumu public&#x113;ja rakstu sav&#x101; �urn&#x101;l&#x101;. Pirm&#x101; zi&#x146;a par hloroformu k&#x101; narkozes l&#x12B;dzekli par&#x101;d&#x12B;j&#x101;s 1847. gada 15. novembr&#x12B;. Izm&#x113;&#x123;in&#x101;jumi un eksperimenti gan turpin&#x101;j&#x101;s v&#x113;l labu laiku.</p></section><section><title><p><emphasis>NO KOKKAS KR&#x16A;MA JEB KOKAINKR&#x16A;MA LAPAS UDZ KOKAINAM</emphasis></p></title><p>To, ka jebkur� eksperiments, pat visnoz&#x12B;m&#x12B;g&#x101;kais, t&#x16B;da&#x13C; nevainagojas pan&#x101;kumiem, pier&#x101;da Freida eksperimenti ar koka&#x12B;nu. V&#x12B;nes nervu &#x101;rsts un psihoanal&#x12B;zes nodibin&#x101;t&#x101;js Zigmunds Freids sav&#x101; autobiogr&#x101;fij&#x101; st&#x101;sta, k&#x101; vi&#x146;� palaidis gar&#x101;m grandiozu atkl&#x101;jumu, kaut gan tas vi&#x146;am bijis jau tikpat k&#x101; rok&#x101;. Runa te ir par &#x13C;oti noz&#x12B;m&#x12B;gu faktoru medic&#x12B;n&#x101; � par koka&#x12B;na sp&#x113;ju at&#x146;emt g&#x13C;ot&#x101;dai jut&#x12B;gumu.</p><p>Ir saprotams, k&#x101;p&#x113;c Freids eksperimentiem izv&#x113;l&#x113;j&#x101;s koka&#x12B;nu. P&#x113;tnieku pr&#x101;tus un fant&#x101;ziju nodarbin&#x101;ja alkalo&#x12B;di � nosl&#x113;pumain&#x101;s vielas, kas sastopamas galvenok&#x101;rt augos. Sac&#x12B;tais attiecas ar&#x12B; uz &#x137;oka&#x12B;nkr&#x16B;ma lap&#x101;m. Par t&#x101;m jau pirms gadsimtiem rakst&#x12B;ja Amerikas iekarot&#x101;ji � konkistadori un Dienvidamerikas izlaup&#x12B;t&#x101;ji, v&#x113;l&#x101;k ari dabas p&#x113;tnieki, kas bija nov&#x113;roju�i, ka iedzimtie ko�&#x13C;&#x101; koka&#x12B;nkoka lapas, lai aizdz&#x12B;tu nogurumu, kad darbs bija p&#x101;rlieku smags.</p><p>�&#x101;d&#x101;m zi&#x146;&#x101;m, kas bag&#x101;tin&#x101;ja ce&#x13C;ojumu aprakstus, nevar&#x113;ja vienaldz&#x12B;gi paiet gar&#x101;m Eiropas &#x101;rsti. Vi&#x146;us interes&#x113;ja jaut&#x101;jums, cik �ais visai at�&#x137;ir&#x12B;gajos v&#x113;st&#x12B;jumos bija paties&#x12B;bas.</p><p>T&#x101;, piem&#x113;ram, v&#x101;cu &#x101;rsts un dabas p&#x113;tnieks Eduards Fridrihs P&#x113;pigs 1836. gad&#x101; rakst&#x12B;ja par koka&#x12B;nkr&#x16B;ma lapu posto�o iedarb&#x12B;bu uz peru&#x101;&#x146;u miesu un garu, bet �veicietis Johans Jakobs fon Cudi, kas ar&#x12B; bija uztur&#x113;jies Peru, apgalvoja, ka tikai p&#x101;rm&#x113;r&#x12B;ga �o lapu lieto�ana varot kait&#x113;t.</p><p>Pirmo noz&#x12B;m&#x12B;go eksperimentu 1859. gad&#x101; veica &#x101;rsts un rakstnieks Paolo Mantegaca, kura gr&#x101;matas par da�&#x101;diem fiziolo&#x123;ijas jaut&#x101;jumiem, &#x12B;pa�i par baudu fiziolo&#x123;iju, ilgu laiku bija &#x13C;oti popul&#x101;ras. Par �o augu Mantegaca uzrakst&#x12B;ja rakstu �Koka&#x12B;nkoka higi&#x113;nisk&#x101;s un medic&#x12B;nisk&#x101;s &#x12B;pa�&#x12B;bas�, ko v&#x113;l&#x101;k godalgoja.</p><p>Mantegaca vair&#x101;kus gadus bija pavad&#x12B;jis Dienvidamerik&#x101;, un, protams, jau min&#x113;to autoru gr&#x101;matas vi&#x146;am bija paz&#x12B;stamas. Sav&#x101; rakst&#x101; Mantegaca apskat&#x12B;ja koka&#x12B;nkr&#x16B;ma lapu iedarb&#x12B;bu, ko vi&#x146;� bija p&#x101;rbaud&#x12B;jis, eksperiment&#x113;jot ar sevi.</p><p>Vispirms vi&#x146;� sako�&#x13C;&#x101;ja apm&#x113;ram vienu t&#x113;jkaroti koka&#x12B;nkr&#x16B;ma lapu, tas ir, vienu drahmu (mazliet vair&#x101;k par trim gramiem). Mut&#x113; rad&#x101;s r&#x16B;gta arom&#x101;tiska gar�a un palielin&#x101;j&#x101;s siekalu daudzums. Iedarb&#x12B;ba uz ku&#x146;&#x123;i bija pat&#x12B;kama, eksperiment&#x113;t&#x101;js jut&#x101;s �k&#x101; p&#x113;c vienk&#x101;r�as, ar apet&#x12B;ti ietur&#x113;tas malt&#x12B;tes�.</p><p>N&#x101;ko�aj&#x101;s dien&#x101;s Mantegaca m&#x113;&#x123;in&#x101;jumus turpin&#x101;ja uz mata t&#x101;pat, &#x146;emdams ikreiz vien&#x101;du lapu daudzumu. Nu mut&#x113; rad&#x101;s ar&#x12B; dedzino�a saj&#x16B;ta un stipras sl&#x101;pes. Reiz&#x113;m kniesa &#x101;da, bet eksperiment&#x113;t&#x101;js to neizjuta k&#x101; kaut ko nepat&#x12B;kamu. Tad vi&#x146;� izmain&#x12B;ja eksperimenta veidu. Koka&#x12B;nkr&#x16B;ma lapas vi&#x146;� vairs neko�&#x13C;&#x101;ja, bet apl&#x113;ja t&#x101;s ar verdo�u &#x16B;deni un dz&#x113;ra uzl&#x113;jumu. Vispirms vi&#x146;� &#x146;&#x113;ma tr&#x12B;s drahmas lapu, t. i., apm&#x113;ram desmit gramu. Eksperiment&#x113;t&#x101;js nov&#x113;roja, ka, nepaaugstinoties &#x137;erme&#x146;a temperat&#x16B;rai, iest&#x101;j&#x101;s drudzim l&#x12B;dz&#x12B;gs st&#x101;voklis: aus&#x12B;s �alca, rad&#x101;s sirdsklauves, gandr&#x12B;z divas reizes pa&#x101;trin&#x101;j&#x101;s pulss, aktiviz&#x113;j&#x101;s psihisk&#x101;s norises, kas ac&#x12B;mredzot jau bija saind&#x113;�an&#x101;s s&#x101;kuma f&#x101;ze. Vi&#x146;� jut&#x101;s br&#x12B;v&#x101;ks, kust&#x12B;g&#x101;ks, pilns k&#x16B;s&#x101;jo�as ener&#x123;ijas, it k&#x101; b&#x16B;tu papla�in&#x101;jies vi&#x146;a gar&#x12B;gais apv&#x101;rsnis. Eksperiment&#x113;t&#x101;jam rad&#x101;s nevald&#x101;ma v&#x113;l&#x113;�an&#x101;s izdar&#x12B;t fiziskus vingrin&#x101;jumus, darboties un veikt to, kas vi&#x146;am agr&#x101;k, k&#x101; pa�am lik&#x101;s, neb&#x16B;tu pa sp&#x113;kam. Ar akrob&#x101;tisku veikl&#x12B;bu vi&#x146;� uzl&#x113;ca uz darbgalda, tur novietotaj&#x101;m m&#x113;&#x123;en&#x113;m pat nepieskardamies. Ta�u �&#x101;ds akt&#x12B;vas darbo�an&#x101;s st&#x101;voklis dr&#x12B;z izbeidz&#x101;s: iest&#x101;j&#x101;s zin&#x101;ms sastingums un absol&#x16B;ta nomierin&#x101;�an&#x101;s, iek�&#x113;js miers.</p><p>So procesu norises laik&#x101; eksperiment&#x113;t&#x101;ja apzi&#x146;a bija piln&#x12B;gi skaidra, t&#x101; neaptum�oj&#x101;s ne uz br&#x12B;di, vi&#x146;� tikai iev&#x113;roja, ka mieg&#x101; vi&#x146;am r&#x101;d&#x12B;j&#x101;s neparasti kr&#x101;�&#x146;i un fantastiski sap&#x146;i. Skaidrs, t&#x101;s bija ar koka&#x12B;nkr&#x16B;ma lapu t&#x113;ju uz&#x146;emt&#x101; koka&#x12B;na iedarb&#x12B;bas sekas. Reiz, iedz&#x113;ris no 60 gramiem lapu gatavotu uzl&#x113;jumu, t. i., tr&#x12B;sk&#x101;r�otu iepriek�&#x113;jo devu, Mantegaca milz&#x12B;g&#x101; saj&#x16B;sm&#x101; uzrakst&#x12B;ja �&#x101;das rindas: �Dievs, ne&#x13C;audams cilv&#x113;kam ko�&#x13C;&#x101;t koka&#x12B;nkr&#x16B;ma lapas, r&#x12B;kojas netaisni. Es lab&#x101;k dz&#x12B;votu desmit gadu, lietojot kokku, nek&#x101; simtiem miljonu gadu bez t&#x101;!� Min&#x113;t&#x101; piez&#x12B;me liecina, cik pacil&#x101;tas biju�as vi&#x146;a izj&#x16B;tas p&#x113;c �&#x12B; dz&#x113;riena lieto�anas. Tas bija glu�i kaut kas cits nek&#x101; p&#x113;c v&#x101;ja koka&#x12B;nkr&#x16B;ma lapu uzl&#x113;juma iedzer�anas.</p><p>Par eksperimentiem ar koka&#x12B;nkr&#x16B;ma lap&#x101;m rakst&#x12B;jis ar&#x12B; amerik&#x101;&#x146;u &#x101;rsts Semjuels Persijs, kas str&#x101;d&#x101;ja par farmakologu &#x145;ujork&#x101;. Visliel&#x101;kais ieguvums tom&#x113;r bija tas, ka 1859. un 1860. gad&#x101; izdev&#x101;s atrast �o lapu iedarb&#x12B;go vielu un nodot to &#x137;&#x12B;mi&#x137;iem un &#x101;rstiem t&#x12B;ras substances veid&#x101;. Tas notika Getingen&#x113; slaven&#x101; &#x137;&#x12B;mi&#x137;a V&#x113;lera laboratorij&#x101;.</p><p>V&#x113;lera ierosin&#x101;ts, ar nosl&#x113;pumainaj&#x101;m lap&#x101;m eksperiment&#x113;ja vi&#x146;a skolnieks N&#x12B;manis, kam izdev&#x101;s atkl&#x101;t galveno iedarb&#x12B;go vielu, ko nosauca par koka&#x12B;nu. �&#x12B; probl&#x113;ma apl&#x16B;kota ar&#x12B; vi&#x146;a disert&#x101;cij&#x101; �Par jaunu organisku b&#x101;zi koka&#x12B;nkr&#x16B;ma lap&#x101;s�. Bet N&#x12B;manis dr&#x12B;z nomira un nesp&#x113;ja �os p&#x113;t&#x12B;jumus pabeigt. Tos paveica Vilhelms Losens, kas ieguva koka&#x12B;nu t&#x12B;r&#x101; veid&#x101;, kam&#x113;r citi &#x137;&#x12B;mi&#x137;i, ar&#x12B; Rihards Vil�teters, p&#x113;t&#x12B;ja koka&#x12B;nkr&#x16B;ma lap&#x101;s eso�os blakusproduktus.</p><p>Katr&#x101; zi&#x146;&#x101; tagad bija ieg&#x16B;ts t&#x12B;rs koka&#x12B;ns, un ar to var&#x113;ja eksperiment&#x113;t. Tam sekoja Freida eksperimenti. Freids, pa&#x146;&#x113;mis nedaudz �&#x12B;s vielas uz m&#x113;les, konstat&#x113;ja, ka m&#x113;le k&#x13C;&#x16B;st nejut&#x12B;ga, un par eksperimentiem ar koka&#x12B;nu rakst&#x12B;ja pat k&#x101;d&#x101; zin&#x101;tnisk&#x101; sacer&#x113;jum&#x101;, tom&#x113;r attur&#x113;j&#x101;s spert to mazo sol&#x12B;ti, kas �ai gad&#x12B;jum&#x101; b&#x16B;tu vedis no zin&#x101;tniskiem nov&#x113;rojumiem pie praktiskiem secin&#x101;jumiem un t&#x101;tad ar&#x12B; pie liel&#x101; atkl&#x101;juma par koka&#x12B;na noz&#x12B;mi medic&#x12B;n&#x101;. To izdar&#x12B;ja Freida draugs V&#x12B;nes acu &#x101;rsts Karls Kollers, kam Freids bija past&#x101;st&#x12B;jis par saviem m&#x113;&#x123;in&#x101;jumiem un eksperimentiem ar sevi. Tad ar&#x12B; Kollers uzs&#x101;ka eksperimentus ar sevi � vi&#x146;� pilin&#x101;ja koka&#x12B;na �&#x137;&#x12B;dumu uz mutes g&#x13C;ot&#x101;das, acs g&#x13C;ot&#x101;das un radzenes un konstat&#x113;ja, ka koka&#x12B;na ietekm&#x113; g&#x13C;ot&#x101;das un radzene k&#x13C;&#x16B;st nejut&#x12B;gas. L&#x12B;dz ar to oftalmolo&#x123;ija ieguva noz&#x12B;mes zi&#x146;&#x101; &#x13C;oti v&#x113;rt&#x12B;gu medikamentu. T&#x101; koka&#x12B;ns ien&#x101;ca medic&#x12B;n&#x101;; ja m&#x16B;sdien&#x101;s &#x137;irur&#x123;ija nav iedom&#x101;jama bez narkozes, tad tikpat dro�i var apgalvot, ka m&#x16B;sdien&#x101;s visa medic&#x12B;na nav iedom&#x101;jama bez koka&#x12B;na. S&#x101;kums tam visam bija nervu &#x101;rsta Zigmunda Freida nelielais eksperiments ar sevi, kam sekoja jau iev&#x113;rojam&#x101;ks acu &#x101;rsta Kar&#x13C;a Kollera eksperiments un, protams, priek�darbi �o eksperimentu sagatavo�anai. Eksperimentu rezult&#x101;ts bija ar&#x12B; n&#x101;ko�ais solis, kas koka&#x12B;nam sag&#x101;d&#x101;ja v&#x113;l liel&#x101;ku darba lauku. Par to j&#x101;pateicas Karlam Ludvigam �leiham.</p><p>Sleihs bija acu &#x101;rsta d&#x113;ls, un, �&#x137;iet, tie�i t&#x113;va profesija vi&#x146;u pamudin&#x101;ja piev&#x113;rsties eksperimentiem ar koka&#x12B;nu. Sleihs bija cilv&#x113;ks ar bag&#x101;tu izt&#x113;li, un, str&#x101;d&#x101;dams par &#x137;irurgu, vi&#x146;� n&#x101;ca pie atzinuma, kas noder&#x113;ja par pamatu viet&#x113;jai anest&#x113;zijai.</p><p>Sis ar bag&#x101;tu fant&#x101;ziju apvelt&#x12B;tais impuls&#x12B;vais v&#x12B;rs reiz 1890. gad&#x101; s&#x113;d&#x113;ja draugu pulk&#x101;. Run&#x101;ts tika par �o un to: par prepar&#x101;tiem un smadze&#x146;u oper&#x101;cij&#x101;m, kas &#x12B;st&#x101; medi&#x137;&#x12B; izraisa saj&#x16B;smu, par &#x137;erme&#x146;a br&#x12B;numaino sp&#x113;ku un par &#x12B;pa�as substances neiroglijas ietverto nervu d&#x12B;vainaj&#x101;m sp&#x113;j&#x101;m. Sav&#x101;s atmi&#x146;&#x101;s, kas st&#x101;sta par pag&#x101;tni, vi&#x146;� att&#x113;lo ainu, k&#x101; vi&#x146;� p&#x113;k�&#x146;i uzl&#x113;cis k&#x101;j&#x101;s un saucis: �Neiroglija ir klavieru st&#x12B;gu klusin&#x101;t&#x101;ja, elektriska surd&#x12B;ne, re&#x123;istr&#x101;cijas izsl&#x113;g�anas ier&#x12B;ce, kav&#x113;jo�s regulators!� Ar �iem fant&#x101;zijas apdvestajiem v&#x101;rdiem vi&#x146;� grib&#x113;ja teikt, ka nervu darb&#x12B;bu ietekm&#x113; mitruma pievad&#x12B;�ana. Nervu jut&#x12B;gums mazin&#x101;s vai palielin&#x101;s, tikl&#x12B;dz ie�&#x13C;ircina main&#x12B;ta sast&#x101;va asinis vai citu �&#x137;idrumu.</p><p>B&#x16B;dams, k&#x101; jau teikts, &#x13C;oti impuls&#x12B;vs cilv&#x113;ks, �leihs �o domu t&#x16B;da&#x13C; realiz&#x113;ja darbos, izdarot ar sevi eksperimentu. �Steig�us devos uz savu instit&#x16B;tu un, asistenta Davida Vitkovska kl&#x101;tb&#x16B;tn&#x113;, injic&#x113;jis sev da�&#x101;dus asins sast&#x101;vam l&#x12B;dz&#x12B;gus �&#x137;&#x12B;dumus, pustundas laik&#x101; konstat&#x113;ju, ka p&#x113;c iepriek�&#x113;j&#x101; kairin&#x101;juma &#x16B;dens ir pirm�&#x137;ir&#x12B;gs anest&#x113;zijas l&#x12B;dzeklis. Noskaidroju ar&#x12B;, ka �o kairin&#x101;jumu var izsl&#x113;gt, &#x16B;denim pieliekot puspromili v&#x101;r&#x101;m&#x101;s s&#x101;ls, un ka saj&#x16B;tu izsl&#x113;dz fiziolo&#x123;isks v&#x101;r&#x101;m&#x101;s s&#x101;ls �&#x137;&#x12B;dums, k&#x101; tas notiek pie asinsrites. T&#x101;tad pamats nu bija rok&#x101;. &#x13B;oti dr&#x12B;z sekoja iz�&#x137;iro�ais atkl&#x101;jums. Pievienojot �&#x101;dam puspromili stipram v&#x101;r&#x101;m&#x101;s s&#x101;ls �&#x137;&#x12B;dumam koka&#x12B;nu, t&#x16B;ksto�iem rei�u palielin&#x101;j&#x101;s anest&#x113;zijas stiprums. Ar to tad ar&#x12B; viet&#x113;j&#x101; anest&#x113;zija bija atkl&#x101;ta. Ja citi dr&#x12B;kst&#x113;ja injic&#x113;t tikai vienu vien&#x12B;gu �&#x13C;irci koka&#x12B;na, kad jau draud&#x113;ja saind&#x113;�an&#x101;s, es var&#x113;ju injic&#x113;t t&#x16B;ksto�iem rei�u vair&#x101;k. Simtk&#x101;rt eksperiment&#x113;dams ar sevi, pamaz&#x101;m p&#x101;rliecin&#x101;jos, ka p&#x113;c �&#x101;das injekcijas audi k&#x13C;&#x16B;st piln&#x12B;gi nejut&#x12B;gi pret dur�anu, spie�anu, spaid&#x12B;�anu, kas&#x12B;�anu un dedzin&#x101;�anu.�</p><p>�leihs ar �o vienk&#x101;r�o pa&#x146;&#x113;mienu izdar&#x12B;ja t&#x16B;ksto�iem visda�&#x101;d&#x101;ko oper&#x101;ciju � amput&#x101;cijas, acs iz&#x146;em�anu u. c.; to visu vi&#x146;� veica bez narkozes un bez s&#x101;p&#x113;m. �leihs pamatoti saka, ka vi&#x146;am, kas toreiz bija tikai praktisks &#x101;rsts Fridriha iel&#x101; Berl&#x12B;n&#x113;, neb&#x16B;tu bijis tik daudz pacientu, ja &#x101;rst&#x113;jot vi&#x146;� tiem b&#x16B;tu sag&#x101;d&#x101;jis s&#x101;pes. Vi&#x146;a slava auga, un &#x13C;audis n&#x101;ca. �Manu v&#x101;rdu paties&#x12B;bu var apliecin&#x101;t Vitkovskis, Haupts, Immelmanis, Kaute, Natansons, D&#x113;nics un ari daudzi citi, kas nav mani asistenti-Ik dienas m&#x113;s izdar&#x12B;j&#x101;m divpadsmit un vair&#x101;k bezs&#x101;p&#x12B;gu oper&#x101;ciju. M&#x101;c&#x12B;bu nol&#x16B;kos man&#x101; kl&#x12B;nik&#x101; ierad&#x101;s simtiem &#x101;rzemju &#x101;rstu. L&#x12B;dz tam es neko nebiju public&#x113;jis.�</p><p>Nol&#x113;mis ar savu atkl&#x101;jumu iepaz&#x12B;stin&#x101;t kol&#x113;&#x123;us, �leihs pieteica refer&#x101;tu &#x137;irurgu kongresam, kas notika 1892. gada apr&#x12B;l&#x12B;. Refer&#x101;t&#x101; vi&#x146;� izkl&#x101;st&#x12B;ja savu p&#x113;t&#x12B;jumu gaitu, teorijas un prakses jaut&#x101;jumus, par&#x101;d&#x12B;ja sasniegto un nobeidza ar v&#x101;rdiem: �Tur&#x113;dams rok&#x101; �o nekait&#x12B;go l&#x12B;dzekli un balstoties uz idejisk&#x101;m, mor&#x101;l&#x101;m un tiesisk&#x101;m norm&#x101;m, uzskatu, ka tur, kur vien var iztikt ar �o l&#x12B;dzekli, b&#x12B;stam&#x101; narkoze j&#x101;izsl&#x113;dz.� Tas tika pateikts t&#x101;d&#x101; pa�&#x101; ton&#x12B;, k&#x101;d&#x101; sav&#x101; laik&#x101; uzst&#x101;j&#x101;s Zemmelveiss, nosaukdams par slepkav&#x101;m visus ginekologus, kas neatzina vi&#x146;a roku dezinfic&#x113;�anas metodi. Dabiski, ka rezult&#x101;ts bija glu�i t&#x101;ds pats. Visi jut&#x101;s aizvainoti, uz�alca sa�utuma vilnis. �leiham neatlika nekas cits k&#x101; pa&#x146;emt savu manuskriptu un aiziet � priek�s&#x113;d&#x113;t&#x101;js � iev&#x113;rojamais &#x137;irurgs Bardelebens bija devis vi&#x146;am skaidru m&#x101;jienu.</p><p>Kongres&#x101; piedal&#x12B;j&#x101;s asto&#x146;simt &#x137;irurgu, ta�u tikai viens vien&#x12B;gais no visiem � vecais Litauers piekr&#x12B;to�i vi&#x146;am teica: �Mans jaunais kol&#x113;&#x123;i, nezinu, vai j&#x16B;su atradums ir pareizs, bet, ja t&#x101; tie�&#x101;m b&#x16B;tu, tad viss, kas nupat norisin&#x101;j&#x101;s �eit, ir kaut kas nedzird&#x113;ts, kam zin&#x101;tnes v&#x113;stur&#x113; nav precedenta.�</p><p>Sak&#x101;ve Sleihu nenobaid&#x12B;ja. Vi&#x146;� turpin&#x101;ja darbu, mierin&#x101;dams sevi ar domu, ka lab&#x101;k nav veicies ar&#x12B; citiem lieliem medic&#x12B;nas atkl&#x101;jumiem. Sleihs joproj&#x101;m oper&#x113;ja � pacientu jau netr&#x16B;ka, un beidzot pien&#x101;ca diena, kad viss v&#x113;rs&#x101;s par labu. Ar laiku pieteicas ar�u, kuri ar&#x12B; bija oper&#x113;ju�i p&#x113;c Sleiha metodes, un, kaut gan izdev&#x113;ji s&#x101;kum&#x101; atraid&#x12B;ja Sleiha bro�&#x16B;ru par bezs&#x101;pju oper&#x101;cij&#x101;m, izeja rad&#x101;s. Farmakolo&#x123;ijas profesors Lang&#x101;rds, reiz nov&#x113;rojis Sleiha ar viet&#x113;jo anest&#x113;ziju izdar&#x12B;to oper&#x101;ciju, pa&#x146;&#x113;ma manuskriptu un aiznesa to Springeram, kas apsol&#x12B;ja darbu public&#x113;t. N&#x101;kam&#x101; &#x137;irurgu kongresa dal&#x12B;bniekiem �&#x137;ita, ka iepriek�&#x113;jo reizi vi&#x146;i publiski izp&#x113;ru�i nevis Sleihu, bet pa�i sevi. T&#x101;tad �oreiz eksperiments vainagoj&#x101;s ar &#x13C;oti v&#x113;rt&#x12B;gu atkl&#x101;jumu. Kad bija atkl&#x101;ti tr&#x12B;s svar&#x12B;gie narkozes l&#x12B;dzekli � sl&#x101;pek&#x13C;a oksiduls, &#x113;teris un hloroforms � un ari koka&#x12B;ns un t&#x101; pielieto�anas metodes, c&#x12B;&#x146;a pret s&#x101;p&#x113;m oper&#x101;ciju laik&#x101; bija tikpat k&#x101; gal&#x101;. Sai lauk&#x101; rad&#x101;s tikai uzlabojumi, papildin&#x101;jumi, t&#x101;du l&#x12B;dzek&#x13C;u mekl&#x113;�ana, kurus injic&#x113;jot v&#x113;n&#x101; uz laiku z&#x16B;d apzi&#x146;a un reiz&#x113; ar&#x12B; s&#x101;pju saj&#x16B;ta. Ar&#x12B; pirms to ievie�anas praks&#x113; tika veikti visda�&#x101;d&#x101;kie eksperimenti un da�s labs uzv&#x101;rds b&#x16B;tu minams ar&#x12B; te.</p><empty-line/></section><section><title><p><emphasis>LABUMS VAI &#x13B;AUNUMS � IZVESE&#x13B;O�AN&#x100;S VAI N&#x100;VE</emphasis></p></title><p>L&#x12B;dz&#x12B;gi eksperimentiem, kuru m&#x113;r&#x137;is bija atbild&#x113;t uz jaut&#x101;jumiem, kas sk&#x101;ra smagas un vissmag&#x101;k&#x101;s infekcijas slim&#x12B;bas, piem&#x113;ram, holeru, m&#x113;ri, lepru, ir ar&#x12B; eksperimenti, kurus &#x101;rsti ar sevi izdal&#x12B;ja, iedzerot vai cit&#x101;d&#x101; veid&#x101; ievadot organism&#x101; vielas, par kur&#x101;m dom&#x101;ja, ka t&#x101;s nerad&#x12B;s slim&#x12B;bu, bet sp&#x113;s to dzied&#x113;t. N&#x101;c&#x101;s risk&#x113;t, jo viegli var&#x113;ja gad&#x12B;ties, ka �&#x12B;s vielas sl&#x113;pa sev&#x12B; pat n&#x101;vi. Zin&#x101;m, ka daba un &#x137;&#x12B;mija rada t&#x16B;ksto�iem vielu. Vai tad k&#x101;ds br&#x12B;nums, ja b&#x16B;tu ar&#x12B; vielas, kur&#x101;m piem&#x12B;t sp&#x113;jas k&#x101; dzied&#x113;t, t&#x101; kait&#x113;t? Pirms visa t&#x101; noskaidro�anas neviens apzin&#x12B;gs &#x101;rsts nedr&#x12B;kst&#x113;tu �&#x12B;s vielas pielietot, dot slimniekam rok&#x101; un teikt: �Lietojiet �o!�</p><p>Min&#x113;to probl&#x113;mu risin&#x101;�an&#x101; ir liels nopelns eksperimentiem ar dz&#x12B;vniekiem. T&#x101;p&#x113;c izm&#x113;&#x123;in&#x101;jumi ar dz&#x12B;vniekiem ir neatsverams pal&#x12B;gs farmakolo&#x123;ijas instit&#x16B;tiem un farmaceitisk&#x101;s r&#x16B;pniec&#x12B;bas laboratorij&#x101;m. Par k&#x101;da l&#x12B;dzek&#x13C;a vai jaunatkl&#x101;ta &#x137;&#x12B;miska prepar&#x101;ta iedarb&#x12B;bu eksperiments ar dz&#x12B;vniekiem dod visum&#x101; diezgan skaidru ainu, bet tam ir savas robe�as, jo vesela varde ta�u nav slims cilv&#x113;ks, un rezult&#x101;tus, kas ieg&#x16B;ti, eksperiment&#x113;jot ar dz&#x12B;vniekiem, uz cilv&#x113;ku var attiecin&#x101;t tikai nosac&#x12B;ti. Ar da�iem dz&#x12B;vniekiem un medikamentiem tas visp&#x101;r nav iesp&#x113;jams: dz&#x12B;vniekam viens otrs l&#x12B;dzeklis nekait&#x113;, bet cilv&#x113;kam tas ir kait&#x12B;gs, reiz&#x113;m pat n&#x101;v&#x113;jo�s. To pier&#x101;da daudzi piem&#x113;ri. Kad jaunatkl&#x101;tu &#x137;&#x12B;misku prepar&#x101;tu tais&#x101;s nodot kl&#x12B;nikai, t&#x101;tad ar&#x12B; slimniekam, bez eksperimenta ar dz&#x12B;vnieku nepiecie�ams v&#x113;l eksperiments ar cilv&#x113;ku. Ar&#x12B; �eit t&#x16B;da&#x13C; j&#x101;sasto-pas ar &#x113;tisko aizspriedumu, kas noliedz dot slimniekam medikamentu, iekams nav p&#x101;rbaud&#x12B;ts, vai tas pal&#x12B;dz&#x113;s un vai netiks p&#x101;rk&#x101;pts sv&#x113;tais likums: galvenok&#x101;rt nekait&#x113;t!</p><p>Vesel&#x12B;ba vai n&#x101;ve? T&#x101; jaut&#x101; par katru nep&#x101;rbaud&#x12B;tu l&#x12B;dzekli, ar&#x12B; par pa�u nekait&#x12B;g&#x101;ko. Neviens &#x101;rsts, kas zina savas profesijas v&#x113;sturi, neaizmirs&#x12B;s m&#x101;c&#x12B;bu, ko sav&#x101; laik&#x101; zin&#x101;tnei deva atoksils. Beidzot bija atrasts augstv&#x113;rt&#x12B;gs ars&#x113;na prepar&#x101;ts, kas, �&#x137;ita, var&#x113;s pal&#x12B;dz&#x113;t c&#x12B;&#x146;&#x101; pret miega slim&#x12B;bu un, iesp&#x113;jams, ar&#x12B; pret vienu otru kaiti. Prepar&#x101;tu deva ar miega slim&#x12B;bu saslimu�ajiem n&#x113;&#x123;eriem. L&#x12B;dz&#x113;ja: tripanosomas � �&#x12B;s n&#x101;vi neso�&#x101;s slim&#x12B;bas izrais&#x12B;t&#x101;jas prepar&#x101;tu nepanesa un g&#x101;ja boj&#x101;. Bet. no miega slim&#x12B;bas izdziedin&#x101;tie n&#x113;&#x123;eri ar laiku k&#x13C;uva akli: ars&#x113;na savienojums iedarboj&#x101;s ari uz redzes nervu.</p><p>Pauls Erlihs toreiz n&#x101;ca pie v&#x113;rt&#x12B;ga atzinuma, ka jamekl&#x113; br&#x12B;numlod&#x12B;tes, kas, iedarbodam&#x101;s uz slimaj&#x101;m �&#x16B;n&#x101;m un to mikrobiem, neskaitu vesel&#x101;s �&#x16B;nas. T&#x101; Erlihs, &#x146;emdams par pamatu atoksilu, atkl&#x101;ja salvarsanu. Ta�u pirms tam bija j&#x101;veic milzum daudz eksperimentu, ar&#x12B; &#x101;rstu eksperimenti ar sevi, jo medikamentu r&#x16B;pn&#x12B;ca nedr&#x12B;kst&#x113;ja ra�ot citu �atoksilu�.</p><p>Medic&#x12B;nas v&#x113;sture zina ne mazumu gad&#x12B;jumu, kad v&#x113;l neizp&#x113;t&#x12B;tos medic&#x12B;niskos l&#x12B;dzek&#x13C;us p&#x101;rbaud&#x12B;ja ar �&#x101;diem pa�aizliedz&#x12B;giem eksperimentiem. Bez lielajiem, sevi�&#x137;i noz&#x12B;m&#x12B;gajiem eksperimentiem daudz ar&#x12B; t&#x101;du, kur ar sevi eksperiment&#x113;ja &#x101;rsti, kam �ie jaut&#x101;jumi interes&#x113;ja. Un, j&#x101;saka, tas ir glu�i likumsakar&#x12B;gi. Medi&#x137;is, teiksim, ierauga nepaz&#x12B;stamu augu vai pulveri. K&#x101;da tam gar�a, k&#x101; tas iedarbojas? Un &#x146;em un nogar�o. T&#x101;d&#x113;j&#x101;di radu�ies daudzi svar&#x12B;gi atkl&#x101;jumi. �is tas gan palicis nepaman&#x12B;ts vai ar&#x12B; l&#x12B;dz galam neizp&#x113;t&#x12B;ts. Bet pagar�ot vajadz&#x113;ja. Tas pats j&#x101;saka ari par g&#x101;zveid&#x12B;gaj&#x101;m viel&#x101;m, kas, t&#x101;pat k&#x101; neizp&#x113;t&#x12B;ts pulveris, glab&#x101; sev&#x12B; daudz nosl&#x113;pumu.</p></section><section><title><p><emphasis>MORFIJS NO LAUDANA</emphasis></p></title><p>Ir saprotams, ka tie�i opijs bija tas, kas, s&#x101;koties &#x137;&#x12B;mijas att&#x12B;st&#x12B;bai, saist&#x12B;ja &#x101;rstu un dabaszin&#x101;tnieku interesi, un t&#x101; laika izcilais &#x101;rsts Paracelzs, kas dz&#x12B;voja viduslaiku un jauno laiku mij&#x101;, bija tas, kas atk&#x101;rtoti izdar&#x12B;ja ar sevi eksperimentus, lai izp&#x113;t&#x12B;tu, k&#x101; iedarbojas opijs � laud&#x101;ns, �&#x12B; v&#x113;rt&#x12B;g&#x101; un nosl&#x113;pumain&#x101; viela. Jau senajiem grie&#x137;iem bija savs miega dz&#x113;riens, un �o pa�u l&#x12B;dzekli, ko gatavoja galvenok&#x101;rt no negatavu mago&#x146;u poga&#x13C;u sulas � opija, lietoja ar&#x12B; oper&#x113;jot, jo cita nek&#x101; toreiz nebija.</p><p>K&#x101;dam jaunam aptiek&#x101;ram izdev&#x101;s opiju sa�&#x137;elt un ieg&#x16B;t vielu, kas nosaka prepar&#x101;ta iedarb&#x12B;bu. No ant&#x12B;ko tautu miega dz&#x113;riena opijs jau sen bija p&#x101;rv&#x113;rties par austrumu tautu apreibin&#x101;�an&#x101;s l&#x12B;dzekli, un &#x13C;au�u k&#x101;re p&#x113;c opija vienam otram tautas apspied&#x113;jam nesa milzu pe&#x13C;&#x146;u. Bet kas t&#x101; bija par vielu, kas �eit darboj&#x101;s? 1783. gad&#x101; Paderbornas apkaim&#x113; Neihauz&#x113; dzimu�ais aptiek&#x101;rs Fridrihs Vilhelms Sertirners bija tikai 20 gadus vecs, kad vi&#x146;am izdev&#x101;s veikt �o lielo atkl&#x101;jumu. Sertir-nera t&#x113;vs bija in�enieris &#x137;&#x12B;mi&#x137;is, un, k&#x101; jau tais laikos daudzi dar&#x12B;ja, vi&#x146;� p&#x16B;l&#x113;j&#x101;s atrast al&#x137;&#x12B;mi&#x137;u gudr&#x12B;bas akmeni, lai apg&#x16B;tu al&#x137;&#x12B;mi&#x137;u nosl&#x113;pumus. T&#x113;va laboratorij&#x101; mier&#x12B;gi sadz&#x12B;voja t&#x12B;&#x123;e&#x13C;i un pudeles, nosl&#x113;pumi un atkl&#x101;jumi. Jaunais Sertirners te jau z&#x113;na gados m&#x101;c&#x12B;j&#x101;s analiz&#x113;t vielas. T&#x113;vs v&#x113;l&#x113;j&#x101;s, lai d&#x113;ls k&#x13C;&#x16B;tu par izcilu zin&#x101;tnieku. Bet t&#x113;vs dr&#x12B;z nomira, un z&#x113;nu nodeva m&#x101;c&#x12B;b&#x101; pie Paderbomas galma aptiekas &#x12B;pa�nieka, kur vi&#x146;� var&#x113;ja eksperiment&#x113;t un analiz&#x113;t p&#x113;c sirds patikas. Iesp&#x113;jams, ka Sertirners tikai gad&#x12B;juma p&#x113;c piev&#x113;rs&#x101;s opijam. Var b&#x16B;t, ka jauno Sertimeru vilin&#x101;ja opija nosl&#x113;pumain&#x12B;ba. Dr&#x12B;z vien Sertirneram baltais, krist&#x101;liskais opija pulveris bija rok&#x101;, un nu vi&#x146;u tird&#x12B;ja v&#x113;l&#x113;�an&#x101;s izp&#x113;t&#x12B;t �o pulveri un t&#x101; iedarb&#x12B;bu uz cilv&#x113;ku. Bet vispirms vajadz&#x113;ja redz&#x113;t, k&#x101; izturas dz&#x12B;vnieks, kad tam iedod nedaudz pulvera. Eksperimentiem Sertirners izmantoja uz ielas sa&#x137;ertos su&#x146;us, kuriem sav&#x101; laboratorij&#x101; deva bar&#x12B;bu, kam bija piemais&#x12B;ts nedaudz opija pulvera.</p><p>Pie visiem su&#x146;iem, ko Sertirners �&#x101;d&#x101; ce&#x13C;&#x101; �aiz&#x146;&#x113;m&#x101;s� no to &#x12B;pa�niekiem, var&#x113;ja nov&#x113;rot glu�i vien&#x101;das par&#x101;d&#x12B;bas. Su&#x146;i &#x101;tri nogura un aizmiga dzi&#x13C;&#x101; mieg&#x101;, no kura tos nevar&#x113;ja uzmodin&#x101;t pat ar kniebieniem. Ac&#x12B;m redzot, su&#x146;i bija k&#x13C;uvu�i ne vien miegaini, bet ar&#x12B; nejut&#x12B;gi pret s&#x101;p&#x113;m. Sertirners, k&#x101; jau aptiek&#x101;rs, t&#x16B;da&#x13C; saprata, ko tas noz&#x12B;m&#x113;tu cilv&#x113;cei, ja t&#x101;s r&#x12B;c&#x12B;b&#x101; nodotu �&#x101;du l&#x12B;dzekli.</p><p>Lai konstat&#x113;tu, cik liela pulvera deva nepiecie�ama v&#x113;lam&#x101;s iedarb&#x12B;bas sasnieg�anai, Sertirners izdar&#x12B;ja v&#x113;l ar sevi vair&#x101;kus eksperimentus. Par godu grie&#x137;u miega dievam vi&#x146;� pulveri nosauca par morfiju. <emphasis>(Morphium).</emphasis></p><p>Morfiju jeb morf&#x12B;nu, k&#x101; to ar&#x12B; v&#x113;l sauca, daudzi &#x101;rsti p&#x101;rbaud&#x12B;ja eksperimentos ar sevi, un daudzus gadu desmitus morfijs, kas 19. gs. s&#x101;kum&#x101; tika izol&#x113;ts Paderborn&#x101; Kr&#x101;mera galma aptiek&#x101;, bija viens no svar&#x12B;g&#x101;kajiem prepar&#x101;tiem aptieku invent&#x101;r&#x101;. Savu galveno uzdevumu � remd&#x113;t s&#x101;pes morfijs ir attaisnojis, kaut gan eksperimentos ar sevi &#x101;rsti konstat&#x113;ja ar&#x12B; t&#x101; lieto�anas &#x113;nas puses. T&#x101;p&#x113;c, att&#x12B;stoties farmaceitiskajai &#x137;&#x12B;mijai, mekl&#x113;ja morfija aizst&#x101;j&#x113;jus, cent&#x101;s tos rad&#x12B;t m&#x101;ksl&#x12B;gi, lai &#x101;rstiem b&#x16B;tu prepar&#x101;ts ar vis&#x101;m morfija pozit&#x12B;v&#x101;m &#x12B;pa�&#x12B;b&#x101;m, bet bez t&#x101; negat&#x12B;vaj&#x101;m blakuspar&#x101;d&#x12B;b&#x101;m. Diem�&#x113;l par mor-f&#x12B;nistiem reiz&#x113;m k&#x13C;uva pat &#x101;rsti, kas morfija iedarb&#x12B;bas p&#x101;rbaudei bija veiku�i tikai �nelielu eksperimentu ar sevi�. Tika atrasti daudzi prepar&#x101;ti, k&#x101; hero&#x12B;ns, dion&#x12B;ns un citi, un, k&#x101; tas visiem zin&#x101;ms, �&#x12B; &#x137;&#x113;de v&#x113;l nav nosl&#x113;gta, jo arvien mekl&#x113; jaunus, v&#x113;l lab&#x101;kus l&#x12B;dzek&#x13C;us. Ar&#x12B; visi �ie l&#x12B;dzek&#x13C;i pras&#x12B;ja eksperimentus, un alla� rad&#x101;s &#x101;rsti, kas bija gatavi risk&#x113;t.</p><p>Protams, mekl&#x113;ja ar&#x12B; aizst&#x101;j&#x113;jus koka&#x12B;nam, jo dr&#x12B;z nov&#x113;roja ar&#x12B; t&#x101; kait&#x12B;gumu. Par koka&#x12B;na upuriem k&#x13C;uva ar&#x12B; &#x101;rsti. Mekl&#x113;jot jaunus l&#x12B;dzek&#x13C;us viet&#x113;jai anest&#x113;zijai, atrada ne tikai br&#x12B;ni�&#x137;o novoka&#x12B;nu, bet ar&#x12B; daudz ko citu, un daudzi &#x101;rsti bija ar mieru jaunatkl&#x101;t&#x101;s vielas p&#x101;rbaud&#x12B;t, eksperiment&#x113;jot ar sevi.</p><p>V&#x12B;nes farmakologs dokors Volfd&#x12B;trihs Veiss, b&#x16B;dams medikamentu valsts kontroles p&#x101;rvaldes direktors, vair&#x101;kk&#x101;rt eksperiment&#x113;ja ar sevi un farmokolo&#x123;isko izm&#x113;&#x123;in&#x101;jumu probl&#x113;mu raksturoja �&#x101;di:</p><p>�Tas, kam j&#x101;str&#x101;d&#x101; ar medikamentiem un veikli j&#x101;at�&#x137;ir un j&#x101;noteic to iedarb&#x12B;ba, nereti s&#x101;k eksperiment&#x113;t ar sevi. Tam, kas radis r&#x12B;koties ar stipri iedarb&#x12B;g&#x101;m viel&#x101;m, distance no s&#x12B;ku da&#x13C;i&#x146;u pao�anas un pagar�o�anas, kas, p&#x113;c visa sprie�ot, nevar kait&#x113;t, l&#x12B;dz eksperimentam ar sevi nepavisam nav liela. Ja diezgan dro�i noskaidrots, pie kuras grupas pieder jaunatrast&#x101; viela un ja nep&#x101;rk&#x101;pj at&#x13C;auto devu robe�as, tad �&#x101;ds pa&#x146;&#x113;miens eksperiment&#x113;t&#x101;ju apdraud maz&#x101;k nek&#x101; viduslaikos izplat&#x12B;t&#x101; ur&#x12B;na un izk&#x101;rn&#x12B;jumu �nogar�o�ana�.</p><p>Sve�u vielu var &#x101;tr&#x101;k p&#x101;rbaud&#x12B;t paostot vai nogar�ojot, k&#x101; to jau agr&#x101;k dar&#x12B;ju�i aptiek&#x101;ri, nek&#x101; analiz&#x113;jot, &#x12B;pa�i tad, ja talk&#x101; n&#x101;k pieredze. Nav j&#x101;aizmirst, ka pat mazs graudi&#x146;� &#x13C;auj nemald&#x12B;gi konstat&#x113;t, kas t&#x101; par vielu, un &#x13C;oti maz ir t&#x101;du vielu, kas pie tik niec&#x12B;gas devas � miligrama da&#x13C;as rad&#x12B;tu saind&#x113;�anos. Nogar�ojot vielas, varam ne tikai noteikt, bet ar&#x12B; spriest par to iedarb&#x12B;bu. T&#x101;, piem&#x113;ram, vielas, ko lieto viet&#x113;jai anest&#x113;zijai (t&#x101;s padara g&#x13C;ot&#x101;du nejut&#x12B;gu), var paz&#x12B;t p&#x113;c m&#x113;les rakstur&#x12B;g&#x101;s reakcijas: jau no viena pa�a graudi&#x146;a m&#x113;le it k&#x101; sastingst.</p><p>Distanci no nogar�o�anas l&#x12B;dz eksperimentam ar sevi � tas dod uzskat&#x101;m&#x101;ku p&#x101;rskatu par vielas iedarb&#x12B;bu � labi pier&#x101;da viet&#x113;j&#x101;s anest&#x113;zijas l&#x12B;dzekli. Pirms da�iem gadiem man vajadz&#x113;ja p&#x101;rbaud&#x12B;t s&#x113;riju jaunu, p&#x101;rdo�an&#x101; v&#x113;l nerealiz&#x113;tu viet&#x113;j&#x101;s anest&#x113;zijas prepar&#x101;tu. P&#x113;c eksperimenta ar dz&#x12B;vnieku ie�&#x13C;ircin&#x101;ju sev apak�delm&#x101; zem &#x101;das div&#x101;s rind&#x101;s da�&#x101;das &#x16B;den&#x12B; iz�&#x137;&#x12B;din&#x101;tas vielas. Devas lielums bija 0,2�0,5 kubikcentimetri.</p><p>T&#x101;s pietika, lai rastos uzt&#x16B;kums mon&#x113;tas lielum&#x101;. Injekcijas viet&#x101;s ar vieglu adatas d&#x16B;rienu var&#x113;ja konstat&#x113;t nejut&#x12B;gumu un noteikt ar&#x12B; jut&#x12B;guma atgrie�an&#x101;s momentu.</p><p>Protams, p&#x101;rsteigumi var atgad&#x12B;ties ar&#x12B; pie �&#x101;diem relat&#x12B;vi vienk&#x101;r�iem un nekait&#x12B;giem eksperimentiem, t&#x101;p&#x113;c ar dz&#x12B;vniekiem izdar&#x12B;to eksperimentu rezult&#x101;tus uz cilv&#x113;ku var attiecin&#x101;t tikai ar zin&#x101;mu piesardz&#x12B;bu. Man izdev&#x101;s pan&#x101;kt stipr&#x101;ku vai v&#x101;j&#x101;ku viet&#x113;jo anest&#x113;ziju ar daudz&#x101;m savstarp&#x113;ji radniec&#x12B;g&#x101;m viel&#x101;m. Efekts gan nebija tik sp&#x113;c&#x12B;gs, lai sal&#x12B;dzin&#x101;jum&#x101; ar jau eso�ajiem viet&#x113;j&#x101;s anest&#x113;zijas l&#x12B;dzek&#x13C;iem k&#x101;dai vielai dotu priek�roku. K&#x101;da substance p&#x113;c injic&#x113;�anas rad&#x12B;ja vieglu iekaisumu. T&#x101;s rad&#x12B;t&#x101; anest&#x113;zija bija iev&#x113;r&#x12B;bas cien&#x12B;ga � t&#x101; ilga nevis 5�20 min&#x16B;tes, k&#x101; ar �&#x12B;s grupas viel&#x101;m parasts, bet gan tr&#x12B;s m&#x113;ne�us. Ac&#x12B;m redzot, �is l&#x12B;dzeklis injic&#x113;�anas viet&#x101; bija paraliz&#x113;jis nervu. Tikai tad, kad tur bija radu�&#x101;s jaunas nervu �&#x137;iedras, adatas d&#x16B;rieni atkal s&#x101;p&#x113;ja. Ja neiev&#x113;roja s&#x101;rto kr&#x101;su, kas bija radusies no asinsvadu papla�in&#x101;�an&#x101;s, injekcijas vietu tik tikko var&#x113;ja saman&#x12B;t.�</p><p>�&#x101;di negaid&#x12B;ti rezult&#x101;ti medic&#x12B;n&#x101; da�k&#x101;rt paver ce&#x13C;u jauniem atkl&#x101;jumiem. Atg&#x101;din&#x101;sim, ka strofanta iedarb&#x12B;bu uz sirdi atkl&#x101;ja Livingstona liel&#x101;s eksped&#x12B;cijas laik&#x101;, kad nejau�i notika zobu sukas �saind&#x113;�an&#x101;s� ar afrik&#x101;&#x146;u bultu indi. l&#x113;pi iek� min&#x113;t&#x101; ilg&#x101; viet&#x113;j&#x101; anest&#x113;zija dziedniec&#x12B;b&#x101; netiek pielietota. Bet nav izsl&#x113;gts, ka tur, kur tas nav pa sp&#x113;kam citiem l&#x12B;dzek&#x13C;iem, t&#x101; k&#x101;dreiz aizst&#x101;s spirta injekcijas nervu nom&#x113;rd&#x113;�anai, piem&#x113;ram, trijzaru nerva <emphasis>[nervus trigeminus)</emphasis> neiral&#x123;ijas gad&#x12B;jumos.</p><p>Ne jau visu eksperimentu rezult&#x101;ti paver ce&#x13C;u v&#x113;rt&#x12B;giem medic&#x12B;niskiem atkl&#x101;jumiem. T&#x101;, mekl&#x113;jot viet&#x113;j&#x101;s anest&#x113;zijas l&#x12B;dzek&#x13C;us, iepriek� min&#x113;to vielu s&#x113;rij&#x101; uzg&#x101;ja l&#x12B;dzekli, p&#x113;c kura ie�&#x13C;ircin&#x101;�anas ap injekcijas vietu mati&#x146;i sace&#x13C;as st&#x101;vus. Ac&#x12B;m redzot, �&#x12B; viela kairina mazos muskul&#x12B;�us, kas atrodas matu sak&#x146;u tuvum&#x101;. Cilv&#x113;kam �ie musku&#x13C;i att&#x12B;st&#x12B;ti &#x13C;oti v&#x101;ji, bet j&#x16B;ras c&#x16B;ci&#x146;&#x101;m tie daudz sp&#x113;c&#x12B;g&#x101;ki. Sa&#x146;&#x113;mu�as min&#x113;t&#x101;s vielas injekciju, j&#x16B;ras c&#x16B;ci&#x146;as izskat&#x12B;j&#x101;s komiskas. Galvas un kakla spalvas sac&#x113;l&#x101;s, un nabaga dz&#x12B;vnieci&#x146;i atg&#x101;din&#x101;ja lauv&#x113;nus miniat&#x16B;r&#x101;. �is eksperiments medic&#x12B;nai daudz nesol&#x12B;ja, bet t&#x101; rezult&#x101;ti noder&#x113;tu terapij&#x101;.</p><p>Mekl&#x113;jot opija iedarb&#x12B;g&#x101;s sast&#x101;vda&#x13C;as, atrada papaver&#x12B;nu, ko vispirms p&#x101;rbaud&#x12B;ja eksperimentos ar vard&#x113;m. Izr&#x101;d&#x12B;j&#x101;s, ka papaver&#x12B;ns dz&#x12B;vnieku paraliz&#x113;, ta�u �&#x101;ds konstat&#x113;jums v&#x113;l neko neliecin&#x101;ja par �&#x12B; prepar&#x101;ta iedarb&#x12B;bu uz cilv&#x113;ku. Papaver&#x12B;nu, devas arvien palielinot, s&#x101;ka lietot k&#x101;ds &#x101;rsts, v&#x101;rd&#x101; Hofmanis. Pirm&#x101; deva bija apm&#x113;ram 0,1 grams, bet triju dienu laik&#x101; t&#x101; pieauga l&#x12B;dz <sup>4</sup>/io grama. P&#x113;c triju dienu starplaika Hofmanis iedz&#x113;ra v&#x113;l gandr&#x12B;z pusgramu papaver&#x12B;na, bet nek&#x101;du sevi�&#x137;u izmai&#x146;u organism&#x101; nejuta, ar&#x12B; miegs bija k&#x101; parasti.</p><p>Ar&#x12B; ar k&#x101;du citu opija sast&#x101;vda&#x13C;u � teba&#x12B;nu eksperiment&#x113;ja fran�u &#x101;rsts Rabuto, kas iedz&#x113;ra 0,1 gramu teba&#x12B;na. Vi&#x146;� jut&#x101;s k&#x101; noreibis un apm&#x101;ts. Ar&#x12B; �&#x12B; opija sast&#x101;vda&#x13C;a daudz stipr&#x101;k iedarbojas uz dz&#x12B;vniekiem, izrais&#x12B;dama krampjus. &#x100;rsti, eksperiment&#x113;jot ar sevi, vienm&#x113;r risk&#x113;ja, jo vienas vai otras indes iedarb&#x12B;bu uz cilv&#x113;ka organismu nevar&#x113;ja paredz&#x113;t. Zin&#x101;ja tikai, k&#x101; iedarbojas nesadal&#x12B;ts opijs, kas, &#x12B;pa�i &#x100;zij&#x101;, bija un v&#x113;l tagad ir iecien&#x12B;ta baudviela, kaut gan p&#x113;d&#x113;jos gados opija pat&#x113;ri&#x146;� j&#x16B;tami mazin&#x101;jies.</p><p>Sen&#x101;k &#x13C;oti iecien&#x12B;ts medikaments bija rudens v&#x113;lzie�u s&#x113;klu ekstrakts. Kad izdev&#x101;s atdal&#x12B;t t&#x101; iedarb&#x12B;go sast&#x101;vda&#x13C;u � kolhi-c&#x12B;nu, bija nepiecie�ami eksperimenti, lai p&#x101;rbaud&#x12B;tu kolhic&#x12B;na iedarb&#x12B;bu uz cilv&#x113;ka organismu.</p><p>Par �o eksperimentu rezult&#x101;tiem 19. gadsimta piecdesmitajos gados rakst&#x12B;ja V&#x12B;nes &#x101;rsti.</p></section><section><title><p><emphasis>HA�I�S un &#x421;ITI FANT&#x100;ZIJAS IEROSIN&#x100;T&#x100;JI</emphasis></p></title><p>Sen&#x101;k s&#x101;pju remd&#x113;t&#x101;jas sulas ieguva ari no indie�u ka&#x146;ep&#x113;m. M&#x16B;sdien&#x101;s �is augs savu &#x101;rstniecisko noz&#x12B;mi sen zaud&#x113;jis. Tom&#x113;r tas saista medi&#x137;u interesi, jo ir k&#x13C;uvis par apreibin&#x101;�an&#x101;s l&#x12B;dzekli; piem&#x113;ram, ha�i�s &#x112;&#x123;ipt&#x113; jau k&#x13C;uvis par n&#x101;cijas nelaimi.</p><p>Lai p&#x101;rbaud&#x12B;tu �&#x12B;s fant&#x101;ziju ierosin&#x101;t&#x101;jas indes iedarb&#x12B;bu, &#x101;rsti pa�i eksperiment&#x113;ju�i ar ha�i�u. Karls Srofs sav&#x101; 1856. gad&#x101; izn&#x101;ku�aj&#x101; farmakolo&#x123;ijas rokasgr&#x101;mat&#x101; apraksta savu eksperimentu ar indie�u ka&#x146;ep&#x113;m, ko vi&#x146;am no &#x112;&#x123;iptes atvedis vi&#x146;a kol&#x113;&#x123;is profesors Zigmunds.</p><p>�Ie&#x146;&#x113;mu septi&#x146;as simtda&#x13C;as grama. Pulksten desmitos vakar&#x101; nolikos gul&#x113;t. K&#x101; parasts, aizsm&#x113;&#x137;&#x113;ju cig&#x101;ru un las&#x12B;ju viegla satura gr&#x101;matu l&#x12B;dz pulksten vienpadsmitiem. Kad laidos snaud&#x101;, nodom&#x101;ju, ka deva b&#x16B;s bijusi par niec&#x12B;gu: organism&#x101; nek&#x101;du izmai&#x146;u nejutu, un ar&#x12B; pulss bija norm&#x101;ls. Taj&#x101; pa�&#x101;.mirkli s&#x101;k&#x101;s stiprs troksnis ne vien aus&#x12B;s, bet vis&#x101; galv&#x101;. Lik&#x101;s, ka burbu&#x13C;o verdo�s &#x16B;dens. Vienlaikus mani ap&#x146;&#x113;ma spo�a gaisma, kas caurstr&#x101;voja visu &#x137;ermeni. Gar ac&#x12B;m nozib-sn&#x12B;ja rinda priek�statu, pa�apzi&#x146;a auga, izj&#x16B;tas k&#x13C;uva as&#x101;kas. Diem�&#x113;l man nebija pie rokas ne z&#x12B;mu&#x13C;a, ne pap&#x12B;ra, lai �o skaistumu atainotu. Negrib&#x113;j&#x101;s tos ar&#x12B; mekl&#x113;t, jo baid&#x12B;jos p&#x101;rtraukt br&#x12B;ni�&#x137;&#x101;s izj&#x16B;tas. Cie�i tic&#x113;ju, ka, pateicoties domu skaidr&#x12B;bai un izj&#x16B;tu asumam, redz&#x113;to l&#x12B;dz r&#x12B;tam izdosies saglab&#x101;t atmi&#x146;&#x101;. Sal&#x12B;dzin&#x101;dams savu st&#x101;vokli ar to cilv&#x113;ku izj&#x16B;t&#x101;m, kuri ar&#x12B; bija lietoju�i ha�i�u, konstat&#x113;ju at�&#x137;ir&#x12B;bu: man&#x12B; ha�i�s nerad&#x12B;ja erotiskas j&#x16B;tas. N&#x101;kamaj&#x101; r&#x12B;t&#x101; atmostoties &#x13C;oti v&#x113;l&#x113;jos nakt&#x12B; redz&#x113;to reproduc&#x113;t atmi&#x146;&#x101;. Bet velti � no visas god&#x12B;bas atcer&#x113;jos tikai to, par ko jau past&#x101;st&#x12B;ju.�</p><p>Sis eksperiments, kas varon&#x12B;bas zi&#x146;&#x101; gan netika l&#x12B;dzi iepriek� min&#x113;tajiem, k&#x101; ar&#x12B; nov&#x113;rojumi ar da�&#x101;d&#x101;m person&#x101;m, kas bija lietoju�as ha�i�u, &#x13C;&#x101;va �rofam izdar&#x12B;t �&#x101;du secin&#x101;jumu: ha�i�s p&#x101;rsp&#x113;j visus l&#x12B;dz �im paz&#x12B;stamos gar&#x12B;g&#x101;s dz&#x12B;ves ietekm&#x113;t&#x101;jus l&#x12B;dzek&#x13C;us ar savu neiedom&#x101;jami stipro iedarb&#x12B;bu uz fant&#x101;ziju un izt&#x113;li. Neviens no tiem tik &#x13C;oti nepace&#x13C; gar&#x12B;go pa�apzi&#x146;u, nepar&#x101;da cilv&#x113;ka gar&#x12B;go �es�, nekas ar t&#x101;du sp&#x113;ku un &#x101;trumu neatkl&#x101;j cilv&#x113;ka iek�&#x113;jo pasauli k&#x101; ha�i�s, reiz&#x113; dodot iesp&#x113;ju &#x101;rpasaulei nov&#x113;rot atbilsto�o reakciju uz ierosin&#x101;jumiem. Srofa eksperiments ir v&#x113;rt&#x12B;gs ieguld&#x12B;jums narkotisko vielu iedarb&#x12B;bas p&#x113;t&#x12B;�an&#x101;.</p><p>V&#x101;cu &#x101;rsts br&#x12B;vkungs Ernsts fon Bibra 1855. gad&#x101; uzrakst&#x12B;ja gr&#x101;matu par narkotisk&#x101;m viel&#x101;m, min&#x113;dams taj&#x101; savu eksperimentu ar indie�u ka&#x146;ep&#x113;m: �Rok&#x101;s tur&#x113;ju baltu lakatu, kura krok&#x101;s redz&#x113;ju visbr&#x12B;ni�&#x137;&#x12B;g&#x101;kos t&#x113;lus. L&#x12B;dzko krokojumu nedaudz izmain&#x12B;ju, rad&#x101;s jauni t&#x113;li. Dr&#x12B;z konstat&#x113;ju, ka varu saskat&#x12B;t visu, ko vien v&#x113;los: b&#x101;rdainus v&#x12B;rus, sievie�u sejas, da�&#x101;dus dz&#x12B;vniekus. V&#x113;lamais nost&#x101;j&#x101;s manu acu priek�&#x101;, tikl&#x12B;dz izmain&#x12B;ju lakata krokas. T&#x101;d&#x113;j&#x101;di itin viegli uzb&#x16B;ru sev visbr&#x12B;ni�&#x137;&#x12B;g&#x101;k&#x101;s ainas.�</p><p>Medic&#x12B;nas zin&#x101;tn&#x113; �ie eksperimenti noz&#x12B;m&#x12B;gi ar&#x12B; t&#x101;p&#x113;c, ka pag&#x101;ju�&#x101; gadsimta vid&#x16B; Par&#x12B;zes m&#x101;ksliniekus bija aps&#x113;dusi �ha�i�a epid&#x113;mija�. To izrais&#x12B;ja &#x101;rsta Moro de T&#x12B;ra sensacion&#x101;lie zi&#x146;ojumi par vi&#x146;a izdar&#x12B;tajiem eksperimentiem. Daudziem rad&#x101;s v&#x113;l&#x113;�an&#x101;s ha�i�u pagar�ot, bet �&#x12B; mode nebija ilgsto�a, un t&#x101; aptv&#x113;ra tikai Par&#x12B;zes boh&#x113;mu. M&#x16B;sdien&#x101;s ha�i�u daudz lieto austrumu zem&#x113;s. Apr&#x113;&#x137;in&#x101;ts, ka t&#x101; lietot&#x101;ju esot ap 200 miljonu cilv&#x113;ku, bet p&#x113;c citiem uzskatiem pat v&#x113;l vair&#x101;k. Sis fakts izrais&#x12B;ja fiziologu un kl&#x12B;nicistu interesi par ha�i�u un ar to veiktajiem eksperimentiem.</p><p>&#x13B;aunums, k&#x101;du ha�i�s nodara cilv&#x113;kam, ir milz&#x12B;gs. Ha�i�s sa&#x113;d miesu un posto�i iedarbojas uz cilv&#x113;ka gar&#x12B;go dz&#x12B;vi. Ta�u par sp&#x12B;ti vis&#x101;m p&#x16B;l&#x113;m vesel&#x12B;bas aizsardz&#x12B;bas organiz&#x101;cij&#x101;m nav bijis pa sp&#x113;kam atrisin&#x101;t �o probl&#x113;mu un netikumu izskaust. Teiktais pirmk&#x101;rt attiecin&#x101;ms uz &#x112;&#x123;ipti, kur &#x13C;audis v&#x113;l �obaltdien nododas ha�i�a baud&#x101;m; daudz ha�i�a sm&#x113;&#x137;&#x113;t&#x101;ju ir ar&#x12B; &#x100;frikas zem&#x113;s rietumos no &#x112;&#x123;iptes, &#x12B;pa�i Tunisij&#x101;. To pa�u var sac&#x12B;t ar&#x12B; par Al�&#x12B;riju, kaut gan ar&#x12B; tur jau gadiem ilgi ha�i�a lieto�anu p&#x16B;las apkarot.</p><p>Run&#x101;jot par austrumu tautu tik &#x13C;oti iecien&#x12B;taj&#x101;m indie�u ka&#x146;ep&#x113;m, kas cilv&#x113;kam sp&#x113;j uzburt parad&#x12B;zi, nedr&#x12B;kstam paiet gar&#x101;m Amerikas augam anhalonijam, ko tikpat k&#x101; nepazina l&#x12B;dz 1886. gadam, kad iev&#x113;rojamais ind&#x12B;go vielu p&#x113;tnieks profesors Luijs Levins par �o baudvielu public&#x113;ja nov&#x113;rojumus. Luijs Levins �o augu bija atkl&#x101;jis sava Amerikas ce&#x13C;ojuma laik&#x101;. Berl&#x12B;nes bot&#x101;niskaj&#x101; instit&#x16B;t&#x101; to p&#x113;t&#x12B;ja Hennings; �eit to nosauca par <emphasis>Anhalonium Lewinii.</emphasis> Neviena cita baudviela, k&#x101; teica Levins, nesp&#x113;j tik br&#x12B;numaini ietekm&#x113;t smadze&#x146;u funkcijas. Magones, t. i., opijs, cilv&#x113;ka dv&#x113;seli un miesu it k&#x101; atraisa no zemes, un cilv&#x113;ks, pa�am nemanot, �&#x137;iet, ieiet vi&#x146;pasaul&#x113;, bet anhalonijs uzbudina zemes prieku izj&#x16B;tas, un cilv&#x113;ka apzi&#x146;ai atveras jauna pasaule. Tie�i �&#x12B; iemesla d&#x113;&#x13C; vecie meksik&#x101;&#x146;i anhalonij&#x101; saskat&#x12B;ja kaut ko vair&#x101;k nek&#x101; tikai dabas produktu: vi&#x146;i redz&#x113;ja aug&#x101; iemiesotu diev&#x12B;bu.</p><p>Novados, kur labi padodas peijotla � t&#x101; �o augu sauc iezemie�i, � &#x13C;audis jau simtiem un t&#x16B;ksto�iem gadu to lieto k&#x101; baudvielu, un saprotami ir m&#x16B;sdienu vald&#x12B;bu centieni �o narkotisko l&#x12B;dzekli aizliegt, jo t&#x101; iedarb&#x12B;ba uz organismu ir posto�a.</p><p>P&#x113;t&#x12B;jumi pier&#x101;d&#x12B;ju�i, ka �is augs ir kaktusu paveids; kaktusu ra�as nov&#x101;k�ana �aj&#x101;s zem&#x113;s saist&#x12B;ta ar zin&#x101;mu ceremoniju. T&#x101;pat k&#x101; visu ind&#x12B;go vielu, ar&#x12B; anhalonija iedarb&#x12B;ba uz cilv&#x113;ku ir atkar&#x12B;ga no organisma individu&#x101;laj&#x101;m &#x12B;patn&#x12B;b&#x101;m. P&#x113;c lieto�anas vispirms izj&#x16B;tama at�&#x137;irt&#x12B;ba no apk&#x101;rt&#x113;j&#x101;s pasaules. Tad par&#x101;d&#x101;s halucin&#x101;cijas, &#x101;r&#x113;j&#x101; pasaule izz&#x16B;d, eksist&#x113; tikai iek�&#x113;j&#x101; pasaule. Cilv&#x113;ks ieiet fant&#x101;ziju valst&#x12B;b&#x101;, kur nav ne r&#x16B;pju, ne rai�u.</p><p>Kad atkl&#x101;ja iedarb&#x12B;go substanci � alkalo&#x12B;du meskal&#x12B;nu, ko v&#x113;l&#x101;k izdev&#x101;s ieg&#x16B;t ar&#x12B; m&#x101;ksl&#x12B;g&#x101; ce&#x13C;&#x101;, rad&#x101;s iesp&#x113;ja p&#x101;rbaud&#x12B;t ce&#x13C;ot&#x101;ju izplat&#x12B;to br&#x12B;numst&#x101;stu paties&#x12B;bu, un meskal&#x12B;na rad&#x12B;to ekst&#x101;zi &#x101;rsti, eksperiment&#x113;jot ar sevi, izskaidroja zin&#x101;tniski. &#x100;rsti ar&#x12B; interes&#x113;j&#x101;s, vai meskal&#x12B;ns der gar&#x12B;gi slimo &#x101;rst&#x113;�anai. Hamburgas psihoterapeits Valters Frederkings zi&#x146;oja, ka vi&#x146;�, ar sevi eksperiment&#x113;jot, izm&#x113;&#x123;in&#x101;jis meskal&#x12B;nu. Frederkings izdar&#x12B;ja 40 eksperimentus ar citiem un pats ar sevi. Pirmo reizi eksperiment&#x113;jot ar sevi, Frederkings, &#x146;&#x113;ma 0,5 gramus meskal&#x12B;na, jov&#x113;l nep&#x101;rzin&#x101;ja attiec&#x12B;go literat&#x16B;ru. Eksperimenta laik&#x101; vi&#x146;u nov&#x113;roja kol&#x113;&#x123;i. P&#x113;c tam Frederkings rakst&#x12B;ja: �Biju p&#x101;rsteigts, kad meskal&#x12B;na reibon&#x12B; man un da&#x13C;&#x113;ji ar&#x12B; kl&#x101;teso�ajiem atkl&#x101;j&#x101;s mana rakstura b&#x16B;tisk&#x101;s &#x12B;patn&#x12B;bas un manas uzved&#x12B;bas rakstur&#x12B;gie mot&#x12B;vi. Da�as pamatt&#x113;mas arvien atk&#x101;rtoj&#x101;s, kam&#x113;r daudzas citas n&#x101;ca un zuda. T&#x101;s, kuras atk&#x101;rtoj&#x101;s, ieguva apveidu un it k&#x101; sapn&#x12B; atainoj&#x101;s main&#x12B;g&#x101; izskat&#x101;.�</p><p>Nu vajadz&#x113;ja konstat&#x113;t, vai �is eksperiments ir devis tipisku rezult&#x101;tu vai ar&#x12B; bijis tikai iz&#x146;&#x113;muma gad&#x12B;jums. T&#x101;p&#x113;c Frederkings l&#x16B;dza citus &#x101;rstus m&#x113;&#x123;in&#x101;jumu atk&#x101;rtot ar to pa�u meskal&#x12B;na devu, un visi, kaut gan &#x12B;pa�i tam nesagatavoju�ies, non&#x101;ca pie vien&#x101;da rezult&#x101;ta. Ikvienam �apreibu�ajam� vi&#x146;a pa�a b&#x16B;t&#x12B;ba un ar&#x12B; visa pasaule r&#x101;d&#x12B;j&#x101;s jaun&#x101; gaism&#x101;, un tie jut&#x101;s dzi&#x13C;i bag&#x101;tin&#x101;ti. Tas redzams no vi&#x146;u izj&#x16B;tu att&#x113;lojumiem.</p><p>K&#x101;ds eksperiment&#x113;t&#x101;js � jauns nervu &#x101;rsts st&#x101;st&#x12B;ja, ka reibuma st&#x101;vokl&#x12B; licies, ka vi&#x146;u ved lodveida telp&#x101;s. Vi&#x146;� pamaz&#x101;m virz&#x12B;jies uz telpas vidu, un visa apk&#x101;rt&#x113;j&#x101; pasaule vi&#x146;am �&#x137;itusi k&#x101; izplat&#x12B;juma veidojums. Fantastisk&#x101;s ainas liecin&#x101;ja, ka �is &#x101;rsts gatavoj&#x101;s dzi&#x13C;i izp&#x113;t&#x12B;t narkotisko vielu iedarb&#x12B;bu, turpretim otrs nervu &#x101;rsts eksperimenta laik&#x101; vair&#x101;k tiec&#x101;s uz praktisku darb&#x12B;bu un vienm&#x113;r cent&#x101;s palikt uz zemes, nevis lidot m&#x101;ko&#x146;os, ta�u ne ikreiz tas izdev&#x101;s. Cit&#x101;di kl&#x101;j&#x101;s tre�ajam eksperiment&#x113;t&#x101;jam � ar&#x12B; jaunam nervu &#x101;rstam, pas&#x12B;va rakstura cilv&#x113;kam: p&#x113;c narkotisko vielu lieto�anas &#x101;rpasaule vi&#x146;am auga arvien liel&#x101;ka, bet, vi&#x146;� pats s&#x101;ka pamaz&#x101;m izgaist, l&#x12B;dz p&#x101;ri palika tikai apak��oklis.</p><p>Interesanti atz&#x12B;m&#x113;t, ka p&#x113;d&#x113;j&#x101; aina sak&#x146;oj&#x101;s eksperiment&#x113;t&#x101;ja b&#x113;rn&#x12B;bas atmi&#x146;&#x101;s. Kad vi&#x146;� v&#x113;l bijis mazs z&#x113;ns un m&#x101;c&#x12B;jies ciema skol&#x101;, vi&#x146;am ne reizi vien n&#x101;cies ciest uz priek�u izvirz&#x12B;to aug�zobu d&#x113;&#x13C;. Gadiem ilgi vi&#x146;� cent&#x101;s �o defektu nov&#x113;rst, m&#x113;&#x123;in&#x101;dams pab&#x12B;d&#x12B;t uz priek�u apak��okli. T&#x101;d&#x113;j&#x101;di apak��oklim tika piev&#x113;rsta p&#x101;rlieku liela v&#x113;r&#x12B;ba un tas bija k&#x13C;uvis par jaun&#x101; &#x101;rsta person&#x12B;bas b&#x16B;tisku sast&#x101;vda&#x13C;u, par visas vi&#x146;a pasaules centru. Narkotisk&#x101;s vielas ietekm&#x113; priek�pl&#x101;n&#x101; izvirz&#x12B;j&#x101;s tie�i �is fakts.</p><p>Simboliska noz&#x12B;me bija ar&#x12B; k&#x101;das &#x101;rstes p&#x101;rdz&#x12B;vojumiem, kura eksperimentu ar meskal&#x12B;nu veica Frederkinga kl&#x101;tb&#x16B;tn&#x113;. Sieviete bija vid&#x113;ja vecuma, �&#x137;irtene, un narkozes reibon&#x12B; vi&#x146;a jut&#x101;s k&#x101; s&#x12B;pols, kura kr&#x101;sain&#x101;s mizas ietver cita citu. &#x100;rstes salikt&#x101;s rokas veidoja it k&#x101; centru, un absol&#x16B;t&#x101; veseluma izj&#x16B;ta vi&#x146;u aplaimoja. M&#x16B;�&#x12B;g&#x101; polarit&#x101;te � v&#x12B;rietis-sieviete &#x101;rstes apzi&#x146;&#x101; bija beigusi eksist&#x113;t. Psihologs �ai ain&#x101; saskat&#x12B;ja nobriedu�&#x101;s sievietes tieksmi vi&#x146;as jau t&#x101; izl&#x12B;dzin&#x101;to raksturu veidot v&#x113;l t&#x101;l&#x101;k. �ai ainai piebiedroj&#x101;s otra. &#x100;rste pati v&#x113;l&#x101;k rakst&#x12B;ja, ka vi&#x146;a redz&#x113;jusi telp&#x101; eso�o piena stikla spuldzi p&#x101;rv&#x113;r�amies par kosmisku t&#x113;lu, kam vi&#x146;a pieder&#x113;jusi. Redz&#x113;tais atg&#x101;din&#x101;jis k&#x101;du gad&#x12B;jumu &#x101;rstes jaun&#x12B;b&#x101;. Toreiz vi&#x146;a bijusi viena pati, tagad blakus st&#x101;v&#x113;jis kol&#x113;&#x123;is, kas, l&#x12B;dz&#x12B;gi kato&#x13C;u priesterim, �o notikumu v&#x113;rsis sakar&#x12B;g&#x101; ceremonij&#x101;.</p><p>Eksperimentu ar meskal&#x12B;nu veica ar&#x12B; k&#x101;ds praktiskais &#x101;rsts, kas, sa&#x146;&#x113;mis Frederkinga uzaicin&#x101;jumu, nelika sevi divreiz l&#x16B;gt, jo ar meskal&#x12B;na pal&#x12B;dz&#x12B;bu cer&#x113;ja tikt va&#x13C;&#x101; no moko�as depresijas. Frederkings par �o eksperimentu rakst&#x12B;ja: �Pirm&#x101;s 2'/2 stundas bija it k&#x101; priek�sp&#x113;le, kuras nosl&#x113;gum&#x101; eksperiment&#x113;t&#x101;js v&#x113;l balans&#x113;ja uz &#x12B;sten&#x12B;bas un fant&#x101;zijas pasaules robe�as. Vi&#x146;� rota&#x13C;&#x101;j&#x101;s ar sasietiem kabatlakati&#x146;iem, it k&#x101; pa jokam tais&#x12B;tos pak&#x101;rties. Priek�sp&#x113;les beig&#x101;s &#x101;rstam �&#x137;ita, ka meskal&#x12B;ns uz vi&#x146;u neiedarbosies. Tad s&#x101;k&#x101;s depresija � �oreiz daudz izteikt&#x101;ka par iepriek�&#x113;jo. Vair&#x101;k nek&#x101; 2 stundas &#x101;rsts izjuta piln&#x12B;gu vientul&#x12B;bu. T&#x101; lik&#x101;s k&#x101; s&#x101;kums un beigas, k&#x101; kaut kas p&#x101;rcilv&#x113;ciski neierobe�ots laik&#x101; un telp&#x101;, kam zemes m&#x113;rauklas neder. �&#x12B; vientul&#x12B;ba bija reiz&#x113; skaista un baism&#x12B;ga, l&#x12B;dz&#x12B;ga dobjiem &#x113;r&#x123;e&#x13C;u to&#x146;iem vai, pareiz&#x101;k sakot, tonim la. Tas apvieno sev&#x12B; pasaules s&#x101;kumu un beigas. �ai ton&#x12B; dzied zvaig�&#x146;u miljoni. &#x100;rsts nu saprata, ka no vientul&#x12B;bas vi&#x146;u gl&#x101;bs tikai dzi&#x13C;a m&#x12B;lest&#x12B;ba, t&#x101;da, ko vi&#x146;� nupat bija s&#x101;cis p&#x101;rdz&#x12B;vot. �&#x12B;s j&#x16B;tas, kaut ar&#x12B; t&#x101;s past&#x101;v&#x113;ja tikai nedaudz m&#x113;ne�u, un koncentr&#x113;ta psihoterapija sekm&#x113;ja depresijas izzu�anu uz visiem laikiem. Mums abiem k&#x13C;uva skaidrs, ka liela noz&#x12B;me te bija reibumam, ko deva meskal&#x12B;ns, kas depresiju &#x13C;&#x101;va izjust piln&#x12B;b&#x101;.�</p><p>�ie eksperimenti un to skaidrie apraksti liecina, cik sapnim daudz radniec&#x12B;bas ar narkotiskas vielas izrais&#x12B;to reibumu. Kop� gadsimtiem zin&#x101;ms, ka abi &#x13C;aujas ari izp&#x113;tei. �&#x12B;s probl&#x113;mas p&#x113;t&#x12B;�anai noder ne vien meskal&#x12B;ns, bet ar&#x12B; jau vair&#x101;kus gadus paz&#x12B;stamais lizerg&#x12B;nsk&#x101;bes dietilam&#x12B;ds, &#x12B;si saukts LSD. Tas ieg&#x16B;ts no meln&#x101; rudzu grauda dzimtas, t. i., no s&#x113;n&#x113;m, kas parazit&#x113; uz rudzu v&#x101;rp&#x101;m un ko jau sen lieto medic&#x12B;n&#x101; dzemd&#x12B;bu pal&#x12B;dz&#x12B;b&#x101;. Tikai pavisam nesen atkl&#x101;ja, ka melnie graudi var paraliz&#x113;t simp&#x101;tisko nervu un t&#x101;tad ar&#x12B; nov&#x113;rst krampjus. Medi&#x137;i bija p&#x101;rsteigti, kad konstat&#x113;ja, ka da�i meln&#x101; rudzu grauda prepar&#x101;ti, piem&#x113;ram, dihidroergotam&#x12B;ns, br&#x12B;numain&#x101; veid&#x101; iedarbojas uz cilv&#x113;ka psihi. �&#x12B; meln&#x101; rudzu grauda &#x12B;pa�&#x12B;ba atkl&#x101;ta sam&#x113;r&#x101; nesen.</p><p>Paties&#x12B;b&#x101; par �o atkl&#x101;jumu j&#x101;pateicas gad&#x12B;jumam. Sandozas laboratorijas l&#x12B;dzstr&#x101;dnieks Dr. A. Hofmanis 1943. gada 22. apr&#x12B;l&#x12B; ierakst&#x12B;ja laboratorijas darbu �urn&#x101;l&#x101;, ka nezin&#x101;ma iemesla d&#x113;&#x13C; vi&#x146;am p&#x113;k�&#x146;i uzn&#x101;ku�as galvas s&#x101;pes un vajadz&#x113;jis atgulties. Vi&#x146;u p&#x101;r&#x146;&#x113;mis d&#x12B;vains nemiers, tad, past&#x101;v&#x12B;gi main&#x12B;damas kr&#x101;su un formu, divas stundas r&#x101;d&#x12B;ju�&#x101;s fantastiskas ainas. V&#x113;l&#x101;k, atmi&#x146;&#x101; p&#x101;rcil&#x101;dams dienas darbus, vi&#x146;� atcer&#x113;j&#x101;s, ka analiz&#x113;jis lizerg&#x12B;nsk&#x101;bes prepar&#x101;tu. Lai p&#x101;rbaud&#x12B;tu t&#x101; iedarb&#x12B;bu, Hofmanis turpat laboratorij&#x101; iedz&#x113;ra nedaudz lizerg&#x12B;nsk&#x101;bes. P&#x113;c 40 min&#x16B;t&#x113;m vi&#x146;� uzrakst&#x12B;ja uz pap&#x12B;ra lapas: �Viegls reibonis, nemiers, domas gr&#x16B;ti koncentr&#x113;t, redzes trauc&#x113;jumi, tieksme smieties.� T&#x101;l&#x101;k vi&#x146;� netika un l&#x16B;dza laboranti pavad&#x12B;t vi&#x146;u m&#x101;j&#x101;s. �oreiz par&#x101;d&#x12B;bas bija stipr&#x101;k izteiktas nek&#x101; p&#x113;c negrib&#x113;t&#x101; eksperimenta: viss �&#x16B;poj&#x101;s un r&#x101;d&#x12B;j&#x101;s it k&#x101; greiz&#x101; spogul&#x12B;. P&#x113;c bezmieg&#x101; pavad&#x12B;tas nakts Hofmanis atkal jut&#x101;s piln&#x12B;gi vesels.</p><p>Hofmanis eksperiment&#x113;ja gan pats ar sevi, gan ar &#x101;rstiem, gan ar cit&#x101;m person&#x101;m, ieskaitot pa�a laboranti, un veica pavisam 14 eksperimentus. Lai prepar&#x101;ts &#x101;tr&#x101;k non&#x101;ktu asin&#x12B;s, to arvien lietoja tuk�&#x101; d&#x16B;�&#x101;. P&#x113;c tam eksperiment&#x113;t&#x101;ji var&#x113;ja r&#x12B;koties p&#x113;c sirds patikas: &#x113;st, las&#x12B;t vai gul&#x113;t. Galvenok&#x101;rt v&#x113;roja prepar&#x101;ta iedarb&#x12B;bu uz cilv&#x113;ka psihi, ta�u atz&#x12B;m&#x113;ja ar&#x12B; p&#x101;rmai&#x146;as organism&#x101;. Protokola rakst&#x12B;�ana eksperiment&#x113;t&#x101;jus gan apgr&#x16B;tin&#x101;ja, bet vairum&#x101; gad&#x12B;jumu t&#x101; bija nepiecie�ama.</p><p>Profesors V. A. �Lolls no Burghelcles kl&#x12B;nikas �veic&#x113; s&#x12B;ki apraksta k&#x101;du eksperimentu ar sevi. �is zi&#x146;ojums uzskat&#x101;mi att&#x113;lo LSD rad&#x12B;to p&#x101;rdz&#x12B;vojumu intensit&#x101;ti. Iedarb&#x12B;ba s&#x101;k&#x101;s divdesmit min&#x16B;tes p&#x113;c prepar&#x101;ta lieto�anas. Locek&#x13C;us p&#x101;r&#x146;&#x113;ma smagums, rad&#x101;s kust&#x12B;bu trauc&#x113;jumi, uzn&#x101;ca nelabums, pazemin&#x101;j&#x101;s asinsspiediens. �&#x12B;m par&#x101;d&#x12B;b&#x101;m pievienoj&#x101;s halucin&#x101;cijas, par kur&#x101;m �tolls rakst&#x12B;ja: �S&#x101;kum&#x101; v&#x12B;zijas bija glu�i element&#x101;ras: stari, staru k&#x16B;&#x13C;i, lietus, gredzeni, virpu&#x13C;i, cilpas, font&#x101;ni, m&#x101;ko&#x146;i utt. Tad n&#x101;ca jau kaut kas komplic&#x113;t&#x101;ks: arkas, arku rindas, jumtu j&#x16B;ras, tuksne�u ainavas, terases, mirdzo�as ugunis, nepasak&#x101;mi skaista, zvaig�&#x146;ota debess. Sare�&#x123;&#x12B;t&#x101;s ainas mij&#x101;s ar s&#x101;kotn&#x113;j&#x101;m vienk&#x101;r�aj&#x101;m. Interesanti atz&#x12B;m&#x113;t, ka viss redz&#x113;tais sast&#x101;v&#x113;ja no neskait&#x101;miem vienu un to pa�u elementu atk&#x101;rtojumiem: daudz&#x101;m dzirkst&#x12B;m, daudziem ap&#x13C;iem, daudz&#x101;m ark&#x101;m, daudziem logiem, daudz&#x101;m ugun&#x12B;m un t&#x101; joproj&#x101;m.</p><p>Cen�an&#x101;s saskat&#x12B;t k&#x101;du noteiktu t&#x113;lu cieta neveiksmi. Rad&#x101;s pat glu�i pret&#x113;jas ainas: bazn&#x12B;cas viet&#x101; ieraudz&#x12B;ju debesskr&#x101;pi, kalnu viet&#x101; � tuksne�us. Laika saj&#x16B;tu, �&#x137;iet, nebiju zaud&#x113;jis. Jutos pacil&#x101;ti. Biju jautrs un halucin&#x101;cij&#x101;m akt&#x12B;vi &#x25A0;dz&#x12B;voju l&#x12B;dzi. L&#x101;giem atv&#x113;ru acis. V&#x101;ji sarkan&#x101; kr&#x101;sa man �&#x137;ita nosl&#x113;pumain&#x101;ka nek&#x101; jebkad.� Eksperiments notika aptum�ot&#x101; istab&#x101;.</p><p>Kad pirmais eksperiments tums&#x101; tika p&#x101;rtraukts, Stolls br&#x12B;ti&#x146;u staig&#x101;ja pa istabu, vi&#x146;a gaita bija nedro�a, pats vi&#x146;� nedaudz dreb&#x113;ja, priec&#x101;j&#x101;s, kad vi&#x146;u ietina seg&#x101;. �Jutos pan&#x12B;cis, neskuvies un nemazg&#x101;jies. Istaba man lik&#x101;s liela un sve�a. V&#x113;l&#x101;k s&#x113;d&#x113;ju augst&#x101; kr&#x113;sl&#x101;, bet �&#x137;ita, ka es tupu k&#x101; putns uz zara.�</p><p>S&#x101;kum&#x101; Stolls var&#x113;ja at�&#x137;irt halucin&#x101;cijas no realit&#x101;tes, v&#x113;l&#x101;k viss sapl&#x16B;da kop&#x101;, kaut gan re&#x101;l&#x101;s pasaules izskatu vi&#x146;� apzin&#x101;j&#x101;s. Kad p&#x101;rtrauca telpas aptum�o�anu, Stolls redz&#x113;ja ainavu ar nelielu uzkalnu, bet halucin&#x101;cijas �o uzkalnu dr&#x12B;z p&#x101;rv&#x113;rta drup&#x101;s. Nep&#x101;rtraukti r&#x101;d&#x12B;j&#x101;s da�&#x101;das fig&#x16B;ras, un Stolls pat cent&#x101;s t&#x101;s uzz&#x12B;m&#x113;t, bet netika t&#x101;l&#x101;k par rupju uzmetumu. Viss izskat&#x12B;j&#x101;s &#x13C;oti grezns un nemit&#x12B;gi main&#x12B;j&#x101;s. Stolla atmi&#x146;&#x101; ainoj&#x101;s visda�&#x101;d&#x101;ko tautu kult&#x16B;ras, un, lai gan tagad v&#x12B;zijas main&#x12B;j&#x101;s gaus&#x101;k nek&#x101; tums&#x101;, vi&#x146;� skat&#x12B;ja meksik&#x101;&#x146;u un indie�u mot&#x12B;vus, ba&#x13C;&#x137;u �ogus ar mask&#x101;m un elkiem.</p><p>Tums&#x101; izdarot otru eksperimentu, Stolls konstat&#x113;ja, ka nejau�i vai ar nodomu raditi trok�&#x146;i optiskajos iespaidos izraisa izmai&#x146;as, t&#x101;tad akustisks kairin&#x101;jums uztv&#x113;rumu dubulto. P&#x113;c m&#x113;&#x123;in&#x101;juma Stolls jut&#x101;s truls un nevar&#x12B;gs. Vi&#x146;u iepriecin&#x101;ja atnest&#x101;s pusdienas, jo aiztaup&#x12B;j&#x101;s g&#x101;jiens uz &#x113;dn&#x12B;cu. �Smagi iezv&#x113;los kr&#x113;sl&#x101; pie galda un, ar karoti �&#x137;indin&#x101;dams �&#x137;&#x12B;vi, s&#x101;ku &#x113;st. &#x112;stgribas nebija, ta�u &#x113;diena gar�u noteicu pareizi.� P&#x113;c malt&#x12B;tes Stolls labpr&#x101;t atlaid&#x101;s atp&#x16B;sties. Pulksten trijos p&#x113;cpusdien&#x101; vi&#x146;� jau bija atlabis un, kaut ar&#x12B; ne bez piep&#x16B;les, tom&#x113;r var&#x113;ja rakst&#x12B;t protokolu.</p><p>P&#x113;c tam vi&#x146;� v&#x113;l&#x113;j&#x101;s iziet svaig&#x101; gais&#x101;, bija nospiests un kala pa�n&#x101;v&#x12B;bas pl&#x101;nus, l&#x12B;dz pats par sav&#x101;m dom&#x101;m satr&#x16B;k&#x101;s. Depresija gan &#x101;tri p&#x101;rg&#x101;ja, un atgriez&#x101;s lab&#x101; oma. Bet Stolls v&#x113;l arvien bija r&#x12B;ta p&#x101;rdz&#x12B;vojumu iespaid&#x101;. �Man nelika mieru kaut kas sve�s, neapjausts. �&#x137;ita, ka da�&#x101;s stund&#x101;s man gar&#x101;m bija aizsl&#x12B;d&#x113;jusi vai visa dz&#x12B;ve, t&#x101;p&#x113;c eksperimentu grib&#x113;j&#x101;s atk&#x101;rtot.� N&#x101;kamaj&#x101; dien&#x101; �tolls v&#x113;l jut&#x101;s nevar&#x12B;gs un san&#x12B;cis, bet &#x101;tri atvese&#x13C;oj&#x101;s.</p><p>Eksperiments par&#x101;d&#x12B;ja, cik intens&#x12B;vus p&#x101;rdz&#x12B;vojumus izraisa lizerg&#x12B;nsk&#x101;be, un, kaut �&#x12B;s vielas izmanto�anas iesp&#x113;jas &#x101;rstniec&#x12B;b&#x101; v&#x113;l ir neizp&#x113;t&#x12B;tas, tom&#x113;r jau tagad dr&#x12B;kstam sac&#x12B;t, ka min&#x113;tais eksperiments un citi m&#x113;&#x123;in&#x101;jumi stimul&#x113;s �&#x12B;s narkotisk&#x101;s vielas pielieto�anu kl&#x12B;nik&#x101;s.</p></section><section><title><p><emphasis>PAR MELNA RUDZU GRAUDA GRUP&#x100;M</emphasis></p></title><p>K&#x101; jau min&#x113;ts, lizerg&#x12B;nsk&#x101;bes dietilam&#x12B;ds ir meln&#x101; rudzu grauda grupas atvasin&#x101;jums, kas ierosina fant&#x101;ziju; �&#x12B;s grupas viel&#x101;m ir &#x13C;oti liela noz&#x12B;me &#x101;rstniec&#x12B;b&#x101;. Izr&#x101;d&#x12B;jies, ka daudzas no medic&#x12B;n&#x101; lietojam&#x101;m viel&#x101;m ir indes � pat &#x13C;oti stipras, un var pat teikt, ka medikamentu liel&#x101;k&#x101; da&#x13C;a var iedarboties k&#x101; indes. Tad mekl&#x113;ja otr&#x101;du ce&#x13C;u � m&#x113;&#x123;in&#x101;ja noskaidrot, vai indes nevar&#x113;tu lietot ari dziedniec&#x12B;bas nol&#x16B;kos. Un te nu bija nepiecie�ami visda�&#x101;d&#x101;kie eksperimenti.</p><p>Teikto uzskat&#x101;mi ilustr&#x113; kur&#x101;re � bultu inde, ko m&#x16B;sdien&#x101;s izmanto &#x137;irur&#x123;ij&#x101; narkozei. Paties&#x12B;b&#x101; kur&#x101;re ir viena no visstipr&#x101;kaj&#x101;m ind&#x113;m. T&#x101; paraliz&#x113; musku&#x13C;us, bet neiada sama&#x146;as zudumu. Ar �&#x101;du bultu saind&#x113;tais bezsp&#x113;c&#x12B;gi sabr&#x16B;k, un n&#x101;ve iest&#x101;jas nosl&#x101;pstot, jo tiek paraliz&#x113;ta elpo�anas muskulat&#x16B;ra.</p><p>Tikai tad, kad bija atrasti jauni narkozes pa&#x146;&#x113;mieni un rad&#x101;s iesp&#x113;ja izdar&#x12B;t m&#x101;ksl&#x12B;go elpin&#x101;�anu ar trahej&#x101; ievad&#x12B;tu speci&#x101;lu cauruli, oper&#x101;cij&#x101;s var&#x113;ja s&#x101;kt pielietot kur&#x101;ri; izmantojot kur&#x101;res paraliz&#x113;jo�&#x101;s &#x12B;pa�&#x12B;bas, iesp&#x113;jams pan&#x101;kt muskulat&#x16B;ras atsl&#x101;bumu, kam sevi�&#x137;a noz&#x12B;me v&#x113;dera dobuma oper&#x101;cij&#x101;s. Vajadz&#x113;ja, protams, milzum daudz eksperimentu, iekams iedro�in&#x101;j&#x101;s uz oper&#x101;cijas galda gu&#x13C;o�am cilv&#x113;kam injic&#x113;t kur&#x101;ri un paraliz&#x113;t vi&#x146;a musku&#x13C;us, nebaidoties, ka iest&#x101;sies n&#x101;ve, ja m&#x101;ksl&#x12B;g&#x101; elpin&#x101;�ana neizdotos. Ari �oreiz, t&#x101;pat k&#x101; alla�, p&#x113;c eksperimentiem ar dz&#x12B;vniekiem izvirz&#x12B;j&#x101;s jaut&#x101;jums, vai ieg&#x16B;tos rezult&#x101;tus var attiecin&#x101;t ar&#x12B; uz cilv&#x113;ku. Ta�u &#x101;rsta &#x113;tika liedza veikt iz�&#x137;iro�o m&#x113;&#x123;in&#x101;jumu ar slimnieku, kas, neko nenojauzdams, pa&#x13C;&#x101;v&#x12B;gi bija nodevis sevi medi&#x137;a rok&#x101;s. 1944. gad&#x101; Jut&#x101;s �tata universit&#x101;tes &#x101;rsts Smits izdar&#x12B;ja ar sevi eksperimentu, ko medic&#x12B;nas zin&#x101;tn&#x113; var uzskat&#x12B;t par klasisku. Smits pal&#x16B;dza k&#x101;du savu kol&#x113;&#x123;i injic&#x113;t vi&#x146;am kur&#x101;ri; br&#x12B;d&#x12B;, kad stipr&#x101; inde no injekcijas adatas pl&#x16B;da zem eksperiment&#x113;t&#x101;ja &#x101;das, neviens no abiem nezin&#x101;ja, k&#x101; �is m&#x113;&#x123;in&#x101;jums beigsies, vai Smits to iztur&#x113;s vai ne.</p><p>&#x100;rsts Smits v&#x113;l&#x101;k att&#x113;loja savas izj&#x16B;tas moment&#x101;, kad inde s&#x101;kusi iedaiboties un par&#x101;d&#x12B;ju�&#x101;s paral&#x12B;zes pirm&#x101;s paz&#x12B;mes. Smits zi&#x146;oja, ka vispirms s&#x101;kusies r&#x12B;kles musku&#x13C;u paral&#x12B;ze. Vi&#x146;� nevar&#x113;jis vairs r&#x12B;t, un vi&#x146;am licies, ka aizr&#x12B;sies pats ar sav&#x101;m siekal&#x101;m. T&#x101; _bijis s&#x101;kum&#x101;. Tad pien&#x101;kusi k&#x101;rta ekstremit&#x101;�u musku&#x13C;iem. &#x100;rsts nevar&#x113;jis kustin&#x101;t ne rokas, ne k&#x101;jas, p&#x101;rasti tik paklaus&#x12B;gos musku&#x13C;us strauji p&#x101;r&#x146;&#x113;musi paral&#x12B;ze. P&#x113;c tam s&#x101;kusies elpo�anas musku&#x13C;u paral&#x12B;ze, aptverot diafragmu un ribstarpu musku&#x13C;us, un, kaut ar&#x12B; s&#x101;kum&#x101; elpo�ana bijusi tikai apgr&#x16B;tin&#x101;ta, &#x101;rstam licies, ka dr&#x12B;z vien iest&#x101;-</p><image l:href="#13"/><image l:href="#14"/><image l:href="#15"/><image l:href="#16"/><image l:href="#17"/><image l:href="#18"/><image l:href="#19"/><image l:href="#20"/><p>sies piln&#x12B;ga paral&#x12B;ze, kam sekos n&#x101;ve nosl&#x101;pstot. Tikai sirds un smadzenes joproj&#x101;m darboju�&#x101;s norm&#x101;li. Kaut gan kl&#x101;teso�ie &#x101;rsti redz&#x113;ja, ka elpo�ana k&#x13C;uvusi smaga, vi&#x146;i nol&#x113;ma eksperimentu v&#x113;l nedaudz turpin&#x101;t un deva Smitam ieelpot sk&#x101;-bekli. Dr&#x12B;z vien m&#x113;&#x123;in&#x101;jums tika p&#x101;rtraukts, jo bija sasniegta iesp&#x113;jam&#x101; robe�a.</p><p>Smits v&#x113;l&#x101;k st&#x101;st&#x12B;ja: ��&#x137;ita, ka mani aprok dz&#x12B;vu.� Toties vi&#x146;am nebija iemesla �&#x113;loties par eksperimenta velt&#x12B;gumu, jo bija noskaidrots, cik lielu kur&#x101;res devu dr&#x12B;kst injic&#x113;t cilv&#x113;kam, neapdraudot vi&#x146;a dz&#x12B;v&#x12B;bu. Kur&#x101;res injekcijas var&#x113;ja pielietot v&#x113;dera dobuma org&#x101;nu oper&#x101;cij&#x101;s un ar t&#x101;m var&#x113;ja nov&#x113;rst krampjus st&#x12B;vuma krampju slimniekiem.</p></section><section><title><p><strong>�&#x16A;SKAS SAKOSTS</strong></p></title><p>Ne maz&#x101;k baismus br&#x12B;�us p&#x101;rdz&#x12B;voja &#x101;rsts un zoologs �aks Ponto, kas zin&#x101;tniskos nol&#x16B;kos 1933. gada 5. maij&#x101; &#x13C;&#x101;va sevi sakost trim odz&#x113;m. Ponto bija atkl&#x101;jis serumu pret �&#x16B;sku indi un grib&#x113;ja pier&#x101;d&#x12B;t, ka serums attaisno uz to likt&#x101;s cer&#x12B;bas. Ir zin&#x101;ms, ka pret �&#x16B;sku kodieniem jau sen lieto serumus. T&#x101;di izgatavoti &#x12B;pa�os Braz&#x12B;lijas instit&#x16B;tos, jo tropu zem&#x113;s bie�i notiek saind&#x113;�an&#x101;s ar �&#x16B;sku indi. Bet Ponto grib&#x113;ja rad&#x12B;t serumu ar profilaktisku noz&#x12B;mi, lai no ind&#x12B;go �&#x16B;sku kodieniem pasarg&#x101;tu visus, kas past&#x101;v&#x12B;gi dz&#x12B;vo vai ar&#x12B; savas profesijas d&#x113;&#x13C; spiesti uztur&#x113;ties apgabalos, kur ir daudz �&#x16B;sku. Ponto, izdar&#x12B;jis ie�&#x13C;ircin&#x101;jumu, &#x13C;&#x101;va sev iekost trim ind&#x12B;g&#x101;m �&#x16B;sk&#x101;m. Eksperiments, protams, notika &#x101;rstu kl&#x101;tb&#x16B;tn&#x113;, lai vajadz&#x12B;bas gad&#x12B;jum&#x101; eksperiment&#x113;t&#x101;jam var&#x113;tu sniegt pal&#x12B;dz&#x12B;bu.</p><p>V&#x113;l&#x101;k Ponto past&#x101;st&#x12B;ja, ko izjutis mirkl&#x12B;, kad �&#x16B;ska kodusi. ��&#x137;ita, ka man izpilda n&#x101;ves sodu,� vi&#x146;� teica. Iesp&#x113;jams, ar �iem v&#x101;rdiem Ponto visprec&#x12B;z&#x101;k raksturoja savas izj&#x16B;tas eksperimenta laik&#x101;: kaut gan vi&#x146;� pa&#x13C;&#x101;v&#x12B;gi tic&#x113;ja serumam, eksperimenta rezult&#x101;tu tom&#x113;r nevar&#x113;ja paredz&#x113;t.</p><p>M&#x16B;sdien&#x101;s ind&#x12B;go �&#x16B;sku anatomija un fiziolo&#x123;ija cilv&#x113;kiem vairs nav nosl&#x113;pums, un galvenais, paz&#x12B;stam ar&#x12B; dziedzerus, kas ra�o indi, bet sen&#x101;k dom&#x101;ja, ka �&#x16B;sku indi izstr&#x101;d&#x101; aknas, kur&#x101;m tolaik pied&#x113;v&#x113;ja daudz mistiska sp&#x113;ka.</p><p>17. gadsimta otraj&#x101; pus&#x113; Piz&#x101; darboj&#x101;s Toskanas lielhercoga galma &#x101;rsts Fran�esko Redijs. Vi&#x146;� bija vispus&#x12B;gi izgl&#x12B;tots cilv&#x113;ks ar noslieci uz zin&#x101;tnisku darbu. Redijs izvirz&#x12B;ja domu, ko aizst&#x101;v&#x113;ja ari sav&#x101; gr&#x101;mat&#x101;, ka b&#x12B;stami esot �&#x16B;skas zobi, nevis �ults un siekalas. Kaut ar&#x12B; skaidra priek�stata par indes dziedzeriem Redijam nebija, vi&#x146;a uzskats izr&#x101;d&#x12B;j&#x101;s pareizs. Lai pier&#x101;d&#x12B;tu sava uzskata nemald&#x12B;gumu, Redijs izdar&#x12B;ja eksperimentu ar sevi un skubin&#x101;ja uz to ar&#x12B; savu asistentu Jakobu Strociju, kura dzimtene bija Tesina. Reiz vi&#x146;i abi zin&#x101;tnieku kol&#x113;&#x123;ijas kl&#x101;tb&#x16B;tn&#x113; iedz&#x113;ra od�u �ulti un siekalas. Abiem tas nenieka nekait&#x113;ja, un ar to Redija uzskatu pareiz&#x12B;ba bija pier&#x101;d&#x12B;ta.</p><p>Kad Redija pretinieki izteica aizdomas, ka Redijs pirms eksperimenta esot lietojis pretl&#x12B;dzekli, kas nov&#x113;r� �ults un siekalu indes iedarb&#x12B;bu, Slrocijs k&#x101; pretapgalvojumu izteica gatav&#x12B;bu iedzert tik daudz �&#x16B;sku �ults, cik vien v&#x113;l&#x113;tos &#x101;rsta pretinieki. Strocijs eksperiment&#x113;ja ar&#x12B; ar od�u siekal&#x101;m. Izv&#x113;l&#x113;jies lielu, k&#x101; vi&#x146;� rakst&#x12B;ja, �dusm&#x12B;gu� odzi, Strocijs izskaloja t&#x101;s r&#x12B;kli un zobus ar v&#x12B;nu un �o v&#x12B;nu izdz&#x113;ra. V&#x113;l&#x101;k vi&#x146;� �o m&#x113;&#x123;in&#x101;jumu atk&#x101;rtoja ar trim cit&#x101;m ind&#x12B;g&#x101;m �&#x16B;sk&#x101;m. Strocija eksperimentus toreiz apbr&#x12B;noja daudzi un izteica aizdomas, ka v&#x12B;n&#x101; �&#x16B;sku indes neesot bijis, cit&#x101;di ta�u Strocijs b&#x16B;tu nomiris. Tagad zin&#x101;m, ka Strocija apgalvojums ir nepareizs un ka vi&#x146;u �is eksperiments b&#x16B;tu gan aizraid&#x12B;jis uz vi&#x146;pasauli, ja vien vi&#x146;a mut&#x113; vai l&#x16B;p&#x101;s b&#x16B;tu bijusi k&#x101;da br&#x16B;ce, pa kuru inde var&#x113;tu nok&#x13C;&#x16B;t asin&#x12B;s.</p><p>Strocijs p&#x113;c tam aprakst&#x12B;ja od�u indes gar�u. T&#x101; gar�ojot p&#x113;c sald&#x101;m mandel&#x113;m, un, p&#x113;c vi&#x146;a dom&#x101;m, iedzert veselu karoti �&#x12B;s indes esot t&#x12B;rais nieks. Ar&#x12B; Redijs apgalvoja, ka Strocijs ne vienu reizi vien dz&#x113;ris od�u indi, tom&#x113;r vi&#x146;am nekas nekait&#x113;jis.</p><p>Cit&#x101;di rezult&#x101;ti bija anglim Rihardam M&#x12B;d&#x101;m, kas 18. gadsimta pirmaj&#x101; pus&#x113; bija &#x13C;oti iev&#x113;rojams un autoritat&#x12B;vs &#x101;rsts un ar&#x12B; bija nol&#x113;mis eksperiment&#x113;t, iedzerot od�u indi. M&#x12B;ds uzskat&#x12B;ja, ka od�u indes nogar�o�ana nav nekait&#x12B;ga, jo eksperimentu vi&#x146;am bija n&#x101;cies no�&#x113;lot: s&#x101;pes un m&#x113;les sat&#x16B;-kums bijis atmaksa par p&#x101;rdro�&#x12B;bu.</p><p>J&#x101;min v&#x113;l ar&#x12B; it&#x101;lie�u &#x101;rsts Feli�e Fontana, kas dz&#x12B;voja da�us gadsimtus v&#x113;l&#x101;k un darboj&#x101;s Piz&#x101; un Florenc&#x113;. Vi&#x146;� sarakst&#x12B;jis &#x13C;oti noz&#x12B;m&#x12B;gu darbu par �&#x16B;sku indi, izteicis pareizus uzskatus par ind&#x12B;go �&#x16B;sku kodumiem un atzinis, ka indi izdala tikai da�i zobi, no kuriem t&#x101; ko�anas moment&#x101; iek&#x13C;&#x16B;st br&#x16B;c&#x113;. Feli�e Fontana interes&#x113;j&#x101;s ar&#x12B; par od�u indes gar�u, t&#x101;p&#x113;c izdar&#x12B;ja eksperimentus ar sevi, kaut gan zin&#x101;ja, ka tas ir b&#x12B;stami, jo eksperiment&#x113;t&#x101;jam pa�am nezinot, m&#x113;l&#x113; var b&#x16B;t k&#x101;ds ievainojums. T&#x101;p&#x113;c, eksperiment&#x113;jot ar sevi, Fontana bija piesardz&#x12B;gs. Vi&#x146;� rakst&#x12B;ja:</p><p>�Uz stikla pl&#x101;ksn&#x12B;tes uzl&#x113;ju pilienu �&#x16B;sku indes, p&#x113;c tam at�&#x137;aid&#x12B;ju to ar 10 vai 12 pilieniem &#x16B;dens un ar m&#x113;les gali&#x146;u viegli piesk&#x101;ros �&#x137;idrumam. S&#x101;kum&#x101; jutu tikai aukstumu, bet nek&#x101;du &#x12B;pa�u gar�u nejutu. Br&#x12B;ti&#x146;u nogaid&#x12B;ju, jo cei&#x113;ju, ka rad&#x12B;sies dedzino�a saj&#x16B;ta vai t&#x101;da, ko izraisa sk&#x101;bi un kod&#x12B;gi �&#x137;idrumi. P&#x113;d&#x12B;gi pavilku m&#x113;li atpaka&#x13C;, aplaiz&#x12B;ju l&#x16B;pas un piesk&#x101;ros smagan&#x101;m un auksl&#x113;j&#x101;m, lai indi sajustu lab&#x101;k. Ta�u arvien nek&#x101;das &#x12B;pa�as gar�as nebija. K&#x13C;uvu dro�&#x101;ks un, indi arvien maz&#x101;k at�&#x137;aidot, eksperimentu atk&#x101;rtoju vair&#x101;kk&#x101;rt. Nek&#x101;das smakas vai gar�as tom&#x113;r nesajutu, tas bija un palika tikai bezgar�&#x12B;gs �&#x137;idrums. Tad pa&#x146;&#x113;mu visu indi, cik var&#x113;ju no vienas odzes izspiest, un norisk&#x113;ju to pagar�ot neat�&#x137;aid&#x12B;tu. Piesk&#x101;ros tai ar l&#x16B;p&#x101;m, p&#x113;c tam krietni ieberz&#x113;ju ar to m&#x113;les galu, jo tur gar�as saj&#x16B;ta visstipr&#x101;k&#x101;. Inde nu �&#x137;ita as&#x101;ka un biez&#x101;ka nek&#x101; ar &#x16B;deni at�&#x137;aid&#x12B;t&#x101;, ta�u visum&#x101; t&#x101; nebija ne asa, ne dedzino�a, t&#x101; bija bez k&#x101;das noteiktas* gar�as. Tom&#x113;r ne tik bezgar�&#x12B;ga k&#x101;, piem&#x113;ram, akas &#x16B;dens.�</p><p>Ar&#x12B; starp insektiem ir daudz t&#x101;du, kuru kodieniem var b&#x16B;t nepat&#x12B;kamas sekas. Krievu zin&#x101;tnieks Pavlovskis, kas las&#x12B;ja sal&#x12B;dzin&#x101;mo anatomiju Kara medic&#x12B;nas akad&#x113;mij&#x101; &#x13B;e&#x146;ingrad&#x101;, izdar&#x12B;ja daudzus p&#x113;t&#x12B;jumus ar ind&#x12B;gajiem dz&#x12B;vniekiem. P&#x113;t&#x12B;jumus vi&#x146;� veica gan viens pats, gan kop&#x101; ar otru tikpat iev&#x113;rojamu zin&#x101;tnieku � &#x13B;e&#x146;ingradas galven&#x101;s kl&#x12B;nikas direktoru A. �teinu. Krievijas dienvidos, k&#x101; zin&#x101;ms, sastopams zirneklis, kas ind&#x12B;guma zi&#x146;&#x101; tiek sal&#x12B;dzin&#x101;ts ar skorpionu. Kad Pavlovskis uzzin&#x101;ja, ka Dienvidkrievij&#x101; k&#x101;ds kareivis nomiris no ind&#x12B;g&#x101; zirnek&#x13C;a kodiena (�is apgalvojums v&#x113;l&#x101;k izr&#x101;d&#x12B;j&#x101;s nepareizs), vi&#x146;� nol&#x113;ma piev&#x113;rsties �&#x12B; zirnek&#x13C;a izp&#x113;tei. 1929. gad&#x101; Pavlovskis kop&#x101; ar prof. �teinu �o nodomu realiz&#x113;ja. Eksperimentam pieteic&#x101;s k&#x101;ds medic&#x12B;nas students un &#x13C;&#x101;va uzlikt sev uz kr&#x16B;t&#x12B;m ind&#x12B;go zirnekli. M&#x113;&#x123;in&#x101;jumu vair&#x101;kk&#x101;rt atk&#x101;rtojot, noskaidroj&#x101;s, ka zirneklis nesp&#x113;j p&#x101;rkost &#x101;du. Ar saviem taustek&#x13C;iem tas tikai viegli var&#x113;ja satvert &#x101;du un nedaudz ievainot t&#x101;s virsk&#x101;rtu. Koduma sekas bija s&#x101;rtas sv&#x12B;tras un &#x101;das aps&#x101;rtums, kas p&#x113;c 24 stund&#x101;m izzuda. Koduma vietas stipri s&#x101;p&#x113;ja, kaut gan, k&#x101; jau min&#x113;ts, skarts bija tikai &#x101;das raga sl&#x101;nis. �is eksperiments pier&#x101;d&#x12B;ja, ka min&#x113;to zirnekli nepeln&#x12B;ti uzskata par &#x13C;oti ind&#x12B;gu, kas sp&#x113;j&#x12B;gs izrais&#x12B;t cilv&#x113;k&#x101; smagu saslim�anu vai pat n&#x101;vi. Nav gan izsl&#x113;gts, ka da�i cilv&#x113;ki uz �&#x12B; zirnek&#x13C;a kodienu rea&#x123;&#x113; p&#x101;rlieku stipri. Te vain&#x12B;ga aler&#x123;ija, kas da�am labam rada &#x13C;oti smagu reakciju.</p></section><section><title><p><emphasis>SOKR&#x100;TA INDES KAUSS</emphasis></p></title><p>Ir bezgala daudz ind&#x12B;gu vielu, un visas t&#x101;s &#x101;rsti ir centu�ies izp&#x113;t&#x12B;t, izdarot eksperimentus pa�i ar sevi. Slavenais &#x101;rsts Antons fon Sterks eksperiment&#x113;ja ne tikai ar vienu, bet gan ar daudz&#x101;m ind&#x12B;g&#x101;m viel&#x101;m, par kur&#x101;m dom&#x101;ja, ka t&#x101;s var&#x113;tu b&#x16B;t noder&#x12B;gas &#x101;rstniec&#x12B;b&#x101;. Antons fon �terks, dzimis virtem-ber&#x123;ietis, agr&#x101; jaun&#x12B;b&#x101; non&#x101;ca V&#x12B;n&#x113;, kur, b&#x16B;dams b&#x101;renis, uzauga patversm&#x113;, bet v&#x113;l&#x101;k Van Sv&#x12B;tena vad&#x12B;b&#x101; ieguva doktora gr&#x101;du un slavu. Par saviem eksperimentiem Sterks public&#x113;ja daudzus zin&#x101;tnskus rakstus: tie izn&#x101;ca V&#x12B;n&#x113; lat&#x12B;&#x146;u valod&#x101;, bet v&#x113;l&#x101;k tika tulkoti v&#x101;cu un ang&#x13C;u valod&#x101;.</p><p>Sterks eksperiment&#x113;ja ar velnarulku � ar indi, ko sav&#x101; laik&#x101; iedz&#x113;ra Sokrats, kad vi&#x146;u it k&#x101; par jaunatnes samait&#x101;�anu noties&#x101;ja uz n&#x101;vi. Sterks eksperiment&#x113;ja ar&#x12B; ar kurp&#x12B;t&#x113;m � Alpu augu, kura sak&#x146;u gurnos sl&#x113;pjas stipra inde; ar paz&#x12B;stamo rudens v&#x113;lziedi, kura vasaras beig&#x101;s zied vis&#x101;s p&#x13C;av&#x101;s un kuras inde sp&#x113;j izrais&#x12B;t stipru caureju, pat elpo�anas centru paral&#x12B;zi � senatn&#x113; t&#x101; bija &#x13C;oti iecien&#x12B;ts pret&#x123;ikts l&#x12B;dzeklis; ar me�v&#x12B;teni <emphasis>(Clematis) �</emphasis> paz&#x12B;sams ar&#x12B; k&#x101; d&#x101;rza augs, kaut gan satur indi; ar melnaj&#x101;m dri&#x123;en&#x113;m <emphasis>(Hyoscyamus),</emphasis> kuru inde pat maz&#x101;s dev&#x101;s sp&#x113;j rad&#x12B;t narkozes st&#x101;vokli, un da�&#x101;m cit&#x101;m z&#x101;l&#x113;m, kuras uzskait&#x12B;tas 18. gs. z&#x101;&#x13C;u katalogos. Kaut ar&#x12B; Sterks zin&#x101;ja, ka �ie augi ir ind&#x12B;gi un organismam var kait&#x113;t, vi&#x146;� ar tiem eksperiment&#x113;ja, gatavoja uzl&#x113;jumus un tos dz&#x113;ra.</p><p>Sterka piem&#x113;rs pamudin&#x101;ja ar&#x12B; citus &#x101;rstus uzs&#x101;kt eksperimentus ar ind&#x12B;giem augiem, miner&#x101;lviel&#x101;m, tinkt&#x16B;r&#x101;m un vis&#x101;m iesp&#x113;jam&#x101;m substanc&#x113;m. Izm&#x113;&#x123;in&#x101;jumu apjoms bija pla�s � uzplauksto�&#x101;s &#x137;&#x12B;mijas celmlau�i ieteica eksperiment&#x101;li p&#x101;rbaud&#x12B;t augu un miner&#x101;lu valsts vielas, kam bija noz&#x12B;me tautas medic&#x12B;n&#x101; un kas, �&#x137;iet, var&#x113;ja b&#x16B;t noder&#x12B;gas ar&#x12B; zin&#x101;tniski izgl&#x12B;totam &#x101;rstam. So &#x101;rstu vid&#x16B; b&#x16B;tu j&#x101;min, piem&#x113;ram, L&#x101;cars Spalanc&#x101;ni � viens no slaven&#x101;kajiem un &#x12B;patn&#x113;j&#x101;kiem 18. gs. dabas p&#x113;tniekiem. Vi&#x146;a daudzajos fundament&#x101;lajos darbos eksperimenti ar &#x101;rstniec&#x12B;bas l&#x12B;dzek&#x13C;iem gan nav izvirz&#x12B;ti pirmaj&#x101; viet&#x101;, ta�u ir v&#x113;rts tos vismaz piemin&#x113;t. Apm&#x113;ram �ai pa�&#x101; laik&#x101; eksperimentus ar sevi izdar&#x12B;ja Jozefs Kollins; vi&#x146;� k&#x13C;uva par �terka sekot&#x101;ju un, t&#x101;pat k&#x101; Sterks, izm&#x113;&#x123;in&#x101;ja ind&#x12B;go augu iedarb&#x12B;bu uz pa�a organismu.</p><p>Vec&#x101;kie farmakologi loti daudz p&#x113;t&#x12B;ja jau piemin&#x113;to velna-rutku, un, kad izdev&#x101;s ieg&#x16B;t �&#x12B; st&#x101;da iedarb&#x12B;g&#x101;ko substanci koniinu, vi&#x146;u interese v&#x113;l pieauga. Koni&#x12B;na fiziolo&#x123;isko iedarb&#x12B;bu izm&#x113;&#x123;in&#x101;ja daudzos eksperimentos, jo lik&#x101;s, ka tas var&#x113;tu noder&#x113;t &#x101;rstniec&#x12B;b&#x101;. M&#x113;&#x123;in&#x101;jumos ar dz&#x12B;vniekiem dr&#x12B;z vien konstat&#x113;ja, ka �&#x12B; narkotisk&#x101; viela, paraliz&#x113;jot elpo�anas org&#x101;nus, izsauc n&#x101;vi, ta�u ar cilv&#x113;kiem pieredzes v&#x113;l nebija. S&#x12B; iemesla d&#x113;l ap 19. gs. vidu attiec&#x12B;gus m&#x113;&#x123;in&#x101;jumus uzs&#x101;ka tr&#x12B;s V&#x12B;nes medic&#x12B;nas studenti.</p><p>Katrs no vi&#x146;iem izdar&#x12B;ja ar sevi 9 eksperimentus (t&#x101;tad kopskait&#x101; tika izdar&#x12B;ti 27 eksperimenti). Eksperiment&#x113;t&#x101;ji ie&#x146;&#x113;ma indes devas, kas sv&#x101;rst&#x12B;j&#x101;s no 0,003 l&#x12B;dz 0,08 g.</p><p>P&#x113;c eksperimenta medi&#x137;i st&#x101;st&#x12B;ja, ka indei esot &#x13C;oti stipra, pareiz&#x101;k sakot, &#x13C;oti asa gar�a; t&#x101; neganti svilinot muti, grau�ot r&#x12B;kl&#x113; un radot stipru siekalo�anu. <emphasis>Uz</emphasis> m&#x113;les vietumis bija ievainota virs&#x113;j&#x101; �&#x16B;nu k&#x101;rta, m&#x113;les k&#x101;rpi&#x146;as izspiedu�&#x101;s, pati m&#x113;le k&#x13C;uvusi it k&#x101; paraliz&#x113;ta un nejut&#x12B;ga. Eksperiment&#x113;t&#x101;ji jau p&#x113;c trim min&#x16B;t&#x113;m teica, ka vi&#x146;iem kaistot galva un seja. Tad aptum�oj&#x101;s apzi&#x146;a, rad&#x101;s smaguma saj&#x16B;ta un spiediens galv&#x101;; visas �&#x12B;s par&#x101;d&#x12B;bas rad&#x12B;ja pat &#x13C;oti niec&#x12B;gas koni&#x12B;na devas. Nelab&#x101; juto&#x146;a galv&#x101; pastiprin&#x101;j&#x101;s, sasniedza kulmin&#x101;ciju; vienlaic&#x12B;gi uzn&#x101;ca ar&#x12B; reibonis, zuda sp&#x113;ja dom&#x101;t un koncentr&#x113;t uzman&#x12B;bu uz k&#x101;du noteiktu priek�metu. Min&#x113;taj&#x101;m paz&#x12B;m&#x113;m pievienoj&#x101;s v&#x113;l miegain&#x12B;ba, nel&#x101;ga oma, &#x12B;stas pa&#x123;iras, kas lika sevi man&#x12B;t pat v&#x113;l n&#x101;kamaj&#x101; dien&#x101;. Redze aizmigloj&#x101;s, visi priek�meti sapl&#x16B;da, acu z&#x12B;l&#x12B;tes papla�in&#x101;j&#x101;s, dzirde pav&#x101;jin&#x101;j&#x101;s, it k&#x101; ausis b&#x16B;tu aizb&#x101;ztas, taustes sp&#x113;ja notrulin&#x101;j&#x101;s; rad&#x101;s saj&#x16B;ta, ka &#x101;da b&#x16B;tu spalv&#x101;m kl&#x101;ta un pa to lod&#x101;tu skudras.</p><p>Studenti k&#x13C;uva v&#x101;rgi un nesp&#x113;c&#x12B;gi, tikai ar p&#x16B;l&#x113;m vi&#x146;i var&#x113;ja notur&#x113;t galvu, tik tikko sp&#x113;ja kustin&#x101;t rokas, gai&#x13C;a bija nedro�a un &#x13C;odz&#x12B;ga, un pat v&#x113;l n&#x101;ko�aj&#x101; dien&#x101; vi&#x146;iem ejot tr&#x12B;c&#x113;ja k&#x101;jas.</p><p>Kad eksperiments bija tikt&#x101;l pabeigts, ka eksperiment&#x113;t&#x101;ji var&#x113;ja doties m&#x101;j&#x101;s, vi&#x146;u musku&#x13C;i bija &#x13C;oti v&#x101;ji, gaita meh&#x101;niska, musku&#x13C;u darb&#x12B;ba, &#x137;ermeni virzot uz priek�u, tika izmantota minim&#x101;li. Ejot pa k&#x101;pn&#x113;m, k&#x101; ar&#x12B; m&#x101;j&#x101;s, novelkot z&#x101;bakus, krampji vi&#x146;iem r&#x101;va k&#x101;ju ikrus un citas musku&#x13C;u grupas. Sevi�&#x137;i s&#x101;p&#x12B;gi bija krampji rok&#x101;, stipr&#x101;k saliecot &#x12B;k�&#x137;i. Diviem eksperiment&#x113;t&#x101;jiem �&#x12B; par&#x101;d&#x12B;ba atk&#x101;rtoj&#x101;s, tikl&#x12B;dz vi&#x146;i ie&#x146;&#x113;ma kaut vienu pilienu koni&#x12B;na �&#x137;&#x12B;duma. Svaig&#x101; gais&#x101; reibonis un apzi&#x146;as trauc&#x113;jumi mazin&#x101;j&#x101;s. Visiem eksperiment&#x113;t&#x101;jiem jau p&#x113;c nelielas indes devas uzp&#x16B;t&#x101;s v&#x113;ders, bija nel&#x101;ga d&#x16B;�a, grieza gr&#x113;mas, reiz pat rad&#x101;s vem�ana. Rokas k&#x13C;uva mitras, seja b&#x101;la un sakritusi, pulss eksperimenta s&#x101;kum&#x101; bija pa&#x101;trin&#x101;ts, v&#x113;l&#x101;k pal&#x113;nin&#x101;ts, gandr&#x12B;z vienm&#x113;r mazs un v&#x101;j�. Studentus moc&#x12B;ja �&#x101;vas, ta�u miegs bija labs un &#x13C;oti cie�s. T&#x101; bija t&#x101;tad Sokr&#x101;t&#x101; mir�anas v&#x101;ja kopija, un varam iedom&#x101;ties, k&#x101;das mokas pirms n&#x101;ves izcie� ar velnarutku saind&#x113;tais.</p><p>Medi&#x137;i izdar&#x12B;ja eksperimentus ar sevi ar&#x12B;, lai izp&#x113;t&#x12B;tu jau min&#x113;to rudens v&#x113;lziedi. �&#x101;ds m&#x113;r&#x137;is bija ar&#x12B; pieciem V&#x12B;nes studentiem. Vi&#x146;i izdar&#x12B;ja eksperimentus maija, j&#x16B;nija, j&#x16B;lija un augusta m&#x113;ne�os. Lai var&#x113;tu eksperiment&#x113;t ar svaigu materi&#x101;lu, rudens v&#x113;lziedes saknes raka katru m&#x113;nesi. Pavisam notika 60 m&#x113;&#x123;in&#x101;jumu ar �&#x101;diem rezult&#x101;tiem: vispirms mut&#x113; rad&#x101;s r&#x16B;gta, mazliet s&#x12B;va, v&#x113;l&#x101;k saldena gar�a, kas rad&#x12B;ja riebumu, kutin&#x101;ja kakl&#x101;, mazin&#x101;ja apet&#x12B;ti un izrais&#x12B;ja apzi&#x146;as trauc&#x113;jumus. Citiem rad&#x101;s skaudras s&#x101;pes kreisaj&#x101; rok&#x101;, &#x12B;pa�i pie pleca loc&#x12B;tavas. Turpret&#x12B; zarnu darb&#x12B;b&#x101; izmai&#x146;u nebija. Pulss da�iem bija pa&#x101;trin&#x101;ts, v&#x113;l&#x101;k tas pal&#x113;nin&#x101;j&#x101;s. K&#x101;ds no studentiem � v&#x101;rd&#x101; Fr&#x113;lihs � turpinot eksperimentu ar sevi, izmantoja svaigi izraktu sakni oktobr&#x12B; un ie&#x146;&#x113;ma t&#x101;du pa�u devu k&#x101; iepriek�&#x113;jos m&#x113;ne�os. �oreiz inde iedarboj&#x101;s sp&#x113;c&#x12B;g&#x101;k, t&#x101; bija j&#x16B;tama l&#x12B;dz ceturtajai dienai; jau pusotras stundas p&#x113;c ind&#x12B;g&#x101;s vielas ie&#x146;em�anas eksperiment&#x113;t&#x101;jam uzn&#x101;ca nelabums; visiem d&#x16B;r&#x101;s ac&#x12B;s vi&#x146;a sejas b&#x101;lums. N&#x101;ko�aj&#x101; dien&#x101; eksperiment&#x113;t&#x101;js s&#x16B;dz&#x113;j&#x101;s par d&#x16B;rieniem da�&#x101;d&#x101;s muskulat&#x16B;ras da&#x13C;&#x101;s; nakt&#x12B; s&#x101;pes k&#x13C;uva v&#x113;l stipr&#x101;kas un sk&#x101;ra diafragmu, �rad&#x101;s elpo�anas trauc&#x113;jumi. Tad s&#x101;pes p&#x101;r&#x146;&#x113;ma ar&#x12B; v&#x113;dera labo pusi un pastiprin&#x101;j&#x101;s tikt&#x101;l, ka students, m&#x113;&#x123;in&#x101;dams iet, zaud&#x113;ja sama&#x146;u. Cietu�ajam lika uz v&#x113;dera kompreses, vi&#x146;u silti sasedza, ta�u nekas nel&#x12B;dz&#x113;ja. Vi&#x146;� zaud&#x113;ja sama&#x146;u otrreiz. Rad&#x101;s ar&#x12B; apzi&#x146;as trauc&#x113;jumi, kas ilga divarpus stundas un atg&#x101;din&#x101;ja del&#x12B;riju. Kad cietu�ais atguva sama&#x146;u, vi&#x146;u v&#x113;l moc&#x12B;ja drud�a del&#x12B;rijs un ku&#x146;&#x123;a darb&#x12B;bas trauc&#x113;jumi, lai gan iepriek�&#x113;j&#x101; dien&#x101; bija iev&#x113;rota di&#x113;ta. Pulss bija pa&#x101;trin&#x101;ts, proti, 115 sitienu min&#x16B;t&#x113;, elpo�ana l&#x12B;dz 22 (norma 16); &#x137;erme&#x146;a temperat&#x16B;ra p&#x101;rsniedza 39�C; slimais s&#x16B;dz&#x113;j&#x101;s par stipr&#x101;m sl&#x101;p&#x113;m, necie�am&#x101;m galvas s&#x101;p&#x113;m un r&#x16B;ko&#x146;u aus&#x12B;s. Pamaz&#x101;m st&#x101;voklis uzlaboj&#x101;s, nakts pag&#x101;ja mier&#x12B;gi, un n&#x101;ko�aj&#x101; dien&#x101; eksperiment&#x113;t&#x101;js s&#x16B;dz&#x113;j&#x101;s vien&#x12B;gi par stipru jut&#x12B;gumu &#x137;erme&#x146;a lejasda&#x13C;&#x101;. �ie trauc&#x113;jumi izzuda tikai piektaj&#x101; dien&#x101;.</p></section><section><title><p><emphasis>PAR NIKOT&#x12A;NU</emphasis></p></title><p>Visiem zin&#x101;ms, ka nikot&#x12B;ns ir stipra inde. Ind&#x12B;guma zi&#x146;&#x101; tas p&#x101;rsp&#x113;j atrop&#x12B;nu, koni&#x12B;nu un ar&#x12B; citus alkalo&#x12B;dus un var sacensties pat ar vissp&#x113;c&#x12B;g&#x101;ko �&#x12B;s grupas indi. Ar nikot&#x12B;nu b&#x16B;t&#x12B;b&#x101; eksperiment&#x113;ju�i visi sm&#x113;&#x137;&#x113;t&#x101;ji; ar&#x12B; neskait&#x101;mi &#x101;rsti var past&#x101;st&#x12B;t, k&#x101; vi&#x146;i izjutu�i pirm&#x101;s cigaretes vai pirm&#x101; cig&#x101;ra iedarb&#x12B;bu un ka stipr&#x101;ks d&#x16B;ms rad&#x12B;jis organisma saind&#x113;�anos. L&#x12B;dz&#x12B;gas par&#x101;d&#x12B;bas nov&#x113;rotas gan agr&#x101;kos, gan v&#x113;l&#x101;kos laikos ar alkoholu veiktajos eksperimentos.</p><p>Zin&#x101;tniskos nol&#x16B;kos eksperimentus ar nikot&#x12B;nu sav&#x101; laik&#x101; izdar&#x12B;ja &#x101;rsti Dvor�aks un Heinrihs. Vi&#x146;i str&#x101;d&#x101;ja pie V&#x12B;nes farmakologa �rofa, kas v&#x113;l&#x101;k rakst&#x12B;ja, ka abi &#x101;rsti k&#x101;dudien bez vi&#x146;a at&#x13C;aujas ie&#x146;&#x113;mu�i vair&#x101;k nek&#x101; divus miligramus nikot&#x12B;na un n&#x101;kamreiz v&#x113;l divk&#x101;r�u devu � t&#x101;tad vienu �etrar-pust&#x16B;ksto�o da&#x13C;u grama. Ekseperiments noticis divu citu &#x101;rstu uzraudz&#x12B;b&#x101;.</p><p>Cetrarpus miligrama ir &#x13C;oti liela deva un, ja eksperimenta veik�anai iepriek� b&#x16B;tu pras&#x12B;ta at&#x13C;auja, �rofs to laikam neb&#x16B;tu devis. Eksperimenta rezult&#x101;ti bija �&#x101;di: pat niec&#x12B;g&#x101;kais nikot&#x12B;na daudzums uz m&#x113;&#x13C;os rad&#x12B;ja kod&#x12B;gu, dedzino�u saj&#x16B;tu, r&#x12B;kle k&#x146;ud&#x113;ja, bet, indes devu palielinot, &#x101;rstiem �&#x137;ita, ka vi&#x146;iem pa bar&#x12B;bas vadu l&#x12B;dz pat ku&#x146;&#x123;im spraucas asa suka. Pastiprin&#x101;j&#x101;s siekalo�ana. Jau iebaudot pirmos pilienus nikot&#x12B;na �&#x137;&#x12B;duma, miesu p&#x101;r&#x146;em siltuma saj&#x16B;ta, � t&#x101; s&#x101;k&#x101;s ku&#x146;&#x123;&#x12B;, iepl&#x16B;da kr&#x16B;t&#x12B;s un galv&#x101; un dr&#x12B;z vien, l&#x12B;dz&#x12B;gi str&#x101;vai, sasniedza roku un k&#x101;ju pirkstgalus, tom&#x113;r nerad&#x12B;ja ne maz&#x101;ko sv&#x12B;�anu. Cilv&#x113;ku p&#x101;r&#x146;&#x113;ma liels satraukums; jau p&#x113;c Joti mazas indes devas rad&#x101;s galvass&#x101;pes, bet liel&#x101;ks indes daudzums daj&#x113;ji aptum�oja apzi&#x146;u. Saind&#x113;�an&#x101;s blakus par&#x101;d&#x12B;bas bija stiprs reibonis, apm&#x101;t&#x12B;ba, miegain&#x12B;ba, acs jut&#x12B;gums pret gaismas kairin&#x101;jumiem, dzirdes trauc&#x113;jumi, saj&#x16B;ta, ka ausis b&#x16B;tu aizkritu�as, apgr&#x16B;tin&#x101;ta elpo�ana un t&#x101;ds smagums, it k&#x101; kr&#x16B;t&#x12B;s b&#x16B;tu iestr&#x113;dzis sve�&#x137;ermenis. P&#x113;c desmit min&#x16B;t&#x113;m iest&#x101;j&#x101;s neparasts nesp&#x113;ks un gurdenums. Galvu tik tikko vairs var&#x113;ja notur&#x113;t taisni, seja k&#x13C;uva b&#x101;la, vaibsti p&#x101;rv&#x113;rt&#x101;s, rokas un k&#x101;jas k&#x13C;uva saltas k&#x101; ledus, pie kam aukstums vispirms bija j&#x16B;tams k&#x101;ju un roku pirkstos, tad vienm&#x113;r&#x12B;gi izplat&#x12B;j&#x101;s pa visu &#x137;ermeni. Uzn&#x101;ca nesama&#x146;as l&#x113;kmes. T&#x16B;l&#x12B;t slikta saj&#x16B;ta rad&#x101;s ar&#x12B; v&#x113;der&#x101;: eksperiment&#x113;t&#x101;jus moc&#x12B;ja nelabuma saj&#x16B;ta, s&#x101;k&#x101;s vem�ana, caureja. Tad aina main&#x12B;j&#x101;s.</p><p>M&#x113;&#x123;in&#x101;juma otr&#x101;s stundas s&#x101;kum&#x101; visu &#x137;ermeni p&#x101;r&#x146;&#x113;ma &#x12B;patn&#x113;ji krampji, kas turpm&#x101;kaj&#x101;s 40 min&#x16B;t&#x113;s v&#x113;l pastiprin&#x101;j&#x101;s, bet izbeidz&#x101;s tikai apm&#x113;ram p&#x113;c stundas. S&#x101;ka tr&#x12B;c&#x113;t rokas un k&#x101;jas, tad tr&#x12B;sas izplat&#x12B;j&#x101;s t&#x101;l&#x101;k, l&#x12B;dz beidzot krampjos raust&#x12B;j&#x101;s viss &#x137;ermenis. Sevi�&#x137;i stipri bija skarti elpo�anas muskuli, t&#x101;p&#x113;c elpo�ana bija apgr&#x16B;tin&#x101;ta, katru elpas vilcienu veidoja virkne &#x12B;su cits citam sekojo�u gr&#x16B;dienu. Gaiss no kr&#x16B;�u kurvja, v&#x101;rda tie�&#x101; noz&#x12B;m&#x113;, izpl&#x16B;da gr&#x16B;dieniem; t&#x101;pat tas notika ar&#x12B; ieelpojot, vismaz vienam.</p><p>Otram taj&#x101; pa�&#x101; laik&#x101; uzn&#x101;ca neparasts musku&#x13C;u v&#x101;jums, elpo�ana bija apgr&#x16B;tin&#x101;ta, v&#x113;l&#x101;k vi&#x146;u s&#x101;ka krat&#x12B;t drebu&#x13C;i. St&#x101;vokli nedaudz atviegloja vem�ana.</p><p>P&#x113;c trim stund&#x101;m �&#x12B;s par&#x101;d&#x12B;bas pav&#x101;jin&#x101;j&#x101;s, pietur&#x113;j&#x101;s gan v&#x113;l truluma saj&#x16B;ta un smagums galv&#x101;, nelabuma saj&#x16B;ta &#x137;u&#x146;&#x123;&#x12B;, milz&#x12B;gs gurdenums un miegain&#x12B;ba. Abiem vi&#x146;iem pasniedza tasi t&#x113;jas un gabalu baltmaizes, bet vi&#x146;i &#x113;da pavisam bez apet&#x12B;tes. M&#x101;jup ejot, abi jut&#x101;s neveseli un g&#x101;ja nedro�i. M&#x101;j&#x101;s vi&#x146;iem .uzn&#x101;ca drebu&#x13C;i un vienam pat krampju l&#x113;kme. Nakts bija nemier&#x12B;ga, abus moc&#x12B;ja bezmiegs un satraukums. Ar&#x12B; n&#x101;kamo dienu abi pavad&#x12B;ja slim&#x12B;g&#x101; juto&#x146;&#x101;. Vi&#x146;i nesp&#x113;ja koncentr&#x113;t uzman&#x12B;bu uz k&#x101;du noteiktu priek�metu, bija &#x13C;oti gurdeni un miegaini, s&#x16B;dz&#x113;j&#x101;s par stipr&#x101;m galvas s&#x101;p&#x113;m, nel&#x101;ga omu, un � k&#x101; teikts zi&#x146;ojum&#x101; � �nikot&#x12B;na iedarb&#x12B;bu no vi&#x146;u atmi&#x146;as vairs neizdeld&#x113;s�. Pat p&#x113;c labi gul&#x113;tas n&#x101;kam&#x101;s nakts abi &#x101;rsti v&#x113;l tre�aj&#x101; dien&#x101; juta eksperimenta iedarb&#x12B;bas sekas.</p><p>Pulss pa&#x101;trin&#x101;j&#x101;s jau no mazas nikot&#x12B;na devas, un, jo liel&#x101;ka bija deva, jo &#x101;tr&#x101;ks k&#x13C;uva pulss; tad tas k&#x13C;uva neregul&#x101;rs � te &#x101;tr&#x101;ks, te l&#x113;n&#x101;ks � un main&#x12B;j&#x101;s neritmisk&#x101; sec&#x12B;b&#x101;. Konstantas pulsa izmai&#x146;as, k&#x101;das v&#x113;rojamas, lietojot citas indes, piem&#x113;ram, digit&#x101;lu un atrop&#x12B;nu, �eit netika atz&#x12B;m&#x113;tas. Bet abiem &#x101;rstiem rad&#x101;s pret&#x12B;gums pret tabakas d&#x16B;miem. Viens no vi&#x146;iem � sm&#x113;&#x137;&#x113;t&#x101;js savas cie�anas grib&#x113;ja mazin&#x101;t ar p&#x12B;pi, bet nesp&#x113;ja ievilkt pat p&#x101;ris d&#x16B;mu, tik pret&#x12B;ga vi&#x146;am bija k&#x13C;uvusi sm&#x113;&#x137;&#x113;�ana. Otrs bija nesm&#x113;&#x137;&#x113;t&#x101;js. Tas sajuta milz&#x12B;gu nepaliku pret tabakas smaku, kad da�i kl&#x101;teso�ie darba biedri sm&#x113;&#x137;&#x113;ja. Interesants ir konstat&#x113;jums, ka abu &#x101;rstu izelpotais gaiss oda p&#x113;c alkohola; to bija iev&#x113;roju�i ne vien vi&#x146;i pa�i, bet ar&#x12B; p&#x101;r&#x113;jie kl&#x101;teso�ie.</p><p>No �&#x12B; eksperimenta rezult&#x101;tiem secin&#x101;ms, ka nikot&#x12B;ns, iesp&#x113;jams, ir daudz kait&#x12B;g&#x101;ks nek&#x101; t&#x12B;rs koni&#x12B;ns. �rofs, aprakstot �o eksperimentu vis&#x101;s deta&#x13C;&#x101;s, izteic&#x101;s, ka, lai konstat&#x113;tu nikot&#x12B;na devas iedarb&#x12B;bu, vi&#x146;� nerisk&#x113;tu palielin&#x101;t devu, ko bija ie&#x146;&#x113;mu�i abi &#x101;rsti. T&#x101;tad farmakologi un fiziologi jau toreiz nikot&#x12B;nu uzskat&#x12B;ja par &#x13C;oti ind&#x12B;gu vielu.</p><p>Protams, ne tikai dz&#x12B;vnieku un augu valsts indes un no t&#x101;m ieg&#x16B;t&#x101;s vielas, bet ar&#x12B; miner&#x101;lu pasaules un &#x137;imik&#x101;liju produkcijas ind&#x12B;g&#x101;s vielas deva ierosmi &#x101;rstiem eksperiment&#x101;li noskaidrot �o vielu b&#x16B;t&#x12B;bu pirms to ievie�anas &#x101;rstniec&#x12B;bas praks&#x113;. No daudzajiem eksperimentiem min&#x113;sim izm&#x113;&#x123;in&#x101;jumu ar ars&#x113;niku. Ars&#x113;niks, met&#x101;liem l&#x12B;dz&#x12B;ga viela, ko veikalos p&#x101;rdeva baltu krist&#x101;lu veid&#x101;, ieinteres&#x113;ja &#x101;rstus jau senatn&#x113;. Viduslaikos ars&#x113;na un sk&#x101;bek&#x13C;a savienojumu, kas parasti paz&#x12B;stams ar v&#x101;rdu ars&#x113;niks, gan slav&#x113;ja, gan nol&#x101;d&#x113;ja: slav&#x113;ja k&#x101; &#x101;rstniec&#x12B;bas l&#x12B;dzekli, l&#x101;d&#x113;ja t&#x101; ind&#x12B;g&#x101;s iedarb&#x12B;bas d&#x113;&#x13C;, jo nereti to izmantoja cilv&#x113;ku noslepkavo�anai. Da�os novados, piem&#x113;ram �teiermark&#x101; (Austrij&#x101;), ars&#x113;nu lietoja apreibin&#x101;�an&#x101;s nol&#x16B;k&#x101;, t&#x101;p&#x113;c, &#x146;emot v&#x113;r&#x101; visu teikto, rodas jaut&#x101;jums, kas par ars&#x113;na ind&#x12B;gumu b&#x16B;tu sak&#x101;ms zin&#x101;tnei.</p><p>Cik liela deva nepiecie�ama, lai cilv&#x113;ks saslimtu vai pat nomirtu? Tagad noskaidrots, ka �ai jaut&#x101;jum&#x101; past&#x101;v lielas sv&#x101;rst&#x12B;bas, ka daudz kas atkar&#x12B;gs no attiec&#x12B;g&#x101;s personas konstit&#x16B;cijas. Lai atbild&#x113;tu uz �o jaut&#x101;jumu, iz�&#x137;iro�u eksperimentu ar sevi 1809. gad&#x101; izdar&#x12B;ja farm&#x101;cijas profesors Zigismunds Hermb�teds, kas tai laik&#x101; str&#x101;d&#x101;ja Berl&#x12B;n&#x113;. S&#x101;kum&#x101; vi&#x146;� bija aptiek&#x101;rs, vad&#x12B;ja aptieku, vienlaic&#x12B;gi turpin&#x101;dams farm&#x101;cijas studijas. 1791. gad&#x101; Berl&#x12B;n&#x113; k&#x13C;uvis par medic&#x12B;nas un &#x137;irur&#x123;ijas fakult&#x101;tes profesoru, Hermb�teds bija ar&#x12B; galma aptiekas p&#x101;rvaldnieks un uzrakst&#x12B;ja vair&#x101;kus zin&#x101;tniskus darbus. Eksperiment&#x113;dams pats ar sevi, vi&#x146;� stundas laik&#x101; ie&#x146;&#x113;ma 40 gramus ars&#x113;nsk&#x101;bes amonija s&#x101;ls. �is eksperiments beidz&#x101;s gandr&#x12B;z tra&#x123;iski. Dr&#x12B;z p&#x113;c prepar&#x101;ta ie&#x146;em�anas vi&#x146;� sajuta stipras s&#x101;pes ku&#x146;&#x123;&#x12B;, vi&#x146;am s&#x101;ka tr&#x12B;c&#x113;t rokas un k&#x101;jas, uzm&#x101;c&#x101;s bai&#x13C;u saj&#x16B;ta, l&#x16B;pas k&#x13C;uva zilas un s&#x101;ka dreb&#x113;t, t&#x101;p&#x113;c vajadz&#x113;ja baid&#x12B;ties par vi&#x146;a dz&#x12B;v&#x12B;bu.</p><p>V&#x113;l&#x101;k, glu�i negribot, eksperimentu ar ars&#x113;na prepar&#x101;tu izdar&#x12B;ja k&#x101;ds zob&#x101;rsts. Tas piepild&#x12B;ja savu cauro zobu ar ars&#x113;na pastu, bet pild&#x12B;jums, ac&#x12B;m redzot, pien&#x101;c&#x12B;gi nenostiprin&#x101;ts, izkrita, un zob&#x101;rsts to nejau�i norija. Nakt&#x12B; vi&#x146;am uzn&#x101;ca nelabums, s&#x101;k&#x101;s vem�ana un caureja � tipiskas paz&#x12B;mes, kas liecina par saind&#x113;�anos ar ars&#x113;nu. C&#x12B;&#x146;a ar indi bija velt&#x12B;ga � ceturtaj&#x101; dien&#x101; p&#x113;c neveiksm&#x12B;ga m&#x113;&#x123;in&#x101;juma pa�am iz&#x101;rst&#x113;ties zob&#x101;rsts nomira.</p><p>�e j&#x101;min ar&#x12B; eksperimenti ar ars&#x113;na prepar&#x101;tu salvars&#x101;nu. Kad V&#x101;cij&#x101; p&#x16B;l&#x113;j&#x101;s atrast l&#x12B;dzekli_pret miega slim&#x12B;bu, kas pal&#x12B;dz&#x113;tu uzveikt �o posto�o kaiti &#x100;frik&#x101;, &#x137;&#x113;r&#x101;s pie ars&#x113;na savienojuma � atoksila. C&#x12B;&#x146;&#x101; pret trip&#x101;nosom&#x101;m atoksils patiesi izr&#x101;d&#x12B;j&#x101;s par iedarb&#x12B;gu l&#x12B;dzekli: to lietojot, pan&#x101;ca izvese&#x13C;o�anos. Bet tad atkl&#x101;j&#x101;s atoksila katastrof&#x101;l&#x101; blakusiedarb&#x12B;ba � no miega slim&#x12B;bas izdziedin&#x101;tie n&#x113;&#x123;eri k&#x13C;uva akli, jo �is ars&#x113;na prepar&#x101;ts, iedarbodamies uz redzes nerva �&#x16B;n&#x101;m, t&#x101;s nom&#x113;rd&#x113;ja.</p><p>Pauls Erlihs nol&#x113;ma p&#x113;t&#x12B;jumus turpin&#x101;t un atrast prepar&#x101;tu, kas apkarotu slim&#x12B;bu grupu, pie kuras pieder k&#x101; miega slim&#x12B;ba, t&#x101; sifiliss, bet kas nekait&#x113;tu dz&#x12B;v&#x12B;bai svar&#x12B;gaj&#x101;m &#x137;erme&#x146;a �&#x16B;n&#x101;m. Ar liel&#x101;m p&#x16B;l&#x113;m Erlihs atrada ars&#x113;na prepar&#x101;tu, ko s&#x101;kum&#x101; apz&#x12B;m&#x113;ja tikai ar numuru 606. V&#x113;l&#x101;k �o prepar&#x101;tu nosauca par salvars&#x101;nu un s&#x101;ka lietot iz�&#x137;iro�aj&#x101; c&#x12B;&#x146;&#x101; pret sifilisu. Bet, iekams salvars&#x101;nu var&#x113;ja nodot kl&#x12B;nik&#x101;m, vajadz&#x113;ja eksperiment&#x113;t ne vien ar dz&#x12B;vniekiem, bet ar&#x12B; ar cilv&#x113;kiem. Galven&#x101; noz&#x12B;me, protams, bija &#x101;rstu eksperimentiem pa�iem ar sevi.</p><p>Salvars&#x101;na uzvaras g&#x101;jiens s&#x101;k&#x101;s 1910. gad&#x101;. N&#x101;ko�aj&#x101; gad&#x101; Pauls Erlihs p&#x101;r salvars&#x101;nu public&#x113;ja zin&#x101;tniskus p&#x113;t&#x12B;jumus, kuros ietilpst ar&#x12B; Saksijas provinces Uht�pringes slimn&#x12B;cas direktora psihiatra un neirologa Konr&#x101;da Alta refer&#x101;ts. �ai refer&#x101;t&#x101;, ko Alts nolas&#x12B;ja Magdeburgas medic&#x12B;nas biedr&#x12B;b&#x101;, teikts:</p><p>�Izm&#x113;&#x123;in&#x101;jumus ar slimniekiem s&#x101;k&#x101;m tikai p&#x113;c tam, kad divi kol&#x113;&#x123;i bija pa�i ar salvars&#x101;nu izdar&#x12B;ju�i eksperimentu. �&#x12B; varon&#x12B;ba vi&#x146;iem maks&#x101;ja tikai stipras, vair&#x101;ku dienu ilgas s&#x101;pes mazliet uzt&#x16B;ku�&#x101; injekcijas apvid&#x16B;, citu saind&#x113;�an&#x101;s paz&#x12B;mju nebija.�</p><p>S&#x101;kum&#x101; salvars&#x101;na injekcija sag&#x101;d&#x101;ja lielas gr&#x16B;t&#x12B;bas, jo t&#x101; pras&#x12B;ja komplic&#x113;tu �&#x137;&#x12B;din&#x101;�anas tehniku. �o tr&#x16B;kumu nov&#x113;rsa, ieg&#x16B;stot neosalvars&#x101;nu, ko bez gr&#x16B;t&#x12B;b&#x101;m var&#x113;ja injic&#x113;t v&#x113;n&#x101;.</p></section><section><title><p><emphasis>SERUMA SLIM&#x12A;BA</emphasis></p></title><p>Vair&#x101;kus eksperimentus ar sevi izdar&#x12B;ja V&#x12B;nes b&#x113;rnu &#x101;rsts profesors Klemenss Pirk&#x113;, &#x101;rsts, kam zin&#x101;tne ir par&#x101;d&#x101; ne mazumu pateic&#x12B;bas. Pirk&#x113; atrada tuberkul&#x12B;na raudzi, ar ko var konstat&#x113;t, vai baci&#x13C;i b&#x113;rnu infic&#x113;ju�i vai ne. Pirk&#x113; nodibin&#x101;tais aler&#x123;ijas j&#x113;dziens medic&#x12B;nas zin&#x101;tn&#x113; ievada jaunu lielu posmu. Turkl&#x101;t Pirk&#x113; ir ar&#x12B; autors t&#x101;diem darbiem, kas attiecas uz serumu p&#x113;tniec&#x12B;bu. P&#x113;t&#x12B;jumi par seruma slim&#x12B;bas b&#x16B;t&#x12B;bu � tos veicot, Pirk&#x113; formul&#x113;ja aler&#x123;ijas j&#x113;dzienu � ierosin&#x101;ja vi&#x146;u izdar&#x12B;t ar sevi da�us eksperimentus. Seruma slim&#x12B;ba tie�&#x101;m bija kaut kas neskaidrs. Reiz k&#x101;ds b&#x113;rns saslima ar aizdom&#x12B;gu kakla iekaisumu; profilaktiskos nol&#x16B;kos vi&#x146;am injic&#x113;ja pretdifte-rijas serumu. B&#x113;rns izvese&#x13C;oj&#x101;s, ie�&#x13C;ircin&#x101;jums nebija kait&#x113;jis. P&#x113;c k&#x101;da laika slim&#x12B;ba atk&#x101;rtoj&#x101;s; kakla iekaisums nu jau rad&#x12B;ja ba�as, t&#x101;p&#x113;c aiz piesardz&#x12B;bas b&#x113;rnam atk&#x101;rtoti ie�&#x13C;ircin&#x101;ja pretdifterijas serumu. Nu b&#x113;rns saslima nevis ar difteriju, bet cit&#x101;diem trauc&#x113;jumiem � uz visa &#x137;erme&#x146;a rad&#x101;s izsitumi, bija elpas tr&#x16B;kums, pulss pav&#x101;jin&#x101;j&#x101;s, un rad&#x101;s �oka simptomi. St&#x101;voklis t&#x101;tad bija draudo�s. Toreiz �o kaiti sauca par seruma slim&#x12B;bu, un neviens neprata to &#x101;rst&#x113;t. Atbildi deva Pirk&#x113; � t&#x101; bija aler&#x123;iska reakcija, ko serums rad&#x12B;ja asin&#x12B;s. Pirk&#x113; toreiz �o probl&#x113;mu c&#x12B;t&#x12B;gi p&#x113;t&#x12B;ja un 1902. gad&#x101; daudzk&#x101;rt eksperiment&#x113;ja ar sevi.</p><p>Tolaik jau pazina vair&#x101;kus &#x101;rstnieciskus serumus, t&#x101;p&#x113;c, p&#x113;tot seruma slim&#x12B;bu, Pirk&#x113; var&#x113;ja ietvert savos m&#x113;&#x123;in&#x101;jumos un injic&#x113;t tiklab B&#x113;ringa atkl&#x101;to difterijas serumu, k&#x101; ar&#x12B; skarlat&#x12B;nas serumu, ko sevi�&#x137;i slav&#x113;ja V&#x12B;nes b&#x113;rnu &#x101;rsts profesors Mozers. Da�us gadus v&#x113;l&#x101;k Pirk&#x113; eksperiment&#x113;ja ar stinguma krampju serumu, ko toreiz pamaz&#x101;m ieviesa praks&#x113;. Pirk&#x113; ie�&#x13C;ircin&#x101;ja sev serumu kreisaj&#x101; apak�delm&#x101;; dr&#x12B;z par&#x101;d&#x12B;j&#x101;s uzt&#x16B;kums, kas arvien pie&#x146;&#x113;m&#x101;s. P&#x113;c 30 stund&#x101;m roka bija uzpampusi, sas&#x101;rtusi un no plaukstas loc&#x12B;tavas l&#x12B;dz elkonim stipri s&#x101;p&#x113;ja. Pirk&#x113; lika izm&#x113;r&#x12B;t rokas apm&#x113;ru; tas bija palielin&#x101;jies par 7 cm. Pietur&#x113;j&#x101;s ar&#x12B; drudzis, ta�u p&#x113;c 8 dien&#x101;m trauc&#x113;jumi izzuda un eksperimentu atg&#x101;din&#x101;ja tikai nenoz&#x12B;m&#x12B;ga &#x101;das kr&#x101;sas izmai&#x146;a.</p><p>Eksperiment&#x113;t ar sevi &#x101;rstus rosin&#x101;ja gan visda�&#x101;d&#x101;kie medikamenti, gan visi norm&#x101;lie, t. i., fiziolo&#x123;iskie &#x137;erme&#x146;a st&#x101;vok&#x13C;i, gan ar&#x12B; da�&#x101;das slim&#x12B;bas. K&#x101; jau teikts, to visu uzskait&#x12B;t nav iesp&#x113;jams. Pag&#x101;ju�&#x101; gadsimta otr&#x101; pus&#x113; &#x101;rstiem izvirz&#x12B;j&#x101;s jaut&#x101;jums, vai ka�&#x137;a p&#x101;rnes&#x113;ja ir nesen atkl&#x101;t&#x101; &#x113;rce vai ari ka�&#x137;is rodas pats no sevis. Mums �&#x101;ds jaut&#x101;jums liekas smiekl&#x12B;gs, ta�u toreiz v&#x113;l daudzi tic&#x113;ja iesp&#x113;jai rasties no nek&#x101; un neizprata ka�&#x137;a izplat&#x12B;�anos infic&#x113;�an&#x101;s ce&#x13C;&#x101;. P&#x113;c veiksm&#x12B;giem eksperimentiem ar sevi uz �iem jaut&#x101;jumiem atbild&#x113;ja slav&#x113;nais V&#x12B;nes &#x101;das &#x101;rsts � modern&#x101;s dermatolo&#x123;ijas nodibin&#x101;t&#x101;js profesors Ferdinands Hebra. Vi&#x146;� novietoja uz savas &#x101;das ka�&#x137;a &#x113;rces un pier&#x101;d&#x12B;ja, ka briesm&#x12B;go slim&#x12B;bu (ka�&#x137;i uzskat&#x12B;ja par tikpat b&#x12B;stamu k&#x101; sifilisu) rada tikai &#x101;d&#x101; ieperin&#x101;ju�&#x101;s ka�&#x137;a &#x113;rces un ka no nek&#x101;, nekas nerodas, � Hebra pats s&#x101;kum&#x101; bija t&#x101; dom&#x101;jis, � un ka pietiek ar lok&#x101;lu &#x101;rst&#x113;�anu, lai ka�&#x137;i iz&#x101;rst&#x113;tu un nov&#x113;rstu ar&#x12B; visas b&#x12B;stam&#x101;s sekas.</p></section><section><title><p><emphasis>B&#x12A;RA ST&#x100;ZE</emphasis></p></title><p>&#x122;eni&#x101;lais &#x137;irurgs Augusts B&#x12B;rs ap gadsimtu miju &#x101;rstniec&#x12B;b&#x101; s&#x101;ka pielietot m&#x101;ksl&#x12B;go hiper&#x113;miju, t. i., sild&#x12B;�anu no iek�puses. Iekams B&#x12B;rs savu &#x101;rst&#x113;�anas metodi nodeva atkl&#x101;t&#x12B;bai, vi&#x146;� to p&#x101;rbaud&#x12B;ja, izdarot gr&#x16B;tus un s&#x101;p&#x12B;gus eksperimentus ar sevi. B&#x12B;rs vispirms izm&#x113;&#x123;in&#x101;ja karsta gaisa iedarb&#x12B;bu. Vi&#x146;� rakst&#x12B;ja: �Es ielieku roku siltuma kast&#x113; un l&#x113;n&#x101;m paaugstinu temperat&#x16B;ru. Ja termometrs r&#x101;da 114 gr&#x101;du, karstums pacie�ams v&#x113;l glu�i labi. Pie 115 gr&#x101;diem zem nagiem s&#x101;k nejauki svilt. P&#x113;c tam �ai pa�&#x101; kast&#x113; t&#x101;d&#x101; pa�&#x101; st&#x101;vokl&#x12B; ievietoju to pa�u roku, kurai aug�delms p&#x101;rsiets ar gumijas saiti, kas nedaudz kav&#x113; asi&#x146;u piepl&#x16B;dumu; kasti atkal l&#x113;n&#x101;m silda. Pie 98 gr&#x101;diem s&#x101;k necie�ami svilt zem nagiem.</p><p>Un tre�ais m&#x113;&#x123;in&#x101;jums: ja rokai stipri aizkav&#x113;ju asins piepl&#x16B;dumu (pulss plaukstas loc&#x12B;tav&#x101; gan v&#x113;l skaidri j&#x16B;tams) un lieku to siltuma kast&#x113; t&#x101;dos pa�os apst&#x101;k&#x13C;os, nevaru paciest vair&#x101;k k&#x101; 78 gr&#x101;du karstumu. Lai eksperiments b&#x16B;tu piln&#x12B;gs, izdar&#x12B;ju ar&#x12B; pret&#x113;ju m&#x113;&#x123;in&#x101;jumu. Uzlieku rokai �&#x146;augu un turu to 16 min&#x16B;tes, lai atpl&#x16B;st asinis. �&#x146;augu no&#x146;emot, rodas sp&#x113;c&#x12B;gs reakt&#x12B;vs asins piepl&#x16B;dums, ko m&#x113;s, &#x137;irurgi, labi paz&#x12B;stam. Tad, past&#x101;vot tiem pa�iem nosac&#x12B;jumiem k&#x101; agr&#x101;k, ieb&#x101;�u roku tan&#x12B; pa�&#x101; kast&#x113;. Kaste j au iepriek� sasild&#x12B;ta l&#x12B;dz vienm&#x113;r&#x12B;gai temperat&#x16B;rai � 145 gi&#x101;diem. Roka �o temperat&#x16B;ru panes &#x13C;oti labi, kaut gan stipri sv&#x12B;st. Tad izvelku roku no kastes, nogaidu, kam&#x113;r t&#x101; atg&#x16B;st norm&#x101;lu kr&#x101;su, lieku atkal kast&#x113;, pie tam termometrs visu laiku r&#x101;da 145 gr&#x101;dus. Nu karstums izturams tikai da�as sekundes, necie�am&#x101;s svelmes d&#x113;&#x13C; roka t&#x16B;li&#x146; j&#x101;izrauj.</p><p>Var min&#x113;t ar&#x12B; �&#x101;dus nov&#x113;rojumus. Ies&#x113;dos sild&#x101;m&#x101; kast&#x113;, kuras temperat&#x16B;ru, lik&#x101;s, panes&#x12B;�u labi. Ja, aizturot elpu un aizverot muti un degunu, izdaru spiedienu, it k&#x101; izelpojot, pan&#x101;ku asins sastr&#x113;gumu vis&#x101; &#x137;ermen&#x12B; un karstums k&#x13C;&#x16B;st nepanesams.� Visi �ie m&#x113;&#x123;in&#x101;jumi sekm&#x113;ja B&#x12B;ra lieliskos sasniegumus � hiper&#x113;mijas ievie�anu &#x137;irur&#x123;ij&#x101;.</p><p>B&#x12B;rs turpin&#x101;ja savus eksperimentus un par tiem zi&#x146;oja:</p><p>�To, ka pa&#x101;trin&#x101;ta asinsrite aizsarga pret sadeg�anu, uzskat&#x101;mi par&#x101;da �&#x101;ds eksperiments. Roku, kurai ar gumijas �&#x146;augu rad&#x12B;ts neliels asins sastr&#x113;gums, ielieku uz vienu stundu telp&#x101; ar karstu gaisu, k&#x101;du v&#x113;l var paciest. Kad piesarkus&#x12B; &#x101;da atkal nob&#x101;lusi, uz t&#x101;s iez&#x12B;m&#x113;jas s&#x101;rtu sv&#x12B;tri&#x146;u t&#x12B;kls; tas nep&#x101;rprotami atbilst s&#x12B;ko seklo &#x101;das v&#x113;nu sazarojumam. Apm&#x113;ram p&#x113;c 12 stund&#x101;m sarkan&#x101;s sv&#x12B;tri&#x146;as izz&#x16B;d. Tai viqt&#x101;, kur atrodas s&#x12B;k&#x101;s v&#x113;nas, konstat&#x113;jams viegls apdegums.�</p><p>B&#x12B;rs, eksperiment&#x113;dams ar sevi, p&#x113;t&#x12B;ja ar&#x12B; gumijas �&#x146;auga iedarb&#x12B;bu: �Dom&#x101;ju, ka p&#x101;rmai&#x146;as, kas norisin&#x101;s locek&#x13C;os ar aiztur&#x113;tu asinsriti, vislab&#x101;k raksturo da�i eksperimenti. Kreisajai rokai uzlieku �&#x146;augu, lai rastos viegla pas&#x12B;va hiper&#x113;mija. �&#x146;augs ir tikai nedaudz pievilkts, lai tas nerad&#x12B;tu ne&#x113;rt&#x12B;bas; str&#x101;d&#x101;jot ierasto darbu, �&#x146;augs netrauc&#x113;. Apm&#x113;ram p&#x113;c 10 stund&#x101;m v&#x113;iojams, ka roka stiauji piet&#x16B;kst. P&#x113;c 20 stund&#x101;m visa roka l&#x12B;dz ar delnas virspusi ir jau vienm&#x113;r&#x12B;gi piet&#x16B;kusi un apak�delma maksim&#x101;lais apm&#x113;rs par 3 cm p&#x101;rsniedz iepriek�&#x113;jo rokas apm&#x113;ru.</p><p>At�&#x137;ir&#x12B;b&#x101; no �&#x12B;s m&#x113;ren&#x101;s, praks&#x113; visbie�&#x101;k sastopam&#x101;s hi-per&#x113;mijas aprakst&#x12B;�u par&#x101;d&#x12B;bas, ko ap manu kreiso aug�delmu rad&#x12B;ja stingri savilktais �&#x146;augs. Saiti savelku t&#x101;, lai rastos stiprs asins sastr&#x113;gums. Jau p&#x113;c div&#x101;m min&#x16B;t&#x113;m v&#x113;nas zem &#x101;das stipri piepampst, &#x101;da maina kr&#x101;su, un p&#x113;c septi&#x146;&#x101;m min&#x16B;t&#x113;m &#x101;das da&#x13C;a ir cinobra sarkanum&#x101;. Rokas iek�pus&#x113; zem �&#x146;auga veidojas daudzi maziem asins izpl&#x16B;dumiem l&#x12B;dz&#x12B;gi karm&#x12B;nsarkani punkti&#x146;i. Rok&#x101; j&#x16B;tams smagums, nogurums, durst&#x12B;�ana, aukstums main&#x101;s ar karstumu. Pirksti k&#x13C;&#x16B;st auksti. Ja turpin&#x101;m asins aiztur&#x113;�anu, plaukstas &#x101;da k&#x13C;&#x16B;st pelnupel&#x113;ka, izraibin&#x101;ta ar cinobra sarkaniem un baltiem plankumiem. P&#x113;c 40 min&#x16B;t&#x113;m stipr&#x101; asinsrites aizture rada tik necie�amas s&#x101;pes, ka �&#x146;augs j&#x101;atlai�.�</p><p>Kad s&#x101;ka lielot lumb&#x101;lo anest&#x113;ziju, ievadot koka&#x12B;na �&#x137;&#x12B;dumu muguras smadze&#x146;u kan&#x101;l&#x101;, lai rad&#x12B;tu nejut&#x12B;gumu pret s&#x101;p&#x113;m � nepiecie�am&#x12B;bas gad&#x12B;jumos &#x137;irurgi �o pa&#x146;&#x113;mienu labpr&#x101;t pielieto, � ar&#x12B; B&#x12B;rs apguva �o anest&#x113;zijas veidu, par ko toreiz tika lauzts daudz �&#x137;&#x113;pu. B&#x12B;rs rakst&#x12B;ja:</p><p>�Pacientu vairumam, kurus oper&#x113;ja muguras smadze&#x146;u anest&#x113;zij&#x101;, rad&#x101;s j&#x16B;tami trauc&#x113;jumi, l&#x12B;dz&#x12B;gi tiem, k&#x101;di parasti m&#x113;dz b&#x16B;t p&#x113;c visp&#x101;r&#x113;j&#x101;s narkozes. Lai �o par&#x101;d&#x12B;bu izp&#x113;t&#x12B;tu, nol&#x113;mu eksperiment&#x113;t pats ar sevi. 1898. gada 24. august&#x101; liku doktoram Hildebiantam izdar&#x12B;t man lumb&#x101;lo punkciju, lai injic&#x113;tu pus�&#x13C;irces 1% koka&#x12B;na �&#x137;&#x12B;duma. Punkcijas adatu ievad&#x12B;ja parastaj&#x101; veid&#x101;, un tas nerad&#x12B;ja s&#x101;pes. Vien&#x12B;gi mirkl&#x12B;, kad adata bija p&#x101;rd&#x16B;rusi muguras smadze&#x146;u pl&#x113;vi, k&#x101;j&#x101; sajutu vieglas moment&#x101;nas s&#x101;pes. Diem�&#x113;l p&#x101;rskat&#x12B;�an&#x101;s d&#x113;&#x13C; eksperiments neizdev&#x101;s. �&#x13C;irce punkcijas adatai neder&#x113;ja. Kad eksperiment&#x113;t&#x101;js cent&#x101;s sastiprin&#x101;t �&#x13C;irci ar adatu, izpl&#x16B;da daudz muguras smadze&#x146;u �&#x137;idruma un liel&#x101;k&#x101; da&#x13C;a koka&#x12B;na aiztec&#x113;ja gar&#x101;m. Sakar&#x101; ar to anest&#x113;zija neiest&#x101;j&#x101;s. S&#x12B;ki griezumi un adatas d&#x16B;rieni s&#x101;p&#x113;ja. T&#x101; k&#x101; bija nopl&#x16B;dis daudz muguras smadze&#x146;u �&#x137;idruma, eksperimentu nol&#x113;mu atlikt uz v&#x113;l&#x101;ku laiku.�</p><p>Bet doktors Hildebrants ierosin&#x101;ja t&#x16B;l&#x12B;t eksperiment&#x113;t ar vi&#x146;u. Profesoram B&#x12B;ram eksperiments izdev&#x101;s. D&#x16B;riena vietu starp skrieme&#x13C;iem p&#x113;c Sleiha metodes padar&#x12B;jis nejut&#x12B;gu, Birs ied&#x16B;ra adatu � Hildebrants sajuta tikai spiedienu, nevis s&#x101;pes. Tad B&#x12B;rs injic&#x113;ja pus�lirces 1% koka&#x12B;na �&#x137;&#x12B;duma, un �oreiz m&#x113;&#x123;in&#x101;jums izdev&#x101;s lieliski. Tas nolika ap pusasto&#x146;iem vakar&#x101;.</p><p>Eksperimentu ar savu asistentu B&#x12B;rs att&#x113;lo �&#x101;di:</p><p>�P&#x113;c 40 min&#x16B;t&#x113;m sitieni ar pirkstu kauliem pa liela kaulu nav s&#x101;p&#x12B;gi. Viss &#x137;ermenis viegli nosv&#x12B;st. P&#x113;c 45 min&#x16B;t&#x113;m atkal par&#x101;d&#x101;s s&#x101;pju saj&#x16B;ta, tom&#x113;r t&#x101; ir stipri pav&#x101;jin&#x101;ta. Pamaz&#x101;m s&#x101;pes pie&#x146;emas un atgrie�as normas robe�&#x101;s.</p><p>T&#x101; k&#x101; p&#x113;c �iem eksperimentiem nejut&#x101;m nek&#x101;dus vesel&#x12B;bas trauc&#x113;jumus, m&#x113;s abi g&#x101;j&#x101;m &#x113;st, dz&#x113;r&#x101;m v&#x12B;nu un izsm&#x113;&#x137;&#x113;j&#x101;m vair&#x101;kus cig&#x101;rus. Pulksten vienpadsmitos devos gul&#x113;t, visu nakti labi gul&#x113;ju, r&#x12B;t&#x101; atmodos spirgts un vesels un k&#x101;du stundu pastaig&#x101;jos. Pastaigas beig&#x101;s sajutu vieglas galvass&#x101;pes, kas dien&#x101;, kad veicu savus ikdienas pien&#x101;kumus, pastiprin&#x101;j&#x101;s. P&#x113;cpusdien&#x101; ap trim mana seja nob&#x101;la, pulss bija v&#x101;j�, ta�u regul&#x101;rs. Saskait&#x12B;ju ap 70 sitienu min&#x16B;t&#x113;. V&#x113;l&#x101;k jutu galv&#x101; stipru spiedienu un, strauji piece&#x13C;oties no kr&#x113;sla, viegli reibu. Tikl&#x12B;dz laidos horizont&#x101;l&#x101; st&#x101;vokl&#x12B;, nepat&#x12B;kam&#x101;s par&#x101;d&#x12B;bas izzuda, bet piece&#x13C;oties viss s&#x101;k&#x101;s no jauna. T&#x101;p&#x113;c pret vakaru man neatlika nekas cits k&#x101; likties gult&#x101;. Nogul&#x113;ju 9 dienas. Horizont&#x101;l&#x101; st&#x101;vokl&#x12B; jutos piln&#x12B;gi vesels. &#x112;stgriba un miegs bija teicami. Ilg&#x101;k lasot, uzn&#x101;ca reibonis. Dev&#x12B;taj&#x101; dien&#x101; p&#x113;c punkcijas visas �&#x12B;s par&#x101;d&#x12B;bas bija izzudu�as. Tr&#x12B;s dienas v&#x113;l&#x101;k jau bez trauc&#x113;jumiem var&#x113;ju uzs&#x101;kt gar&#x101;ku ce&#x13C;ojumu pa dzelzce&#x13C;u.</p><p>Doktors Hildebrants, juzdamies piln&#x12B;gi vesels, vakai&#x101; ap vienpadsmitiem dev&#x101;s gul&#x113;t, ta�u nevar&#x113;ja iemigt, jo sajuta nemieru. Ap divpadsmitiem uzn&#x101;ca stipras galvass&#x101;pes, kas k&#x13C;uva arvien nepanesam&#x101;kas. Pulksten vienos s&#x101;k&#x101;s vem�ana, kas nakt&#x12B; v&#x113;lreiz atk&#x101;rtoj&#x101;s. No r&#x12B;ta vi&#x146;� jut&#x101;s &#x13C;oti v&#x101;rgs un savu darbu � galvenok&#x101;rt oper&#x101;cijas un p&#x101;rsie�anas veica tikai ar lielu fizisku piep&#x16B;li. P&#x113;cpusdien&#x101; Hildebrantam bija j&#x101;-liekas gult&#x101;, tom&#x113;r otr&#x101; r&#x12B;t&#x101; vi&#x146;� piec&#x113;l&#x101;s un str&#x101;d&#x101;ja, kaut ar&#x12B; v&#x113;l 3�4 dienas jut&#x101;s nevesels. Tr&#x16B;ka apet&#x12B;tes, un br&#x12B;�iem s&#x101;p&#x113;ja galva. Vesel&#x12B;ba pal&#x113;n&#x101;m atgriez&#x101;s, kaut gan 2�3 ned&#x113;&#x13C;as vi&#x146;� v&#x113;l jut&#x101;s saguris. Uz k&#x101;j&#x101;m par&#x101;d&#x12B;j&#x101;s asinsizpl&#x16B;dumi, t&#x101;s s&#x101;p&#x113;ja, &#x12B;pa�i lielais liela kauls tais viet&#x101;s, kur, stipri spie�ot un sitot, tika p&#x101;rbaud&#x12B;ts jut&#x12B;gums.�</p><p>Balstoties uz �iem eksperimentiem, Birs izdar&#x12B;ja �&#x101;dus secin&#x101;jumus: �&#x12B;stus draudus dz&#x12B;v&#x12B;bai gan neesmu nov&#x113;rojis, ta�u eksperimenta sekas bija &#x13C;oti nepat&#x12B;kamas. Smag&#x101;kos trauc&#x113;jumus m&#x113;s izjut&#x101;m t&#x101;p&#x113;c, ka ar savu vesel&#x12B;bu bij&#x101;m r&#x12B;koju�ies vieglpr&#x101;t&#x12B;gi.�</p><p>M&#x16B;sdien&#x101;s lumb&#x101;l&#x101; anest&#x113;zija ir modern&#x101;s narkozes tehnikas svar&#x12B;ga sast&#x101;vda&#x13C;a, un ilgsto�os trauc&#x113;jumus, par kuriem s&#x16B;dz&#x113;j&#x101;s B&#x12B;rs un Hildebrants, bez �aub&#x101;m, rad&#x12B;ja pieredzes tr&#x16B;kums un, k&#x101; B&#x12B;rs pats teica, vieglpr&#x101;t&#x12B;ba, ar k&#x101;du vi&#x146;i bija &#x137;&#x113;ru�ies pie eksperimenta. J&#x101;&#x146;em v&#x113;r&#x101; v&#x113;l tas, ka tagad lum-b&#x101;lai anest&#x113;zijai vairs nelieto koka&#x12B;na �&#x137;&#x12B;dumu, bet gan aizst&#x101;j&#x113;ju novokainu vai k&#x101;du citu tam l&#x12B;dz&#x12B;gu prepar&#x101;tu.</p></section><section><title><p><emphasis>PURKINJ&#x112;</emphasis></p></title><p>Iesp&#x113;jams, ka visvair&#x101;k eksperimentu ar sevi izdar&#x12B;jis �ehu fiziologs Johans Evangelista Purkinj&#x113;, kas dzimis 1787. gad&#x101; un savu gar&#x12B;dznieka k&#x101;rtu apmain&#x12B;jis pret medic&#x12B;nu. Purkinj&#x113; darbi sav&#x101; laik&#x101; guva iev&#x113;r&#x12B;bu, ar tiem vi&#x146;� iemantoja G&#x113;tes draudz&#x12B;bu. Purkinj&#x113; daudz eksperiment&#x113;ja pats ar sevi, lai izzin&#x101;tu to vielu iedarb&#x12B;bu, kuras &#x101;rstniec&#x12B;b&#x101; tolaik jau bija paz&#x12B;stamas vai kuras, p&#x113;c vi&#x146;a dom&#x101;m, �im nol&#x16B;kam var&#x113;tu izmantot. K&#x101;d&#x101; no saviem darbiem Purkinj&#x113; apraksta, k&#x101; vi&#x146;� �&#x12B;s vielas p&#x101;rbaud&#x12B;jis.</p><p><strong>GARA RINDA</strong></p><p><emphasis>. i</emphasis></p><p>�Kad es tre�o gadu stud&#x113;ju medic&#x12B;nu un profesors Vavruhs mums las&#x12B;ja lekcijas par &#x101;rstniecisk&#x101;m viel&#x101;m, nol&#x113;mu da�&#x101;du &#x101;rstniec&#x12B;bas l&#x12B;dzek&#x13C;u iedarb&#x12B;bu izm&#x113;&#x123;in&#x101;t pats ar sevi. Ierosmi man deva tas, ka var&#x113;ju br&#x12B;vi iek&#x13C;&#x16B;t ma&#x123;istra Hellija aptiek&#x101;, jo vi&#x146;a d&#x113;ls bija mans studiju biedrs. Labi zin&#x101;ju, kur glab&#x101;jas aptiekas z&#x101;&#x13C;u kr&#x101;jumi, un �ad tad pa drusci&#x146;ai no tiem dr&#x12B;kst&#x113;ju pa&#x146;emt. T&#x101; ieguvu daudz pudel&#x12B;�u ar pat&#x12B;kami smar�ojo�&#x101;m viel&#x101;m, kuras vingrin&#x101;jos noteikt pat tums&#x101;. Toreiz izm&#x113;&#x123;in&#x101;ju caurejas l&#x12B;dzek&#x13C;us � rabarberus, mannu, da�&#x101;das s&#x101;lis, sennas lapas, jalapas saknes, k&#x101; ar&#x12B; vair&#x101;kus vem�anas l&#x12B;dzek&#x13C;us. Nov&#x113;rojis to iedarb&#x12B;bu uz sevi, konstat&#x113;ju, cik liel&#x101; m&#x113;r&#x101; alkohols at�&#x137;iras no &#x113;tera. &#x112;teris mani t&#x12B;kami reibin&#x101;ja.</p><p>Tad pien&#x101;ca opija k&#x101;rta. Pirms gul&#x113;tie�anas ie&#x146;&#x113;mu apm&#x113;ram pusgrana opija ( viens grans atbilst apm&#x113;ram 0,06 g). No t&#x101; es k&#x13C;uvu &#x13C;oti mundrs un nevar&#x113;ju aizmigt l&#x12B;dz pusnaktij. �&#x12B; iedarb&#x12B;ba turpin&#x101;j&#x101;s v&#x113;l n&#x101;ko�aj&#x101; diena. Liel&#x101;kas devas � l&#x12B;dz vienam granam, rad&#x12B;ja reibumu, v&#x101;jin&#x101;ja uztveres sp&#x113;jas un izsauca ar&#x12B; triju dienu ilgu aizciet&#x113;jumu. V&#x113;l&#x101;kos gados Bresla-v&#x101; iepazinos ar&#x12B; ar cit&#x101;du opija iedarb&#x12B;bu, &#x12B;pa�i to, kas nov&#x113;r� reibumu p&#x113;c v&#x12B;na baud&#x12B;�anas. Ja pirms sv&#x113;tku mielasta, k&#x101;di Breslav&#x101; bie�i notika,' lietoju pusgrana opija, tad pamat&#x12B;gai &#x113;�anai un dzer�anai sekas nebija smagas. Opijs nor&#x16B;da &#x137;ermeni ar&#x12B; pret sliktiem laika apst&#x101;k&#x13C;iem un pret fizisku piep&#x16B;li, &#x12B;pa�i ce&#x13C;ojumos.</p><p>Ceturtaj&#x101; studiju gad&#x101;, praktiz&#x113;dams visp&#x101;r&#x113;j&#x101; tipa slimn&#x12B;c&#x101;, atkal s&#x101;ku eksperiment&#x113;t ar sevi. H&#x101;nemana gr&#x101;matu ietekm&#x113;ts � t&#x101;s dab&#x16B;ju no kl&#x12B;nikas vad&#x12B;t&#x101;ja, � k&#x101;du r&#x12B;tu iedz&#x113;ru 5 granus melno dri&#x123;e&#x146;u ekstrakta. Nenoreibu, toties man rad&#x101;s milz&#x12B;gs izsalkums, ko, cik atceros, apmierin&#x101;ju ar maizes donu.</p><p>Interesanti bija mani eksperimenti ar kampaiu. Ie&#x146;&#x113;mis da�us granus kampara, non&#x101;cu t&#x101;d&#x101; k&#x101; reli&#x123;ioz&#x101; ekst&#x101;z&#x113;. Citreiz, ie&#x146;&#x113;mis 10 granus kampara, nevar&#x113;ju vairs vald&#x12B;t p&#x101;r saviem musku&#x13C;iem un ejot augstu cil&#x101;ju k&#x101;jas. Kad .slimnieku apgaita tuvoj&#x101;s beig&#x101;m, p&#x113;k�&#x146;i mani ap&#x146;&#x113;ma siltuma vilnis un es nesama&#x146;&#x101; nokritu uz gr&#x12B;das. Mani novietoja gult&#x101;, kur v&#x113;l pusstundu nogul&#x113;ju bezsama&#x146;&#x101;. Kad pamodos, jutos labi un izg&#x101;ju ar kol&#x113;&#x123;i lauk&#x101; pastaig&#x101;ties. P&#x113;c �&#x12B; gad&#x12B;juma mani s&#x101;ka uzskat&#x12B;t par epilepti&#x137;i, un izskan&#x113;ja �aubas, vai es visp&#x101;r varot veikt &#x101;rsta pien&#x101;kumus.</p><p>Es v&#x113;l izdar&#x12B;ju daudzus citus eksperimentus ar sevi. K&#x101;dreiz es tik ilgi lietoju nepaz&#x12B;stamo dz&#x12B;vsudraba prepar&#x101;tu ka-lomelu, l&#x12B;dz pastiprin&#x101;j&#x101;s siekalu atdal&#x12B;�an&#x101;s. �&#x137;ita, ka mani zobi k&#x13C;&#x16B;st it k&#x101; gar&#x101;ki, it k&#x101; aug. (Par to nav ko br&#x12B;n&#x12B;ties, jo saind&#x113;�an&#x101;s ar dz&#x12B;vsudrabu &#x13C;oti dr&#x12B;z par&#x101;d&#x101;s zobu smagan&#x101;s; t&#x101;s iekaist, k&#x13C;&#x16B;st m&#x12B;kstas un va&#x13C;&#x12B;gas.) Citreiz dz&#x113;ru s&#x101;ls&#x16B;deni, p&#x113;c tam stipri sl&#x101;pu. Rad&#x101;s ari j&#x16B;tams zarnu darb&#x12B;bas v&#x101;jums, un uzp&#x16B;t&#x101;s v&#x113;ders. Ta�u dr&#x12B;z p&#x113;c m&#x113;&#x123;in&#x101;juma �&#x12B;s par&#x101;d&#x12B;bas izzuda. Reiz veselu ned&#x113;&#x13C;u &#x113;du tikai nev&#x101;r&#x12B;tas olas. Tom&#x113;r nenov&#x101;j&#x113;ju. Tas bija jauno laiku slaven&#x101;k&#x101; fran�u eks-periment&#x101;lfiziologa Ma�andija eksperimenta atk&#x101;rtojums. Ma�andijs eksperiment&#x113;jot grib&#x113;ja pier&#x101;d&#x12B;t, ka ar dz&#x12B;vnieku valsts produktiem vien cilv&#x113;kam nepietiek.</p><p>V&#x113;l&#x101;k, str&#x101;d&#x101;dams jau par fiziolo&#x123;ijas instit&#x16B;ta pro�ektoru un vienlaikus par asistentu, p&#x113;c sava profesora ieteikuma izdar&#x12B;ju eksperimentu ar ipekaku&#x101;nas saknes iedarb&#x12B;go sast&#x101;vda&#x13C;u emet&#x12B;nu. Lietots maz&#x101;s dev&#x101;s, tas neizsauc vem�anu. T&#x101; k&#x101; es toreiz p&#x113;t&#x12B;ju klejot&#x101;jnervu <emphasis>(nervus vagus),</emphasis> tad reiz&#x113; nov&#x113;roju ar&#x12B; einet&#x12B;na iedarb&#x12B;bu uz �o nervu l&#x12B;dz pat vi&#x146;a s&#x12B;k&#x101;kajiem sazarojumiem; mani atzinumi aprakst&#x12B;ti gr&#x101;mat&#x101; par Pr&#x101;gas &#x137;&#x12B;mijas laboratoriju. Interesanta bija ar&#x12B; idiosinkra-zija, kas rad&#x101;s m&#x113;&#x123;in&#x101;jumu rezult&#x101;t&#x101;. Vair&#x101;kas dienas no vietas nesp&#x113;ju bez riebuma uzl&#x16B;kot br&#x16B;no kr&#x101;su, jo t&#x101; man atg&#x101;din&#x101;ja emet&#x12B;nu. Breslav&#x101; eksperiment&#x113;ju ar muskatriekstu. Grib&#x113;dams p&#x101;rbaud&#x12B;t t&#x101; iemidzino�&#x101;s &#x12B;pa�&#x12B;bas, noriju veselu riekstu. J&#x101;piebilst, ka, grimstot nema&#x146;&#x101;, man �&#x137;ita, it k&#x101; laika ritms b&#x16B;tu pagausin&#x101;jies. Lai, p&#x113;t&#x12B;tu p&#x101;rmai&#x146;as gaismas saj&#x16B;t&#x101;s, eksperiment&#x113;ju ar&#x12B; ar paz&#x12B;stam&#x101; sirdsl&#x12B;dzek&#x13C;a digit&#x101;la lapu uzl&#x113;jumu. Nov&#x113;rojumu rezult&#x101;tus, pievienojot ar&#x12B; z&#x12B;m&#x113;jumus, apkopoju zin&#x101;tnisk&#x101; darb&#x101;. Belladonnas ekstrakts, ko es ie&#x146;&#x113;mu, rad&#x12B;ja mut&#x113; un r&#x12B;kl&#x113; stipru sausuma saj&#x16B;tu. Siekalu atdal&#x12B;�an&#x101;s aps&#x12B;ka tikt&#x101;l, ka nesp&#x113;ju nor&#x12B;t kumosu sako�&#x13C;&#x101;tas maizes. Reiz&#x113; jutu &#x12B;patn&#x113;ju spiedienu sirds apvid&#x16B;. L&#x12B;dz reibonim, k&#x101;ds var rasties, lietojot belladonnu, tom&#x113;r netiku.</p><p>Izm&#x113;&#x123;in&#x101;ju ar&#x12B; kampara un spirta mais&#x12B;juma iedarb&#x12B;bu. Man uzn&#x101;ca sav&#x101;ds reibonis. Pie&#x146;emu, ka �aj&#x101; kombin&#x101;cij&#x101; kampars iedarbojas uz smadzen&#x12B;t&#x113;m. T&#x101;tad var secin&#x101;t, ka da�&#x101;d&#x101;s kombin&#x101;cij&#x101;s sajauktas z&#x101;les var iedarboties da�&#x101;di.</p><p>K&#x101;dreiz, gan ne labpr&#x101;t&#x12B;gi, man n&#x101;c&#x101;s nov&#x113;rot ar&#x12B; nosal�anas simptomus. 1815. gada Ziemsv&#x113;tku br&#x12B;vdien&#x101;s k&#x101;j&#x101;m devos uz Libohovicu apciemot savu m&#x101;ti. Bija dzi&#x13C;a, sniegiem bag&#x101;ta ziema. Ce&#x13C;a posm&#x101; starp Pr&#x101;gu un Tursku man vair&#x101;kk&#x101;rt lik&#x101;s, ka nosalstu. Tas notika �&#x101;di: vispirms mani p&#x101;r&#x146;&#x113;ma siltums, un taj&#x101; pa�&#x101; laik&#x101; n&#x101;ca salds snaudiens. &#x13B;oti grib&#x113;j&#x101;s nolikties snieg&#x101; un br&#x12B;ti&#x146;u pagul&#x113;t. Tom&#x113;r es pazinu �o b&#x12B;stamo nosal�anas paz&#x12B;mi, t&#x101;p&#x113;c sa&#x146;&#x113;mu sp&#x113;kus un so&#x13C;oju t&#x101;l&#x101;k. Dr&#x12B;z vien aukstums stindzin&#x101;ja visu &#x137;ermeni. V&#x113;l&#x101;k gan ejot sasilu. Atgriez&#x101;s norm&#x101;lais st&#x101;voklis ar norm&#x101;l&#x101;m izj&#x16B;t&#x101;m, bet p&#x113;c k&#x101;da laika to atkal nomain&#x12B;ja siltuma saj&#x16B;ta un miegain&#x12B;ba. Min&#x113;t&#x101; par&#x101;d&#x12B;ba atk&#x101;rtoj&#x101;s tr&#x12B;s reizes, l&#x12B;dz beidzot non&#x101;cu Tursk&#x101;, kur mier&#x12B;gi p&#x101;rnak�&#x146;oju pie k&#x101;da liela pr&#x101;tot&#x101;ja zemnieka.</p><p>Studiju tre�aj&#x101; gad&#x101; veicu bado�an&#x101;s eksperimentus. Tr&#x12B;s dienas ne&#x113;du ne kumosa, neizj&#x16B;tot nek&#x101;dus liel&#x101;kus trauc&#x113;jumus. D&#x12B;vaini, ka, no r&#x12B;tiem atmostoties, man bija piln&#x12B;ga s&#x101;ta saj&#x16B;ta. C&#x113;lonis tam mekl&#x113;jams apst&#x101;kl&#x12B;, ka mieg&#x101; nervi atp&#x16B;�as un no &#x137;erme&#x146;a sav&#x101;c bar&#x12B;bas vielas.</p><p>St&#x101;stu to visu t&#x101;p&#x113;c, ka nav noz&#x12B;mes par �o jaut&#x101;jumu tuk�i run&#x101;t. J&#x101;&#x137;eras pie lietas praktiski, izmantojot pieredzi. Tad var&#x113;sim vald&#x12B;b&#x101;m pat pras&#x12B;t farmakolo&#x123;iskai fiziolo&#x123;ijai ier&#x12B;kot patst&#x101;v&#x12B;gus instit&#x16B;tus.�</p><p>Purkinj&#x113; eksperimentus ar sevi v&#x113;l&#x101;k saviem p&#x113;t&#x12B;jumiem izmantoja farmakologs Em&#x12B;ls Starken�teins. Vi&#x146;� rakst&#x12B;ja: �Purkinj&#x113; eksperimentiem un to anal&#x12B;zei, apl&#x16B;kojot tos ar&#x12B; no m&#x16B;sdienu eksperiment&#x101;l&#x101;s farmakolo&#x123;ijas viedok&#x13C;a, ir &#x13C;oti liela noz&#x12B;me; ne nov&#x113;rojumi pie slimnieku gultas, ne kampara iedarb&#x12B;bas eksperiment&#x101;l&#x101; anal&#x12B;ze nav atkl&#x101;ju�i faktus, kas b&#x16B;tu pretrun&#x101; ar Purkinj&#x113; eksperimentiem. Purkinj&#x113; eksperimentu apraksti j&#x101;v&#x113;rt&#x113; ar&#x12B; no k&#x101;da cita viedok&#x13C;a: valoda, k&#x101;d&#x101; m&#x16B;s uzrun&#x101; Purkinj&#x113;, att&#x113;lojot kampara rad&#x12B;t&#x101;s saind&#x113;�an&#x101;s izrais&#x12B;tos p&#x101;rdz&#x12B;vojumus, nav t&#x101; saus&#x101; valoda, ko parasti sastopam zin&#x101;tniskos darbos. Purkinj&#x113; run&#x101; ne vien k&#x101; zin&#x101;tnieks, bet ar&#x12B; k&#x101; liter&#x101;ts, G&#x113;tes draugs.�</p><p>Ja �tarken�teins, kas piedzimis 100 gadus p&#x113;c Purkinj&#x113;, &#x12B;pa�i akcent&#x113; vi&#x146;a eksperimentus ar kamparu, tad tas ir t&#x101;p&#x113;c, ka par �&#x12B;s vielas iedarb&#x12B;bu vald&#x12B;ja piln&#x12B;gi pret&#x113;ji uzskati; paties&#x12B;bas noskaidro�anu stipri var&#x113;ja sekm&#x113;t Purkinj&#x113; eksperimenti ar sevi.</p><p>Savus eksperimentus ar kamparu Purkinj&#x113; apraksta s&#x12B;ki. Vi&#x146;a zi&#x146;ojumos las&#x101;m: �P&#x113;c kampara ie&#x146;em�anas musku&#x13C;os j&#x16B;tama &#x12B;patn&#x113;ja tieksme kust&#x113;ties, kas, iesp&#x113;jams, izpau�as ari re&#x101;l&#x101;s kust&#x12B;b&#x101;s. &#x100;das nervos j&#x16B;tama viegla k&#x146;ud&#x113;�ana: k&#x101; viegls t&#x113;rps vai v&#x113;sa dvesma t&#x101; ap&#x146;em visu &#x101;du un mazina jut&#x12B;gumu pret &#x101;r&#x113;jiem iespaidiem. Ja p&#x113;c kampara ie&#x146;em�anas sasniegta augst&#x101;k&#x101; reibuma pak&#x101;pe, tad �&#x137;iet, ka &#x101;da ir apaugusi ar spalv&#x101;m; ar&#x12B; elpot k&#x13C;&#x16B;st neparasti viegli. Sevi�&#x137;i &#x12B;patn&#x113;ji bija smadze&#x146;u darb&#x12B;bas izpaudumi � pie citiem reibuma st&#x101;vok&#x13C;iem kaut ko taml&#x12B;dz&#x12B;gu neesmu nov&#x113;rojis. Ja citas vielas vair&#x101;k satrauca cilv&#x113;ka biolo&#x123;iskos instinktus, tad kampars iedarboj&#x101;s tie�i uz psihisko sf&#x113;ru. Mana gar&#x12B;g&#x101; pa�apzi&#x146;a bija sasniegusi nekad agr&#x101;k nepaz&#x12B;tu pak&#x101;pi. &#x13B;oti skaidri p&#x101;rredz&#x113;ju savu zemes dz&#x12B;ves s&#x16B;t&#x12B;bu... Visa mana dz&#x12B;ve ar tieksm&#x113;m un centieniem skaidri atainoj&#x101;s atmi&#x146;&#x101;. Dom&#x101;dams, ka pa�reiz&#x113;jos apst&#x101;k&#x13C;os varu piln&#x12B;gi orient&#x113;ties, pie&#x146;&#x113;mu savai darb&#x12B;bai l&#x113;mumus un m&#x113;rauklas, kas v&#x113;l ilgi p&#x113;c �&#x12B; ekst&#x101;zes st&#x101;vok&#x13C;a neizgaisa no atmi&#x146;as. Atceros tos v&#x113;l tagad. Ekst&#x101;ze ilga apm&#x113;ram pusotras stundas un pamaz&#x101;m p&#x101;rg&#x101;ja parast&#x101; dom&#x101;�an&#x101; un darb&#x12B;b&#x101;, neradot ne maz&#x101;ko atsl&#x101;buma saj&#x16B;tu. Ar&#x12B; galva bija skaidra, ne t&#x101;, k&#x101; tas m&#x113;dz b&#x16B;t p&#x113;c citiem reibuma st&#x101;vok&#x13C;iem.�</p><p>Da�as ned&#x113;jas v&#x113;l&#x101;k Purkinj&#x113; izdar&#x12B;ja otru eksperimentu. No r&#x12B;ta tuk�&#x101; d&#x16B;�&#x101; vi&#x146;� iedz&#x113;ra divus skrupelus jeb 2,5 g kampara. �&#x12B;s devas iedarb&#x12B;bu vi&#x146;� att&#x113;loja �&#x101;di: �Ie&#x146;&#x113;mis kamparu, paliku v&#x113;l gult&#x101;. Bet v&#x113;l&#x113;�an&#x101;s kust&#x113;ties man nej&#x101;va gul&#x113;t. Kust&#x12B;bas padev&#x101;s viegli. Staig&#x101;jot �urp un turp, k&#x101;jas cil&#x101;j&#x101;s itin augstu. Muskuju sp&#x113;ks nebija izmain&#x12B;jies. To viegli konstat&#x113;ju, p&#x101;rvietojot istab&#x101; m&#x113;beles. Bet vi&#x13C;&#x146;o�an&#x101;s un kust&#x12B;bu saj&#x16B;ta bija nom&#x101;kusi &#x101;das un muskuju nervu jut&#x12B;gumu pret &#x101;r&#x113;jiem iespaidiem. T&#x101;p&#x113;c guvu nepareizu priek�statu par locekju kust&#x12B;b&#x101;m, to m&#x113;r&#x137;tiec&#x12B;bu un pat&#x113;r&#x113;to ener&#x123;iju. Kad es, k&#x101; parasti, &#x137;&#x113;ros pie darba, nesp&#x113;ju koncentr&#x113;ties, lai uzrakst&#x12B;tu kaut vai da�as rindi&#x146;as. Galv&#x101; neparast&#x101; &#x101;trum&#x101; jo&#x146;oja domas. Viens priek�stats &#x101;tri sekoja otram arvien t&#x101;l&#x101;k laika pl&#x16B;sm&#x101;. Reiz zudu�u priek�statu vairs nesp&#x113;ju atsaukt, tas bija nogrimis aizmirst&#x12B;bas dzelm&#x113;.</p><p>T&#x101;p&#x113;c ar&#x12B; v&#x113;l&#x101;k nevar&#x113;ju atcer&#x113;ties, par ko es, �ai st&#x101;vokl&#x12B; b&#x16B;dams, dom&#x101;ju. Zinu tikai, ka pret&#x113;ji pirmajam m&#x113;&#x123;in&#x101;ju-</p><p>mam tie nebija reli&#x123;iski priek�stati. Domu pl&#x16B;sm&#x101; zaud&#x113;ju person&#x12B;bas apzi&#x146;u, t&#x101;d&#x113;&#x13C; past&#x101;v&#x12B;gi centos koncentr&#x113;ties un uzman&#x12B;bu piesaist&#x12B;t istabas priek�metiem un p&#x113;d&#x113;jo person&#x12B;go p&#x101;rdz&#x12B;vojumu atmi&#x146;&#x101;m, ta�u pieturas punkts alla� zuda domu straum&#x113;.</p><p>C&#x12B;&#x146;a starp izkliedi un koncentr&#x113;�anos turpin&#x101;j&#x101;s ar main&#x12B;g&#x101;m sekm&#x113;m, jo instinkts man lika atkal un atkal m&#x113;&#x123;in&#x101;t tvert gaisto�o apzi&#x146;u. L&#x12B;dz&#x12B;gi p&#x101;rdz&#x12B;vojumi nov&#x113;rojami ar&#x12B; stipr&#x101;k&#x101; parast&#x101; reibum&#x101;. Apreibu�ais nemit&#x12B;gi p&#x16B;las orient&#x113;ties. Vi&#x146;� zina savu v&#x101;rdu, aptausta un nosauc apk&#x101;rt&#x113;jos priek�metus, atceras savu &#x123;imeni, un tas viss mijas ar piln&#x12B;gas bezapzi&#x146;as br&#x12B;�iem. Nekas vi&#x146;u nevar uztraukt un atgriezt &#x12B;sten&#x12B;b&#x101; vair&#x101;k k&#x101; apgalvojums, ka vi&#x146;� ir apreibis; tad vi&#x146;� acumirkl&#x12B; iekaist un sasparojas, bet t&#x16B;da&#x13C; atgrie�as \ iepriek�&#x113;j&#x101; st&#x101;vokl&#x12B;; tikai, ja afekts, kas vi&#x146;u satraucis, bijis sevi�&#x137;i stiprs, tad iesp&#x113;jams, ka atskurbuma br&#x12B;dis paildzin&#x101;s, kaut ar&#x12B; tas nav atkar&#x12B;gs no pa�a gribas.</p><p>Beidzot izjutu apzi&#x146;as vienojo�o sp&#x113;ku, bet mans apzi&#x146;as centr&#x101; eso�ais �es� aizvien vair&#x101;k pagura, un domas jo&#x146;oja arvien trak&#x101;k&#x101; virpul&#x12B;. S&#x101;ku ba�&#x12B;ties, ka piln&#x12B;gi zaud&#x113;�u sa? ma&#x146;u, un centos izsaukt vem�anu. Tas izdev&#x101;s, meh&#x101;niski kairinot m&#x113;les sakni un r&#x12B;kli; t&#x101; es tiku va&#x13C;&#x101; no krietnas kampara porcijas, kas bija sajaukta ar g&#x13C;ot&#x101;m un siekal&#x101;m. Da&#x13C;&#x113;ji atguvos, kaut ar&#x12B; joproj&#x101;m nevar&#x113;ju koncentr&#x113;ties, domas juka, turpin&#x101;j&#x101;s aizm&#x101;r�&#x12B;ba un nesp&#x113;ja orient&#x113;ties. Vem�ana atviegloja st&#x101;vokli tikai &#x12B;slaic&#x12B;gi, p&#x113;c tam min&#x113;t&#x101;s par&#x101;d&#x12B;bas atkal pastiprin&#x101;j&#x101;s, t&#x101;p&#x113;c no jauna m&#x113;&#x123;in&#x101;ju izsaukt vem�anu. J&#x101;aizr&#x101;da, ka laiks, cik atceros, man vilk&#x101;s gausi. Stunda lik&#x101;s tik gara k&#x101; vesela dz&#x12B;ve ar neskait&#x101;miem notikumiem, no kuriem atmi&#x146;&#x101; vairs nebija palicis nekas. Apm&#x113;ram t&#x101; j&#x16B;tamies, ja, pamostoties no sap&#x146;iem bag&#x101;ta miega, nogul&#x113;to laiku sal&#x12B;dzin&#x101;m ar faktisko laiku: mieg&#x101; da�&#x101;s min&#x16B;t&#x113;s var izsap&#x146;ot dien&#x101;m garus sap&#x146;us un veikt j&#x16B;dz&#x113;m garus ce&#x13C;ojumus. Kaut ko l&#x12B;dz&#x12B;gu sav&#x101; lielaj&#x101; vecum&#x101; pieredz&#x113;ja Kants, kad da�u stundu ilgie pastaigas braucieni vi&#x146;am �&#x137;ita k&#x101; milz&#x12B;gi ce&#x13C;ojumi. Nepareiz&#x101; laika uztvere izskaidrojama t&#x101;d&#x113;j&#x101;di, ka sap&#x146;u il&#x16B;zij&#x101; fant&#x101;zijas t&#x113;lus uzskat&#x101;m par re&#x101;liem un m&#x113;r&#x12B;jam tos ar &#x12B;sto laika m&#x113;ru. Ziben&#x12B;g&#x101;m, nere&#x101;l&#x101;m fant&#x101;zijas ain&#x101;m t&#x101;ds m&#x113;rs neder ...</p><p>�&#x101;d&#x101; st&#x101;vokl&#x12B; bija aizrit&#x113;ju�as tr&#x12B;s stundas, ta�u es nejutos slikti. Visas kust&#x12B;bas padev&#x101;s viegli, un, ja vien sa&#x146;&#x113;mos, biju pie pilnas apzi&#x146;as. Tad man n&#x101;c&#x101;s veikt kaut ko steidzamu, kas pras&#x12B;ja visu ma&#x146;u org&#x101;nu koncentr&#x101;ciju. Tas ilga vienu stundu. Redzes iespaidi bija v&#x101;ji un gaisto�i, bet dzird&#x113;tais skaidri iespied&#x101;s apzi&#x146;&#x101;. Beidzot jutu galv&#x101; un vis&#x101; &#x137;ermen&#x12B; izplat&#x101;mies &#x12B;stu siltumu un zaud&#x113;ju sama&#x146;u. V&#x113;l&#x101;k man st&#x101;s-<strong>8* </strong>t&#x12B;ja, ka es tobr&#x12B;d esot piesarcis un p&#x113;c da�&#x101;m krampjveida kust&#x12B;b&#x101;m pakritis. Mani novietoju�i gult&#x101;, kur, tikai l&#x113;n&#x101;m elpodams, labu pusstundu es nogul&#x113;jis bezsama&#x146;&#x101;. Kad pamodos, pag&#x101;ja krietns laika spr&#x12B;dis, iekams at&#x123;idos: noskaidroju savu person&#x12B;bu, laiku un apk&#x101;rt&#x113;jo vidi. Viss r&#x12B;ta c&#x113;liens un nakts man �&#x137;ita viens vien&#x12B;gs tuk�ums � tum�s un netverams manai apzi&#x146;ai, kas cent&#x101;s atjaunot person&#x12B;bas identit&#x101;ti.�</p><p>Ar kamparu, kas vienm&#x113;r saist&#x12B;jis &#x101;rstu interesi, eksperiment&#x113;ja jau da�us gadus pirms Purkinj&#x113; dzim�anas. Dom&#x101;ja, ka �&#x12B; viela labv&#x113;l&#x12B;gi ietekm&#x113;s gar&#x12B;g&#x101;s darb&#x12B;bas trauc&#x113;jumus; psihisko slimnieku &#x101;rst&#x113;�anai kamparu sevi�&#x137;i ieteica V&#x12B;nes &#x101;rsts Leopolds Auenbrugers, kas atrada perkusiju � kr&#x16B;�u kurvja izklaudzin&#x101;�anu diagnostikas nol&#x16B;kos.</p><p>18. gadsimta otraj&#x101; pus&#x113; arvien noteikt&#x101;ka kjuva zin&#x101;tniski dom&#x101;jo�o &#x101;rstu pras&#x12B;ba, ka pareizo atbildi uz jaut&#x101;jumiem var dot vien&#x12B;gi eksperiments. Edinburgas &#x137;irurgs Viljamss Aleksandrs, sekodams jauno laiku izvirz&#x12B;taj&#x101;m pras&#x12B;b&#x101;m p&#x113;c eksperimentiem, veica tik ener&#x123;iskus un tik riskantus eksperimentus ar sevi, ka nereti vi&#x146;a dz&#x12B;v&#x12B;ba kar&#x101;j&#x101;s mata gal&#x101;. K&#x101;du dienu vi&#x146;� ie&#x146;&#x113;ma vienu skrupelu � apm&#x113;ram 1,3 g kampara un p&#x113;c tr&#x12B;sceturtda&#x13C;stundas konstat&#x113;ja, ka pulss un mut&#x113; izm&#x113;r&#x12B;t&#x101; temperat&#x16B;ra tikpat k&#x101; neizmain&#x12B;j&#x101;s. N&#x101;kamaj&#x101; dien&#x101; vi&#x146;� m&#x113;&#x123;in&#x101;jumu turpin&#x101;ja, ie&#x146;emot divk&#x101;r�u z&#x101;&#x13C;u devu. Vi&#x146;u nov&#x113;roja divi &#x101;rsti, t&#x101; laika slaven&#x12B;bas � Viljamss K&#x16B;liens un Aleksandrs Monro juniors. Kad vi&#x146;us pieaicin&#x101;ja sniegt pal&#x12B;dz&#x12B;bu savam kol&#x113;&#x123;im Aleksandram, abus p&#x101;r&#x146;&#x113;ma �ausmas. Aleksandram bija stipri krampji, pa muti n&#x101;ca putas, vi&#x146;� kliedza un trakoja, r&#x101;va un pl&#x113;sa visu, kas gad&#x12B;j&#x101;s pa rokai. Sis eksperiments patie�&#x101;m apdraud&#x113;ja dz&#x12B;v&#x12B;bu.</p><p>Auenbrugera ieteikto &#x101;rst&#x113;�anu ar kamparu, t&#x101;pat citu &#x101;rstu cen�anos izmantot �o medikamentu var uzskat&#x12B;t par priek�teci krampju terapijai, ko m&#x16B;sdien&#x101;s izmanto psihiatrij&#x101;, un, k&#x101; uzsver medic&#x12B;nas v&#x113;sturniece Erna Lesk&#x12B;, tie�i Auenbrugera &#x101;rst&#x113;�anas metode pelna iev&#x113;r&#x12B;bu medic&#x12B;nas v&#x113;stur&#x113;.</p></section><section><title><p><emphasis>INJEKCIJAS �&#x13B;IRCE</emphasis></p></title><p>Nav skaita eksperimentiem, kurus zin&#x101;tnieki izdar&#x12B;ju�i, Ievadot izm&#x113;&#x123;in&#x101;m&#x101;s vielas sav&#x101; organism&#x101; ar injekcijas pal&#x12B;dz&#x12B;bu. M&#x16B;sdienu injekcijas �|irce ir kaut kas tik parasts, ka ne mirkli nedom&#x101;jam par t&#x101;s v&#x113;sturi, pag&#x101;tni un ar&#x12B; faktu, ka sav&#x101; laik&#x101; bija vajadz&#x12B;ga drosme, lai iedurtu adatu mies&#x101; un ar jauna veida instrumenta pal&#x12B;dz&#x12B;bu ievad&#x12B;tu �&#x137;idrumu, kas satur z&#x101;les. Medic&#x12B;n&#x101; pirms katra izgudrojuma vai atkl&#x101;juma vienl&#x12B;dz svar&#x12B;gi izvirz&#x101;s gan jaut&#x101;jums par nezin&#x101;m&#x101;m sek&#x101;m, gan ari &#x101;rsta drosme, kur� risk&#x113;, grib&#x113;dams jauno izm&#x113;&#x123;in&#x101;t.</p><p>Kad 1628. gad&#x101; Harvejs laida klaj&#x101; gr&#x101;matu par asinsriti, darot zin&#x101;mu savu atkl&#x101;jumu par asinscirkul&#x101;cijas loku, vi&#x146;� apgalvoja, ka �&#x16B;skas kodiens esot b&#x12B;stams tikai t&#x101;p&#x113;c, ka inde no koduma vietas pa v&#x113;nu izplatoties &#x137;ermen&#x12B;. S&#x12B; piez&#x12B;me deva ang&#x13C;u &#x101;rstiem ierosmi teor&#x113;tiskiem sl&#x113;dzieniem, kas sekm&#x113;ja intravenoz&#x101;s injekcijas atkl&#x101;�anu. Harveja m&#x101;c&#x12B;ba apstiprin&#x101;j&#x101;s, un &#x101;rsti secin&#x101;ja, ka, ie�&#x13C;ircinot v&#x113;n&#x101;, &#x137;ermen&#x12B; var ievad&#x12B;t jebkuru &#x101;rstniec&#x12B;bas l&#x12B;dzekli. Ja ang&#x13C;i �o probl&#x113;mu cent&#x101;s risin&#x101;t tikai teor&#x113;tiski, t. i., eksperiment&#x113;jot ar dz&#x12B;vniekiem, tad v&#x101;cu &#x101;rsti g&#x101;ja soli t&#x101;l&#x101;k un jauno &#x137;irur&#x123;isko klizmu <emphasis>(klysma chirurgicum �</emphasis> t&#x101; tolaik d&#x113;v&#x113;ja intravenozo injekciju) pielietoja cilv&#x113;kiem.</p><p>Sie ie�&#x13C;ircin&#x101;jumi patie�&#x101;m mazliet atg&#x101;din&#x101;ja parast&#x101;s klizmas, kas toreiz&#x113;j&#x101; &#x101;rstu praks&#x113; bija viens no galvenajiem &#x101;rstniec&#x12B;bas pa&#x146;&#x113;mieniem. Dr&#x12B;z ar&#x12B; s&#x101;k&#x101;s pirmie eksperimenti. Te minams viens no 17. gs. otr&#x101;s puses &#x137;irurgiem Mateuss Gotfr&#x12B;ds Purmanis. Toreiz, nemit&#x12B;go karu period&#x101;, �im Sil&#x113;zij&#x101; dzimu�ajam &#x101;rstam, sniedzot pal&#x12B;dz&#x12B;bu ievainotajiem, netr&#x16B;ka izdev&#x12B;bu praktiz&#x113;ties kara &#x137;irur&#x123;ij&#x101;.</p><p>Cik sprie�ams no vi&#x146;a rakstiem, Purmanis bija &#x13C;oti izgl&#x12B;tots cilv&#x113;ks un, pateicoties savai &#x137;irurga veiksmei, guva iev&#x113;r&#x12B;bu tiklab karasp&#x113;k&#x101;, k&#x101; ar&#x12B; str&#x101;d&#x101;jot par Halber�tates un Breslavas &#x137;irurgu un pils&#x113;tas &#x101;rstu. Purmanim bija lieli nopelni karalauka &#x137;irur&#x123;ij&#x101;. 1670. gad&#x101;, k&#x101;dai lepras slimniecei p&#x101;rl&#x113;jis j&#x113;ra asinis, Purmanis nol&#x113;ma m&#x113;&#x123;in&#x101;t atbr&#x12B;voties no savas &#x101;das slim&#x12B;bas � dom&#x101;jams, ka�&#x137;a, ie�&#x13C;ircinot &#x101;rstniec&#x12B;bas l&#x12B;dzekli v&#x113;n&#x101;. Vi&#x146;� lika k&#x101;dam &#x137;irurgam sev rokas v&#x113;n&#x101;</p><p>ie�&#x13C;ircin&#x101;t z&#x101;les un � injekcijas br&#x12B;d&#x12B; pa&#x123;&#x12B;ba. Speci&#x101;listi v&#x113;l&#x101;k �o notikumu izskaidroja t&#x101;, ka pirms z&#x101;&#x13C;u ie�&#x13C;ircin&#x101;�anas neesot nolaistas asinis. �&#x101;ds apgalvojums, protams, bija nepareizs, vaina nebija mekl&#x113;jama ar&#x12B; nervos, bet gan z&#x101;&#x13C;u sast&#x101;v&#x101;, kam uzve&#x13C;ama atbild&#x12B;ba k&#x101; par nesama&#x146;as st&#x101;vokli, t&#x101; ar&#x12B; par v&#x113;l&#x101;kaj&#x101;m sek&#x101;m. D&#x16B;riena vieta iekaisa un v&#x113;l ilgi lika sevi man&#x12B;t. Bet &#x101;das slim&#x12B;ba, kas Purmani bija moc&#x12B;jusi m&#x113;ne�us un gadus, izzuda triju dienu laik&#x101;. Purmanis bija apmierin&#x101;ts un, kad vi&#x146;� p&#x113;c asto&#x146;iem gadiem karag&#x101;jiena laik&#x101; saslima ar lieliem karstumiem, kurus ar parastiem l&#x12B;dzek&#x13C;iem nevar&#x113;ja nodz&#x12B;t, vi&#x146;� par �o proced&#x16B;ru iz�&#x137;&#x12B;r&#x101;s otrreiz. Pagatavojis z&#x101;les, vi&#x146;� lika t&#x101;s sev ie�&#x13C;ircin&#x101;t v&#x113;n&#x101; un ar&#x12B; �oreiz guva v&#x113;lamos pan&#x101;kumus. Cik zin&#x101;ms, �ai nozar&#x113; tas bija pirmais eksperiments.</p><p>Bet, lai ar&#x12B; cik bie�i turpm&#x101;kajos gadu desmitos eksperiment&#x113;ja ar intravenozo injekciju, m&#x113;&#x123;inot izp&#x113;t&#x12B;t asinsriti, trombu ra�anos sird&#x12B; un noteiktu medikamentu iedarb&#x12B;bu uz dz&#x12B;vnieku, praksei tas nedeva nek&#x101;. Nebija v&#x113;l ar&#x12B; &#x12B;st&#x101;s injekcijas �&#x13C;irces, un � pats galvenais � tr&#x16B;ka zin&#x101;�anu. Ie�&#x13C;ircin&#x101;jumus v&#x113;n&#x101; joproj&#x101;m izdar&#x12B;ja vien&#x12B;gi dz&#x12B;vniekiem.</p><p>Bez mums jau zin&#x101;majiem m&#x113;&#x123;in&#x101;jumiem, kad jauno ie�&#x13C;ircin&#x101;�anas pa&#x146;&#x113;mienu pielietoja ar&#x12B; slimnieku &#x101;rst&#x113;�an&#x101;, j&#x101;min k&#x101;ds gad&#x12B;jums ar �&#x16B;skas kodumu, kad intravenoz&#x101; injekcija tie�&#x101;m izgl&#x101;ba cilv&#x113;kam dz&#x12B;v&#x12B;bu.</p><p>Daudz v&#x113;l&#x101;k notika k&#x101;da amerik&#x101;&#x146;u &#x101;rsta � Bostonas doktora Heila eksperiments, par ko st&#x101;sta slavenais v&#x101;cu &#x137;irurgs Johans Fridrihs D&#x12B;fenbahs, pirmais plastisko oper&#x101;ciju veic&#x113;js, kura m&#x101;ksl&#x12B;gie deguni bija slaveni vis&#x101; pasaul&#x113;. Heils bija ie�&#x13C;ircin&#x101;jis dz&#x12B;vniekiem v&#x113;n&#x101; nekairino�us �&#x137;idrumus un konstat&#x113;jis, ka �is pa&#x146;&#x113;miens nav b&#x12B;stams. Tad vi&#x146;� eksperiment&#x113;ja pats ar sevi un beig&#x101;s izdar&#x12B;ja visai d&#x12B;vainu m&#x113;&#x123;in&#x101;jumu: injic&#x113;ja sev v&#x113;n&#x101; paz&#x12B;stamo caurejas l&#x12B;dzekli � r&#x12B;cine&#x13C;&#x13C;u. Vispirms, k&#x101; apgalvo D&#x12B;fenbahs, Heils mut&#x113; jutis sav&#x101;du e&#x13C;&#x13C;as gar�u, tad uzn&#x101;cis nelabums un reibonis, sadumpojies v&#x113;ders, kaut ar&#x12B; zarnas nav iztuk�oju�&#x101;s. Beidzot s&#x101;cies drudzis. Lai atspirgtu, Heilam biju�as vajadz&#x12B;gas veselas tr&#x12B;s ned&#x113;&#x13C;as. Tas pier&#x101;da, cik maz par �o jaut&#x101;jumu toreiz zin&#x101;ja. E&#x13C;&#x13C;aina �&#x137;idruma ie�&#x13C;ircin&#x101;�ana v&#x113;n&#x101;, protams, apdraud dz&#x12B;v&#x12B;bu.</p><p>Ap 19. gs. beig&#x101;m un 20. gs. s&#x101;kumu intravenoz&#x101;s injekcijas kl&#x12B;nik&#x101;s nebija cie&#x146;&#x101; un m&#x101;jas praks&#x113; t&#x101;s tikpat k&#x101; nelietoja. St&#x101;voklis main&#x12B;j&#x101;s 1910. gad&#x101;, kad Pauls ferlihs atrada salvars&#x101;nu un nodeva �o br&#x12B;ni�&#x137;&#x12B;go l&#x12B;dzekli, kas bija ie�&#x13C;ircin&#x101;ms v&#x113;n&#x101;, &#x101;rstu r&#x12B;c&#x12B;b&#x101; c&#x12B;&#x146;ai pret sifilisu. Intravenoz&#x101; injekcija nu k&#x13C;uva par visu &#x101;rstu kop&#x12B;pa�umu, un m&#x16B;sdien&#x101;s daudzus &#x101;rstniec&#x12B;bas l&#x12B;dzek&#x13C;us ievada organism&#x101; vien&#x12B;gi injic&#x113;-�anas ce&#x13C;&#x101;. Agr&#x101;k ie�&#x13C;ircin&#x101;jumus parasti izdar&#x12B;ja zem &#x101;das, daudz ret&#x101;k muskul&#x12B;; m&#x16B;sdien&#x101;s medikamentu ievad&#x12B;�anai organism&#x101; galvenok&#x101;rt izmanto p&#x113;d&#x113;jo pa&#x146;&#x113;mienu.</p><p>Protams, p&#x113;tnieki ar&#x12B; �&#x12B;s injekcijas &#x13C;oli bie�i izm&#x113;&#x123;in&#x101;ja, eksperiment&#x113;jot ar sevi, un, kop� sp&#x113;c&#x12B;gi ir att&#x12B;st&#x12B;jusies farmaceitisk&#x101; r&#x16B;pniec&#x12B;ba, fabrik&#x101;s un laboratorij&#x101;s nodarbin&#x101;to &#x101;rstu eksperimenti ir kaut kas tik ikdieni�&#x137;s, ka eksperimentus re&#x123;istr&#x113; tikai atsevi�&#x137;os gad&#x12B;jumos, t&#x101;p&#x113;c uzzina par tiem reti. M&#x16B;sdien&#x101;s vispirms visu medikamentu � ar&#x12B; ie�&#x13C;ircin&#x101;mo eksperiment&#x101;la izm&#x113;&#x123;in&#x101;�ana notiek ar dz&#x12B;vniekiem, t&#x101;pat vielu &#x137;&#x12B;misk&#x101; p&#x101;rbaude; t&#x101;p&#x113;c �o medikamentu eksperiment&#x101;la ievad&#x12B;�ana cilv&#x113;kam dz&#x12B;v&#x12B;bas briesmas vairs nerada.</p></section><section><title><p><emphasis>&#x136;ERME&#x145;A NOSL&#x112;PUMI</emphasis></p></title><p>Cilv&#x113;kam vi&#x146;a pa�a &#x137;ermenis vienm&#x113;r �&#x137;itis nosl&#x113;pumu pilns, un ar&#x12B; medi&#x137;iem �o mist&#x113;riju priek�kars pav&#x113;ries tikai pamaz&#x101;m un nepiln&#x12B;gi. Da�s labs eksperiments pal&#x12B;dz&#x113;ja ieg&#x16B;t skaidr&#x12B;bu par atsevi�&#x137;u org&#x101;nu funkcij&#x101;m, bet, bez �aub&#x101;m, tikai dala no tiem k&#x13C;uvu�i paz&#x12B;stami.</p><p>Jau 16. gadsimt&#x101; iev&#x113;rojamais Santorio Santorio m&#x113;&#x123;in&#x101;ja atbild&#x113;t uz daudziem fiziolo&#x123;ijas jaut&#x101;jumiem, izdarot eksperimentus ar sevi. Medic&#x12B;nas v&#x113;stur&#x113; Santorio paz&#x12B;stams ar to, ka vi&#x146;� m&#x113;&#x123;in&#x101;jis p&#x101;rbaud&#x12B;t sv&#x101;rst&#x12B;bas, kur&#x101;m padots &#x137;erme&#x146;a svars da�&#x101;dos apst&#x101;k&#x13C;os. �os eksperimentus Santorio turpin&#x101;ja 30 gadus no vietas un p&#x113;c tam nodibin&#x101;ja klasisko m&#x101;c&#x12B;bu par neredzamo elpo�anu <emphasis>(perspiratio insensibilis).</emphasis></p><p>Darba kr&#x113;slu, gultu un galdu vi&#x146;� novietoja uz svariem, lai, str&#x101;d&#x101;jot, k&#x101; ar&#x12B; atp&#x16B;�oties var&#x113;tu noteikt sava svara izmai&#x146;as. Santorio r&#x16B;p&#x12B;gi m&#x113;r&#x12B;ja visus savus izdal&#x12B;jumus � &#x12B;si sakot, organiz&#x113;ja eksperimentu sist&#x113;mu, ko v&#x113;l&#x101;k nosauca par jatrofiziku; kop&#x101; ar matem&#x101;tiku un &#x137;&#x12B;mijas pirms&#x101;kumiem � &#x137;&#x12B;mijas b&#x16B;t&#x12B;ba gan nereti tika stipri p&#x101;rprasta � t&#x101; ietilpa jatrozin&#x101;t&#x146;u kopum&#x101;. M&#x16B;sdien&#x101;s �&#x12B;m zin&#x101;tn&#x113;m ir vairs tikai v&#x113;sturiska noz&#x12B;me, bet toreiz � 16. un 17. gadsimt&#x101;, neskatoties uz sist&#x113;mas vienpus&#x12B;bu, t&#x101;s ie&#x146;&#x113;ma valdo�o vietu visas pasaules medic&#x12B;nas zin&#x101;tn&#x113;.</p><p>M&#x113;&#x123;in&#x101;jumu veik�anai Santorio konstru&#x113;ja, atrada vai uzlaboja daudz instrumentu; vi&#x146;am pied&#x113;v&#x113; ar&#x12B; tie�u l&#x12B;dzdal&#x12B;bu termometra izgudro�an&#x101;. Termometru vi&#x146;� bie�i vien lietojis eksperimentos. Santorio izgatavojis ar&#x12B; mitruma m&#x113;r&#x12B;t&#x101;ju, un, ja &#x146;em v&#x113;r&#x101;, ka visus �os eksperimentus vi&#x146;� veicis triju gadu desmitu laik&#x101;, tad atliek tikai apbr&#x12B;not �&#x12B; v&#x12B;ra iztur&#x12B;bu un zin&#x101;tnisko precizit&#x101;ti. Santorio lielais darbs <emphasis>�De medic&#x12B;na stalica�</emphasis> (Par l&#x12B;dzsvara medic&#x12B;nu) izn&#x101;ca 1614. gad&#x101; Ven&#x113;cij&#x101;, t&#x101;tad v&#x113;l autora dz&#x12B;ves laik&#x101;. P&#x113;c tam to izdeva vair&#x101;kk&#x101;rt.</p><p>Santorio eksperimenti ar sevi � to rezult&#x101;t&#x101; rad&#x101;s m&#x101;c&#x12B;ba par neredzamo elpo�anu, bez �aub&#x101;m, bija viens no liel&#x101;kajiem t&#x101;laika fiziolo&#x123;ijas sasniegumiem; �&#x12B; atraduma svar&#x12B;gumu, to, k&#x101;da noz&#x12B;me organisma vesel&#x12B;b&#x101; ir &#x101;das elpo�anai, atkl&#x101;ja tikai v&#x113;l&#x101;kajos laikos. Tas, ka �o m&#x101;c&#x12B;bu izmantoja nepareizi un</p><p>&#x101;rstniec&#x12B;b&#x101; p&#x101;rm&#x113;r&#x12B;gi pielietoja sviedr&#x113;�anos, nemazina �&#x12B; atkl&#x101;juma noz&#x12B;mi.</p><p>Pag&#x101;ju�&#x101; gadsimta septi&#x146;desmitajos gados �veices &#x101;rsts F&#x113;likss Senks, v&#x113;l pavisam jauns cilv&#x113;ks, izdar&#x12B;ja eksperimentus darba fiziolo&#x123;ijas p&#x113;t&#x12B;�anas nol&#x16B;k&#x101;. Toreiz vi&#x146;� sv&#x113;ra 78,25 kilogramus. M&#x113;&#x123;in&#x101;juma pirmaj&#x101; dien&#x101; Senks pastaig&#x101;j&#x101;s no agra r&#x12B;ta l&#x12B;dz pulksten desmitiem, p&#x113;c tam tr&#x12B;s stundas .str&#x101;d&#x101;ja laboratorij&#x101;, tad atkal tr&#x12B;s stundas g&#x101;ja pastaig&#x101;ties, p&#x113;c tam vi&#x146;� vingroja l&#x12B;dz pulksten devi&#x146;iem vakar&#x101; un beidzot brauca ar vilcienu no Bernes uz Tunu, kur ierad&#x101;s ap vienpadsmitiem vakar&#x101;. Un t&#x16B;da&#x13C; vi&#x146;� k&#x101;j&#x101;m dev&#x101;s atpaka&#x13C;. 30 km garo ce&#x13C;u uz Berni Senks nog&#x101;ja 7 stund&#x101;s, ce&#x13C;&#x101; pat ne reizi neaps&#x113;zdamies. Berni vi&#x146;� sasniedza se�os no r&#x12B;ta un visu dienu pavad&#x12B;ja kustoties. N&#x101;kamaj&#x101; nakt&#x12B; vi&#x146;� nog&#x101;ja 32 km, so&#x13C;odams Murtenas virzien&#x101; un atpaka&#x13C;. Eksperimenta tre�aj&#x101; dien&#x101; vi&#x146;� str&#x101;d&#x101;ja, k&#x101; parasts, nakti nelik&#x101;s gul&#x113;t, bet g&#x101;jienam sp&#x113;ka vairs nepietika. Nosveroties Senks konstat&#x113;ja, ka vi&#x146;a &#x137;erme&#x146;a svars bija 76,8 kg.</p><p>P&#x113;c zin&#x101;ma laika Senks nol&#x113;ma izdar&#x12B;t otru eksperimentu. Pirmaj&#x101; dien&#x101; vi&#x146;� atkal daudz staig&#x101;ja, vingroja un nakts tums&#x101; dev&#x101;s �&#x137;&#x113;r�&#x13C;ot&#x101; p&#x101;rg&#x101;jien&#x101;. T&#x101;pat vi&#x146;� pavad&#x12B;ja otro un tre�o dienu, vien&#x12B;gi pirm&#x101; g&#x101;jiena laik&#x101; savainoto k&#x101;ju d&#x113;l n&#x101;c&#x101;s atteikties no p&#x101;rg&#x101;jiena, trauc&#x113;ja ar&#x12B; sliktais laiks. Lai �o nakti tom&#x113;r nepavad&#x12B;tu bezdarb&#x12B;b&#x101;, Senks izdom&#x101;ja vingrin&#x101;jumu sist&#x113;mu, kur&#x101; galven&#x101; loma bija ier&#x101;d&#x12B;ta 46 kg smagam akmenim. Vi&#x146;� cil&#x101;ja akmeni katru ceturtda&#x13C;stundu, s&#x101;kum&#x101; desmitreiz, v&#x113;l&#x101;k piecreiz un pret r&#x12B;tu tikai tr&#x12B;sreiz, pavisam divsimt rei�u. Eksperimenta rezult&#x101;tus Senks apkopoja trakt&#x101;t&#x101; par musku&#x13C;u darba ietekmi uz olbaltuma sair�anu cilv&#x113;ka organism&#x101;. Trakt&#x101;ts tika public&#x113;ts 1874. gad&#x101;.</p></section><section><title><p><strong>UZTURA PROBL&#x112;MAS</strong></p></title><p>Starp daudzajiem eksperimentiem, ko p&#x113;tnieki izdar&#x12B;ju�i ar sevi, lai izzin&#x101;tu &#x137;erme&#x146;a meh&#x101;nismu, noz&#x12B;m&#x12B;gu vietu ie&#x146;em tie, kas velt&#x12B;ti uztura jaut&#x101;jumam. Protams, daudz taml&#x12B;dz&#x12B;gu eksperimentu veikts jau agr&#x101;k, ta�u m&#x113;s par tiem zin&#x101;m maz. Medic&#x12B;nas v&#x113;sturnieki nor&#x101;da, ka vec&#x101;kais eksperimentators uzturzin&#x101;tn&#x113; ir &#x101;rsts Viljams Starks, kas dzimis Birmingem&#x101; 1740. gad&#x101;, doktora gr&#x101;du ieguvis Leiden&#x113; un v&#x113;l&#x101;k str&#x101;d&#x101;jis London&#x101;. Tur Sv&#x113;t&#x101; Georga slimn&#x12B;c&#x101;, iev&#x113;rojam&#x101; kara &#x101;rsta D�ona Pringla ierosin&#x101;ts, Starks veica pla�i paz&#x12B;stamos eksperimentus ar vienpus&#x12B;gu uzturu, bet �ie eksperimenti t&#x101; saboj&#x101;ja vi&#x146;a vesel&#x12B;bu, ka 29 gadu vecum&#x101; vi&#x146;� nomira. St&#x101;rks atst&#x101;ja piez&#x12B;mes, ko v&#x113;l&#x101;k public&#x113;ja ang&#x13C;u higi&#x113;nists D�ems Smits.</p><p>Balstoties uz eksperimentiem, Starks cent&#x101;s parastos uztura l&#x12B;dzek&#x13C;us vispirm&#x101;m k&#x101;rt&#x101;m iedal&#x12B;t kait&#x12B;gos un nekait&#x12B;gos. M&#x113;ne�iem ilgi vi&#x146;� iev&#x113;roja pa�a izstr&#x101;d&#x101;to uztura re�&#x12B;mu, ned&#x113;&#x13C;&#x101;m vi&#x146;a uzturs bija &#x13C;oti vienpus&#x12B;gs. Da�as ned&#x113;&#x13C;as Starks &#x113;da tikai maizi, kl&#x101;t piedzerdams &#x16B;deni. Citreiz vi&#x146;� &#x146;&#x113;ma � maizi, ol&#x12B;vu e&#x13C;&#x13C;u un &#x16B;deni. V&#x113;l&#x101;k vi&#x146;� at&#x13C;&#x101;v&#x101;s da�as ned&#x113;&#x13C;as &#x113;st ga&#x13C;u, maizi un &#x16B;deni. P&#x113;c tam maizi, spe&#x137;i un t&#x113;ju vai ar&#x12B; maizi, kaus&#x113;tu sviestu, &#x16B;deni un s&#x101;li � t&#x101; tas turpin&#x101;j&#x101;s m&#x113;ne�iem, l&#x12B;dz St&#x101;rk&#x101; organisms bija gal&#x12B;gi sabeigts, un vi&#x146;� saslima. D&#x12B;vain&#x101; k&#x101;rt&#x101; tas notika tie�i tad, kad eksperiment&#x113;t&#x101;js lietoja relat&#x12B;vi vieglu bar&#x12B;bu � medu un no smalkiem miltiem pagatavotu pudi&#x146;u. Kad Starks v&#x113;lreiz izmain&#x12B;ja di&#x113;tu un par galveno uzturl&#x12B;dzekli izv&#x113;l&#x113;j&#x101;s Cestera sieru, iest&#x101;j&#x101;s sabrukums � vi&#x146;� nomira p&#x101;ragr&#x101; n&#x101;v&#x113; 1770. gada 23. febru&#x101;r&#x12B;.</p><p>Starks nebija fan&#x101;tisks c&#x12B;n&#x12B;t&#x101;js par k&#x101;du noteiktu uztura m&#x101;c&#x12B;bu. Vi&#x146;a m&#x113;r&#x137;is bija pretrun&#x101; ar to, p&#x113;c k&#x101; cent&#x101;s citi uztura reformatori. Starks tikai grib&#x113;ja pier&#x101;d&#x12B;t, �ka cilv&#x113;ku sabiedr&#x12B;bai n&#x101;ktu par labu, ja t&#x101; p&#x101;rliecin&#x101;tos, ka pat&#x12B;kama un daudzpus&#x12B;ga bar&#x12B;ba vesel&#x12B;bai tikpat nepiecie�ama k&#x101; stingrie Kornaro vai paz&#x12B;stam&#x101; Eksesas Millera di&#x113;tiskie principi un priek�raksti�. Starks sevi�&#x137;i izce&#x13C; ven&#x113;cieti Luid�i Kornaro, kas gan nebija &#x101;rsts, tom&#x113;r &#x13C;oti izgl&#x12B;tots cilv&#x113;ks; Kornaro sasniedza gandr&#x12B;z 100 gadu vecumu un apgalvoja, ka esot iz&#x101;rst&#x113;jis savu ku&#x146;&#x123;a kaiti un nodz&#x12B;vojis tik ilgu m&#x16B;�u vien&#x12B;gi t&#x101;p&#x113;c, ka iev&#x113;rojis stingri noteiktu di&#x113;tu.</p><p>Starks savus eksperimentus cent&#x101;s veikt zin&#x101;tniski; ta�u p&#x101;r&#x101;k liel&#x101;s vienk&#x101;r�&#x12B;bas d&#x113;&#x13C; iev&#x113;rojamas v&#x113;rt&#x12B;bas tiem nebija. Starks katru dienu pierakst&#x12B;ja, k&#x101;ds bijis laiks, ko un k&#x101;dos daudzumos vi&#x146;� &#x113;dis, cik daudz bijis ekskrementu; ik dienas vi&#x146;� nosv&#x113;r&#x101;s, atz&#x12B;m&#x113;ja, k&#x101;da bijusi oma un vesel&#x12B;bas st&#x101;voklis. M&#x113;&#x123;in&#x101;jumu s&#x113;rija bija iecer&#x113;ta labi, ta�u t&#x101;s zin&#x101;tniskie pan&#x101;kumi izr&#x101;d&#x12B;j&#x101;s niec&#x12B;gi; atzinumam, ka vienpus&#x12B;gs uzturs cilv&#x113;ka &#x137;ermenim &#x13C;oti kait&#x12B;gs, nebija nepiecie�ami eksperimenti, kas beidz&#x101;s tik tra&#x123;iski.</p><p>Moderno eksperimentu laikmets uztura m&#x101;c&#x12B;bas nozar&#x113; s&#x101;k&#x101;s daudz v&#x113;l&#x101;k, jo tikai &#x137;&#x12B;mijas att&#x12B;st&#x12B;ba ar attiec&#x12B;gu laboratoriju iek&#x101;rto�anu rad&#x12B;ja b&#x101;zi prec&#x12B;z&#x101;kiem eksperimentiem. Nu notika tik daudz eksperimentu, ka iesp&#x113;jams min&#x113;t tikai pa�us noz&#x12B;m&#x12B;g&#x101;kos. Vispirms �e j&#x101;nosauc iev&#x113;rojamais Minhenes higi&#x113;nists Maksis Petenkofers; par to, k&#x101; vi&#x146;� eksperiment&#x113;ja ar sevi, lai p&#x113;t&#x12B;tu holeru, jau min&#x113;j&#x101;m. Noz&#x12B;m&#x12B;g&#x101;ki ir eksperimenti, ko Petenkofera vad&#x12B;b&#x101; ar sevi izdar&#x12B;ja vi&#x146;a skolnieks Johans Ranke, tas pats Ranke, kas v&#x113;l&#x101;k ieguva antropologa slavu. Kad Ranke v&#x113;l str&#x101;d&#x101;ja fiziolo&#x123;ijas instit&#x16B;t&#x101;, vi&#x146;� nol&#x113;ma eksperiment&#x113;t ar sevi, lai risin&#x101;tu uztura zin&#x101;tnes jaut&#x101;jumus. 1861. gada 19. j&#x16B;lij&#x101; p&#x113;c 20 stundu ilgas gav&#x113;�anas vi&#x146;� uzs&#x101;ka m&#x113;&#x123;in&#x101;jumus. Devi&#x146;os no r&#x12B;ta vi&#x146;� ap&#x113;da pamat&#x12B;gu porciju ga&#x13C;as; &#x113;diens bija pagatavots no 1917 gramiem piln&#x12B;gi liesas ga&#x13C;as un 74 gramiem tauku. Vispirms vi&#x146;� no&#x113;da 800 gramu, pusdien&#x101; � 100 gramu, t&#x101;tad &#x13C;oti lielu ga&#x13C;as porciju. Vair&#x101;k ie&#x113;st vi&#x146;� nejaud&#x101;ja. P&#x113;cpusdien&#x101; Ranke sajuta ku&#x146;&#x123;&#x12B; stipras s&#x101;pes un secin&#x101;ja, ka t&#x101; esot maksim&#x101;l&#x101; deva, ko. cilv&#x113;ks varot ie&#x113;st.</p><p>Tajos laikos izvirz&#x12B;j&#x101;s ar&#x12B; jaut&#x101;jums, vai cilv&#x113;ks sp&#x113;j dz&#x12B;vot vien&#x12B;gi no ga&#x13C;as. Ranke uzskat&#x12B;ja, ka vi&#x146;a eksperiments pier&#x101;da pret&#x113;jo.</p><p>Ga&#x13C;as noz&#x12B;me uztur&#x101; un olbaltuma probl&#x113;ma visp&#x101;r pag&#x101;ju�&#x101; gadsimta 70. gadu fiziologiem bija viens no svar&#x12B;g&#x101;kiem p&#x113;t&#x12B;jumu objektiem. Ne tikai Ranke, bet ar&#x12B; Petenkofera skolnieks Maksis Rubners, kas v&#x113;l&#x101;k bija V&#x101;cijas iev&#x113;rojam&#x101;kais uztura fiziologs, jau studiju gados izdar&#x12B;ja ar sevi eksperimentus, lai konstat&#x113;tu, cik liela ir ga&#x13C;as v&#x113;rt&#x12B;ba. Uz �iem eksperimentiem balst&#x12B;j&#x101;s 1880. gad&#x101; uzrakst&#x12B;tais pla�ais Rubnera darbs par da�u uzturl&#x12B;dzek&#x13C;u izmanto�anu zarnu trakt&#x101;.</p><p>&#x100;rsts Rubners izdar&#x12B;ja ar sevi eksperimentu 1876. gad&#x101;, b&#x16B;dams 22 gadus vecs. Pirmaj&#x101; m&#x113;&#x123;in&#x101;jum&#x101; vi&#x146;� 3 dienas p&#x101;rtika no cepe�a, kas bija pagatavots no 4300 gramiem svaigas liesas ga&#x13C;as; cepetis sv&#x113;ra 2654 gramus. Ar&#x12B; otrais eksperiments, ilga 3 dienas; �oreiz no 3,5 kg svaigas v&#x113;r�a ga&#x13C;as bija pagatavots 2200 gramu cepe�a. Cep�anai lietoja sviestu, nedaudz piparu un s&#x12B;polu, t&#x101;p&#x113;c cepetis bija gar�&#x12B;gs. Ta�u tre�aj&#x101; dien&#x101; Rubners tikai ar gr&#x16B;t&#x12B;b&#x101;m var&#x113;ja nor&#x12B;t da�us kumosus: p&#x101;r&#x101;k liela bija pret&#x12B;guma saj&#x16B;ta. Vi&#x146;� s&#x16B;dz&#x113;j&#x101;s par stipru nogurumu k&#x101;j&#x101;s un rok&#x101;s un v&#x113;l labu laiku p&#x113;c �iem m&#x113;&#x123;in&#x101;jumiem ga&#x13C;as re�&#x12B;ma dienas atcer&#x113;j&#x101;s ar riebumu. Toreiz Rubners str&#x101;d&#x101;ja pie Petenkofera.</p><p>�o eksperimentu laik&#x101;, protams, r&#x16B;p&#x12B;gi analiz&#x113;ja ar&#x12B; ekskrementus. Vajadz&#x113;ja konstat&#x113;t sl&#x101;pek&#x13C;a bilanci. T&#x101; par&#x101;d&#x12B;ja, ka Rubnera organisms olbaltumus tom&#x113;r veidojis. T&#x101;tad Rankes uzskats, ka cilv&#x113;ks nevarot dz&#x12B;vot no ga&#x13C;as vien, neiztur&#x113;ja kritiku. Sviesta un gar�vielu piedev&#x101;m �e nebija nek&#x101;das noz&#x12B;mes, t&#x101;s bija nepiecie�amas tikai kulin&#x101;ru mot&#x12B;vu un gar�as uzlabo�anas d&#x113;&#x13C;. Rubners eksperiment&#x113;ja ar&#x12B; ar kartupe&#x13C;iem un pier&#x101;d&#x12B;ja, ka organismam nepiecie�amo sl&#x101;pek&#x13C;a minimumu ik dienas var segt ar 3600 kalorij&#x101;m kartupe&#x13C;u, kaut ar&#x12B; olbaltuma �ai dev&#x101; ir sam&#x113;r&#x101; maz. T&#x101;d&#x113;j&#x101;di Rubners pasv&#x12B;troja kartupe&#x13C;u noz&#x12B;mi iedz&#x12B;vot&#x101;ju uztur&#x101;.</p><p>�e, t&#x101;pat k&#x101; neskait&#x101;mos citos eksperimentos ar cilv&#x113;kiem un dz&#x12B;vniekiem, tika p&#x113;t&#x12B;ta olbaltuma probl&#x113;ma, t. i., jaut&#x101;jums par to, k&#x101;ds olbaltumu daudzums cilv&#x113;ka organismam nepiecie�ams, lai saglab&#x101;tu sl&#x101;pek&#x13C;a l&#x12B;dzsvaru un lai olbaltuma nepietiekamas pieg&#x101;des gad&#x12B;jum&#x101; nevajadz&#x113;tu pat&#x113;r&#x113;t &#x137;erme&#x146;a olbaltumu. �ai probl&#x113;mai ir milz&#x12B;ga noz&#x12B;me pla�u iedz&#x12B;vot&#x101;ju aprindu un visas tautas uztura jaut&#x101;jumu k&#x101;rto�an&#x101;.</p><p>�aj&#x101; sakar&#x12B;b&#x101; Rubners min ar&#x12B; skandin&#x101;vu p&#x113;tnieka Siv&#x113;na eksperimentus ar sevi. Zin&#x101;mu laiku Siv&#x113;ns p&#x101;rtika galvenok&#x101;rt no kartupe&#x13C;iem, maizes, &#x101;boliem, cukura un maz&#x101;m piena, sviesta, siera un olu dev&#x101;m. Izr&#x101;d&#x12B;j&#x101;s, ka olbaltuma l&#x12B;dzsvara saglab&#x101;�anai organismam pietika ar 4,5 g sl&#x101;pek&#x13C;a. Ar&#x12B; �is eksperiments pier&#x101;d&#x12B;ja toreiz izvirz&#x12B;t&#x101;s pras&#x12B;bas aplam&#x12B;bu, ka cilv&#x113;kam, m&#x113;reni str&#x101;d&#x101;jot, dien&#x101; vajadz&#x12B;gs 118 gramu olbaltuma: l&#x12B;dzsvara uztur&#x113;�anai organisms iztika ar iev&#x113;rojami maz&#x101;k sl&#x101;pek&#x13C;a. Protams, visi �ie eksperimenti neapmierina t&#x101;d&#x113;&#x13C;, ka tie aptver &#x12B;su laikaspr&#x12B;di; nemald&#x12B;gu ainu g&#x16B;stam tikai no gar&#x101;k&#x101; laika posm&#x101; veiktiem eksperimentiem. Rubners piebilst, ka Siv&#x113;na atkl&#x101;tais olbaltuma minimums pat tad v&#x113;l liekas uzkr&#x12B;to�i mazs, ja atceras, ka �vi&#x146;� &#x113;dis ne tikai kartupe&#x13C;us, bet da�&#x101;du p&#x101;rtikas vielu sajaukumu�. Rubners ar&#x12B; saka, ka Siv&#x113;na ieg&#x16B;tie rezult&#x101;ti par&#x101;d&#x101;s pavisam cit&#x101; gaism&#x101;, ja izmanto nov&#x113;rojumus par olbaltumvielu p&#x101;rv&#x113;rt&#x12B;b&#x101;m, kas bija konstat&#x113;tas Rubnera eksperimentos ar su&#x146;iem.</p><p>Turkl&#x101;t Rubners ieguva rezult&#x101;tus, kurus var&#x113;ja attiecin&#x101;t ar&#x12B; uz cilv&#x113;kiem un kuri v&#x113;l&#x101;k piln&#x12B;gi apstiprin&#x101;j&#x101;s. Tie liecina par cilv&#x113;ka organisma lielaj&#x101;m piem&#x113;ro�an&#x101;s sp&#x113;j&#x101;m. Vi&#x146;� atkl&#x101;ja, ka nov&#x101;j&#x113;ju�ie un kalsnie cilv&#x113;ki olbaltumu izmanto daudz lab&#x101;k nek&#x101; resnie, t&#x101;tad pirmajiem t&#x101; nepiecie�ams krietni maz&#x101;k. Daudzie eksperimenti, kas notiku�i pa da&#x13C;ai laboratorij&#x101;s, pa da&#x13C;ai negrib&#x113;ti, ikdien&#x101;, piem&#x113;ram, gr&#x16B;tajos karalaika apst&#x101;k&#x13C;os vai nejau�a gad&#x12B;juma p&#x113;c, �&#x12B; apgalvojuma pareiz&#x12B;bu apstiprina.</p><p>Iev&#x113;r&#x12B;bu pelna ar&#x12B; citi ar vienpus&#x12B;gu uzturu veiktie eksperimenti. �ai sakar&#x12B;b&#x101; jau min&#x113;ts Purkinj&#x113; v&#x101;rds. Eksperimen-t&#x113;�anas nol&#x16B;k&#x101; ar&#x12B; Purkinj&#x113; reiz m&#x113;&#x123;in&#x101;ja da�as dienas p&#x101;rtikt tikai no ol&#x101;m. T&#x101;pat r&#x12B;koj&#x101;s k&#x101;ds Minhenes medic&#x12B;nas students, kas divas dienas p&#x101;rtika tikai no cieti nov&#x101;r&#x12B;t&#x101;m ol&#x101;m, ap&#x113;dot 42 olas. Un tom&#x113;r vi&#x146;� bija uz&#x146;&#x113;mis par maz olbaltuma, kaut gan vair&#x101;k olu ap&#x113;st vi&#x146;� nejaud&#x101;ja.</p><p>�veices &#x101;rsts Gerbers no T&#x16B;nas izdar&#x12B;ja eksperimentu, p&#x101;rtikdams tr&#x12B;s dienas no piena. Vi&#x146;� izdz&#x113;ra nedaudz vair&#x101;k par 7 litriem, prec&#x12B;zi: 7315 gramu; �&#x12B;s devas piln&#x12B;gi pietika, jo sl&#x101;pek&#x13C;a l&#x12B;dzsvars saglab&#x101;j&#x101;s.</p><p>Eksperiment&#x113;ja, protams, ar&#x12B; p&#x101;rtiekot tikai no d&#x101;rze&#x146;iem, &#x12B;pa�i v&#x113;l t&#x101;d&#x113;&#x13C;, ka to pias&#x12B;ja zin&#x101;tne; toreiz daudz tika diskut&#x113;ts par uztura reform&#x101;m ve&#x123;et&#x101;risma virzien&#x101;. T&#x101;, piem&#x113;ram, P&#x113;terburgas &#x101;rsts Voro�ilovs p&#x101;rticis 30 dienas, &#x113;zdams katru dienu 400 g zir&#x146;u, 400 g maizes, 100 g cukura un 10 g v&#x101;r&#x101;m&#x101;s s&#x101;ls. No min&#x113;tajiem produktiem olbaltumu satur&#x113;ja tikai maize un zir&#x146;i, ga&#x13C;as nebija nemaz. Turkl&#x101;t &#x101;rsts divas stundas dien&#x101; str&#x101;d&#x101;ja, veikdams 8500 kilogrammetru stund&#x101;. �is 1872. gad&#x101; izdar&#x12B;tais eksperiments pier&#x101;d&#x12B;ja, ka Voro�ilovs sava &#x137;erme&#x146;a olbaltumu nezaud&#x113;ja.</p><p>L&#x12B;dz&#x12B;gu eksperimentu ar zir&#x146;iem bija izdar&#x12B;jis ar&#x12B; Rubners. Sl&#x101;pek&#x13C;a l&#x12B;dzsvars toreiz neizmain&#x12B;j&#x101;s, bet citreiz divu dienu ilg&#x101; eksperiment&#x101; vi&#x146;� pier&#x101;d&#x12B;ja, ka uzturs, kas sast&#x101;v&#x113;ja tikai no za&#x13C;&#x101;m pup&#x101;m, nesp&#x113;ja segt olbaltuma pat&#x113;ri&#x146;u, ac&#x12B;m redzot t&#x101;p&#x113;c, ka t&#x101;du vairumu zir&#x146;u, kas satur pieliekami olbaltuma, vi&#x146;� nesp&#x113;ja ap&#x113;st. Rubners toreiz bija saut&#x113;jis 1080 gramu svaigu pupu apm&#x113;ram 100 gramos sviesta, pieliekot nedaudz s&#x101;ls. Ta�u pier&#x101;d&#x12B;j&#x101;s, ka pup&#x101;s eso�ais olbaltums netika piln&#x12B;gi izmantots. Tagad ir zin&#x101;ms, ka p&#x101;k�augu olbaltumam ir maz&#x101;ka biolo&#x123;isk&#x101; v&#x113;rt&#x12B;ba nek&#x101; ga&#x13C;as olbaltumam.</p><p>Cit&#x101;dus eksperimentus ar zir&#x146;iem izdar&#x12B;ja &#x101;rsts &#x41B;. P. Rih-ters. Vi&#x146;� grib&#x113;ja p&#x101;rbaud&#x12B;t, vai p&#x101;k�augus v&#x101;r&#x12B;t ciet&#x101; &#x16B;den&#x12B; tie�&#x101;m ir nelietder&#x12B;gi. 1903. gad&#x101; Rihters izdar&#x12B;ja �&#x101;du eksperimentu: pirmaj&#x101; dien&#x101; vi&#x146;� ap&#x113;da 600 gramus nok&#x101;stu, destil&#x113;t&#x101; &#x16B;den&#x12B; v&#x101;r&#x12B;tu, bet otr&#x101; dien&#x101; tikpat daudz ciet&#x101; &#x16B;den&#x12B; v&#x101;r&#x12B;tu zir&#x146;u. At�&#x137;ir&#x12B;ba bija ne tikai t&#x101;, ka p&#x113;d&#x113;jie slikt&#x101;k gar�oja, tie rad&#x12B;ja ar&#x12B; v&#x113;dera uzp&#x16B;�anos un graizes. Ekskrementu anal&#x12B;ze pier&#x101;d&#x12B;ja, ka otr&#x101; gad&#x12B;jum&#x101; bija iev&#x113;rojams sl&#x101;pek&#x13C;a zudums.</p><p>�ie eksperimenti pras&#x12B;ja &#x101;rstiem da�u labu upuri, kaut gan j&#x101;saka, ka b&#x12B;stam&#x12B;bas zi&#x146;&#x101; tie nav sal&#x12B;dzin&#x101;mi ar m&#x113;&#x123;in&#x101;jumiem, kas izdar&#x12B;ti ar slim&#x12B;bu d&#x12B;g&#x13C;iem.</p><p>Daudzi eksperimenti velt&#x12B;ti jaut&#x101;jumam, par cik cilv&#x113;ka zarn&#x101;s izmantojama celuloze. Divi Sil&#x113;zijas &#x101;rsti 1870. gad&#x101; izdar&#x12B;ja �&#x101;du eksperimentu: tr&#x12B;s dienas vi&#x146;i p&#x101;rlika vien&#x12B;gi no k&#x101;liem, k&#x101;postiem un sal&#x101;tiem, katru dienu pat&#x113;r&#x113;dami 2,5 vai 3 kg �&#x101;da uztura. Vair&#x101;k ie&#x113;st vi&#x146;i nevar&#x113;ja, kaut ari d&#x101;rze&#x146;u &#x113;dieni bija pagatavoti iesp&#x113;jami gar�&#x12B;gi.</p><p>Ekskrementu anal&#x12B;ze par&#x101;d&#x12B;ia, ka viens &#x101;rsts bija sagremojis 47, otrs 62% celulozes. Citi &#x101;rsti atkl&#x101;ju�i, ka celuloze sagremojama daudz maz&#x101;k&#x101; m&#x113;r&#x101;, ac&#x12B;m redzot, iz�&#x137;&#x12B;r&#x113;ja loma te faktam, vai celulozi saturo�ais uzturs tiek uz&#x146;emts viens pats vai kop&#x101; ar ga&#x13C;u. Celulozes noz&#x12B;me norm&#x101;l&#x101; zarnu darb&#x12B;b&#x101; noskaidrota tikai v&#x113;l&#x101;k, un uztura fiziologi vienm&#x113;r to pasv&#x12B;tro.</p><p>Protams, daudz l&#x12B;dz&#x12B;gu m&#x113;&#x123;in&#x101;jumu velt&#x12B;ts ar&#x12B; cilv&#x113;ka galvenajam iztikas l&#x12B;dzeklim � maizei. &#x136;&#x12B;l&#x113;s higi&#x113;nists R&#x16B;dolfs Oto Neimanis, kas k&#x13C;uva paz&#x12B;stams ar&#x12B; k&#x101; speci&#x101;lists tropu slim&#x12B;b&#x101;s, 1920. gad&#x101; izdeva gr&#x101;matu, kur&#x101; apraksta pirm&#x101; pasaules kara laik&#x101; lietotos maizes piejaukumus. Tajos gr&#x16B;tajos laikos cent&#x101;s izl&#x12B;dz&#x113;ties, maizei piejaucot da�&#x101;das piedevas. Peremi�&#x13C;as aplenkum&#x101; maizei grib&#x113;ja s&#x101;kt piejaukt koka miltus, ta�u, pamatojoties uz toreiz&#x113;j&#x101; sanit&#x101;r&#x101; dienesta priek�nieka vietnieka H. Gl&#x101;zera zi&#x146;ojuma, no �&#x101;da pas&#x101;kuma n&#x101;c&#x101;s atteikties, jo kareivji t&#x101;du maizi nepanesa un t&#x101; tika izmantota slikt&#x101;k nek&#x101; kvantitat&#x12B;v&#x101; zi&#x146;&#x101; maz&#x101;ks maizes daudzums bez koka piejaukuma. Kareivjiem t&#x101; b&#x16B;tu bijusi, k&#x101; teikt, acu apm&#x101;n&#x12B;�ana. Protams, daudz kas atkar&#x12B;gs ar&#x12B; no maizes cep�anas tehnikas. Peremi�&#x13C;&#x101; tikpat neveiksm&#x12B;gas bija p&#x16B;les paaugstin&#x101;t maizes uzturv&#x113;rt&#x12B;bu, piejaucot asinis. Gl&#x101;zera eksperimenti ar sevi pier&#x101;d&#x12B;ja �&#x12B; pa&#x146;&#x113;miena neder&#x12B;gumu.</p><p>Cik maizes vajag, lai segtu vienas dienas uztura pat&#x113;ri&#x146;u? �o jaut&#x101;jumu, balstoties uz eksperimentiem ar sevi, 19. gs. 70. gados m&#x113;&#x123;in&#x101;ja noskaidrot &#x101;rsts Adolfs Mai j&#x113;rs. Vi&#x146;� konstat&#x113;ja, ka vienas dienas uzturam esot nepiecie�ami 807 grami rupjmaizes vai 920 grami baltmaizes, vai ar&#x12B; 1200 grami pl&#x101;ce&#x146;a, kas raudz&#x113;ts un cepts p&#x113;c veslf&#x101;lie�u parauga � no rupja maluma rudzu miltiem. Devas, protams, &#x13C;oti sv&#x101;rst&#x101;s. Nordens, pamatojoties uz eksperimentiem ar sevi, noteicis maizes normu smaga fiziska darba str&#x101;dniekiem 600�700 gramu dien&#x101;, reiz&#x113; gan apgalvodams, ka ar �o devu tiekot segta tikai da&#x13C;a ener&#x123;ijas pat&#x113;ri&#x146;a, lai ar&#x12B; nemaza. Eksperiment&#x113;jot ar sevi, Mai j&#x113;rs noskaidroja, ka vi&#x146;� sagremojis 94% baltmaizes, 90% rupjmaizes, bet tikai 80% pl&#x101;ce&#x146;a. &#x112;dot maizi, kam piejaukti koka milti, eksperiment&#x113;ts jau agr&#x101;k: �&#x101;dus eksperimentus izdar&#x12B;jis T&#x12B;bingenas fiziologs Johans Heinrihs Ferdinands fon Autenr&#x12B;ts. Kad 1817. gad&#x101; k&#x101;d&#x101; Krievijas apgabal&#x101; izc&#x113;l&#x101;s bads, vi&#x146;� izcepa maizi ar koka piejaukumu un lietoja �o maizi pats. Rezult&#x101;ts eksperiment&#x113;t&#x101;ju apmierin&#x101;ja. Koka milti � k&#x101; vi&#x146;� zi&#x146;oja, � piejaukti maizei vai putrai ar&#x12B; liel&#x101;k&#x101; daudzum&#x101;, organism&#x101; neradot nek&#x101;dus trauc&#x113;jumus.</p><p>Neb&#x16B;tu lieki piemin&#x113;t ar&#x12B; kara laika maizi, ko no 50% rudzu-kvie�u un 50% b&#x113;rzu koka miltiem izcepa Berl&#x12B;nes zin&#x101;tnieks Haberlands un atzina par gar�&#x12B;gu. Ta�u ar&#x12B; �o maizi nevar&#x113;ja lietot pat gr&#x16B;tajos kara laika apst&#x101;k&#x13C;os.</p><p>Uztura reforma � atgrie�an&#x101;s pie dabiskas bar&#x12B;bas, pilnv&#x113;rt&#x12B;gas maizes, atteik�an&#x101;s no ga&#x13C;as, ve&#x123;et&#x101;ri &#x113;dieni, za&#x13C;bar&#x12B;ba � t&#x101;s bija piobl&#x113;mas, kas 20. gs. s&#x101;kum&#x101; izvirz&#x12B;j&#x101;s uztura fiziolo&#x123;ijas priek�pl&#x101;n&#x101;, p&#x113;c tam, kad �ajos jaut&#x101;jumos bija guvu�i pieredzi un savus spriedumus izteiku�i nespeci&#x101;listi. Beidzot visi &#x101;rsti, kas nodarboj&#x101;s ar uztura fiziolo&#x123;iju, s&#x101;ka eksperiment&#x113;t ar sevi, lai p&#x101;rbaud&#x12B;tu, vai uzst&#x101;d&#x12B;t&#x101;s teorijas attaisnojas praks&#x113;.</p><p>Viens no �iem &#x101;rstiem bija doktors Karls R&#x113;ze, kam ausu kaites d&#x113;&#x13C; n&#x101;c&#x101;s pamest praksi un piev&#x113;rsties zob&#x101;rstniec&#x12B;bai. R&#x113;z&#x113; nodibin&#x101;ja Dr&#x113;zden&#x113; zobu higi&#x113;nas centru, un t&#x101; vi&#x146;am rad&#x101;s iesp&#x113;ja stud&#x113;t zobu boj&#x101;�an&#x101;s probl&#x113;mas. R&#x113;ze pirmais izteica domu, ka zobu boj&#x101;�anos ietekm&#x113;jot miner&#x101;lvielu tr&#x16B;kums m&#x16B;su uztur&#x101;. Cilv&#x113;ks, vi&#x146;� teica, uz&#x146;em p&#x101;r&#x101;k daudz olbaltuma. Pat&#x113;r&#x113;jot b&#x101;zisku uzturu, sl&#x101;peklis, ko &#x137;ermenim pieg&#x101;d&#x101; olbaltums, tiek pa liel&#x101;kai da|ai izdal&#x12B;ts, bet olbaltums piln&#x12B;gi izmantots organisma lab&#x101;. Ar eksperimentiem � R&#x113;ze eksperiment&#x113;ja ar sevi ilg&#x101;ku laiku, p&#x101;rtiekot liel&#x101;koties no kartupe&#x13C;iem un sakn&#x113;m, � vi&#x146;� konstat&#x113;ja ka uzturs, kur&#x101; maz sk&#x101;bju, bet daudz b&#x101;zu, samazin&#x101;dams olbaltuma pieg&#x101;di organism&#x101;, nodro�ina sl&#x101;pek&#x13C;a minimumu, t. i., l&#x12B;dzsvaru. Rakst&#x101;, ko R&#x113;ze 1914. gada ruden&#x12B; iesniedza vald&#x12B;bai Berl&#x12B;n&#x113;, vi&#x146;� nor&#x101;d&#x12B;ja uz saviem eksperimentiem un ieteica maizes un ga&#x13C;as &#x113;dienu viel&#x101; kareivjiem dot b&#x101;z&#x113;m bag&#x101;tu uzturu, kas sast&#x101;v galvenok&#x101;rt no kartupe&#x13C;iem un za&#x13C;iem d&#x101;rze&#x146;iem. R&#x113;ze sa&#x146;&#x113;ma atbildi, ka atteikties no l&#x12B;dz�in&#x113;j&#x101; &#x113;din&#x101;�anas veida neesot nek&#x101;da pamata ...</p></section><section><title><p><emphasis>OLBALTUMA PROBL&#x112;MA</emphasis></p></title><p>Hindhede, kas dzimis 1862. gad&#x101; d&#x101;&#x146;u ciemat&#x101; Lemm&#x101;, bija gudrs cilv&#x113;ks. Valsts eks&#x101;menu medic&#x12B;n&#x101; Hindhede bija nolicis ar izcil&#x12B;bu, un �o faktu vis&#x101; zem&#x113; uzskat&#x12B;ja par br&#x12B;numu, jo kop� 47 gadiem t&#x101; nebija laim&#x113;jies nevienam. Hindhede c&#x12B;n&#x12B;j&#x101;s par vienk&#x101;r�u dz&#x12B;ves veidu, ko vi&#x146;� pazina jau no b&#x113;rn&#x12B;bas, t&#x101;p&#x113;c saprotams, ka &#x113;dienu zi&#x146;&#x101; vi&#x146;� aizst&#x101;v&#x113;ja t&#x12B;ri spart&#x101;nis-kas para�as. Hindhede desmit gadu eksperiment&#x113;ja ar sevi un saviem b&#x113;rniem un tad nol&#x113;ma uzs&#x101;kt c&#x12B;&#x146;u pret vecaj&#x101;m uztura norm&#x101;m. Pirm&#x101;m k&#x101;rt&#x101;m vi&#x146;� piev&#x113;rs&#x101;s olbaltumam. Veco Foita uzskatu, ka m&#x113;reni nodarbin&#x101;tam pieaugu�am cilv&#x113;kam dien&#x101; nepiecie�ams 120 gramu olbaltuma, Hindhede noraid&#x12B;ja. �&#x12B;s domas Hindhede izkl&#x101;st&#x12B;ja sav&#x101; uztura reformai velt&#x12B;taj&#x101; gr&#x101;mat&#x101;. Tur vi&#x146;� ar&#x12B; nor&#x101;d&#x12B;ja, ka, p&#x113;c daudzu cilv&#x113;ku uzskatiem, olbaltuma deva j&#x101;samazina, izv&#x113;loties uzturam smalkos miltus, cieti, cukuru un sviestu, tom&#x113;r jau no pirm&#x101; acu uzmetiena esot redzams, ka �ajos produktos tr&#x16B;kst nepiecie�amo vitam&#x12B;nu un miner&#x101;lvielu.</p><p>Savu n&#x101;ko�o darbu Hindhede public&#x113;ja 1907. gad&#x101;. Tur vi&#x146;� analiz&#x113;ja 1906. gad&#x101; ar sevi izdar&#x12B;to eksperimentu. Abi ar medic&#x12B;nas studentu Agi Verneru vi&#x146;i divus m&#x113;ne�us p&#x101;rtiku�i no &#x12B;pa�a uztura. Ar �o m&#x113;&#x123;in&#x101;jumu Hindhede grib&#x113;ja pier&#x101;d&#x12B;t, ka &#x101;rsts varot iztikt ar 28 feni&#x146;iem dien&#x101;, juzdamies pie tam sp&#x113;c&#x12B;g&#x101;ks un vesel&#x101;ks nek&#x101; parasti.</p><p>Ar&#x12B; p&#x113;c �&#x12B; eksperimenta Hindhede turpin&#x101;ja nov&#x113;rojumus un n&#x101;ca pie �&#x101;da secin&#x101;juma: �Esmu pier&#x101;d&#x12B;jis, ka sp&#x113;c&#x12B;gs pieaudzis cilv&#x113;ks var justies &#x13C;oti labi: pirmk&#x101;rt, ja vi&#x146;� visu gadu p&#x101;rtiek tikai no kartupe&#x13C;iem un augu e&#x13C;&#x13C;as; otrk&#x101;rt, ja vi&#x146;� pusgadu &#x113;d tikai mie�u putru, cukuru un augu e&#x13C;&#x13C;u; tre�k&#x101;rt, ja vi&#x146;� m&#x113;&#x123;ina veselu gadu p&#x101;rtikt no auzu p&#x101;rsl&#x101;m, cukura un taukviel&#x101;m, ceturtk&#x101;rt, ja vi&#x146;� divus gadus ed tikai k&#x101;postu zupu, kartupe&#x13C;us un maizi, piln&#x12B;gi nelietodams taukvielas, ja vi&#x146;� pusgadu dz&#x12B;vo tikai no skrot&#x113;tas maizes un margar&#x12B;na.</p><p>Ar&#x12B; m&#x113;s m&#x113;&#x123;in&#x101;j&#x101;m p&#x101;rtikt no baltmaizes un margar&#x12B;na. Bet jau p&#x113;c div&#x101;m trim ned&#x113;|&#x101;m bij&#x101;m t&#x101; nov&#x101;j&#x113;ju�i, ka tikko var&#x113;j&#x101;m paiet. Tas t&#x101;p&#x113;c, ka, lab&#x12B;bu ma&#x13C;ot, graudu v&#x113;rt&#x12B;g&#x101;k&#x101;s sast&#x101;vda&#x13C;as p&#x101;riet klij&#x101;s, kuras, k&#x101; zin&#x101;ms, satur visus vitam&#x12B;nus un vairumu s&#x101;&#x13C;u (ka&#x13C;&#x137;us, dzelzi, fosforu utt.).�</p><p>Redzams, ka ar&#x12B; eksperimenti uztura jom&#x101;, pa�i par sevi gan neb&#x16B;dami nek&#x101;di varo&#x146;darbi, var kait&#x113;t organismam un pras&#x12B;t upurus.</p><p>Liela eksperimentu da&#x13C;a velt&#x12B;ta probl&#x113;m&#x101;m par bado�an&#x101;s ietekmi uz cilv&#x113;ka organismu. Jau min&#x113;tais p&#x113;tnieks profesors Ranke 1861. gad&#x101; vair&#x101;kk&#x101;rt m&#x113;&#x123;in&#x101;ja iztikt bez &#x113;�anas un dzer�anas; eksperimenti parasti ilga divas dienas. Savas izj&#x16B;tas profesors Ranke att&#x113;loja ar �&#x101;diem v&#x101;rdiem: �Subjekt&#x12B;v&#x101; nesp&#x113;ka saj&#x16B;ta, kas rodas, lietojot niec&#x12B;gu uztura daudzumu, ne tuvu v&#x113;l neliecina par &#x12B;sto nesp&#x113;ku. Savos daudzk&#x101;rt&#x113;jos nov&#x113;rojumos konstat&#x113;ju, ka mana labsaj&#x16B;ta pirm&#x101;s bado�an&#x101;s dienas beig&#x101;s nepavisam nebija main&#x12B;jusies. Turpm&#x101;kaj&#x101;s 24 stund&#x101;s, ko pavad&#x12B;ju piln&#x12B;gi bez &#x113;�anas un dzer�anas, p&#x113;c nemier&#x12B;ga miega jutu nelielu smagumu galv&#x101;, spiedienu ku&#x146;&#x123;&#x12B; un visp&#x101;r&#x113;ju nesp&#x113;ku. Izsalkuma saj&#x16B;tas vairs nebija. Neliels izdzert&#x101; aukst&#x101; &#x16B;dens daudzums izsauca vem�anu. Tikai vair&#x101;kas stundas p&#x113;c niec&#x12B;gas uztura devas uz&#x146;em�anas (tase kafijas ar pienu un gabali&#x146;� viegla cepuma) rad&#x101;s norm&#x101;la apet&#x12B;te. Visstipr&#x101;kais izsalkums bija 30 stundas p&#x113;c p&#x113;d&#x113;j&#x101; azaida.�</p><p>�ie bado�an&#x101;s m&#x113;&#x123;in&#x101;jumi medic&#x12B;nai bija svar&#x12B;gi ne tikai fiziolo&#x123;ijas jaut&#x101;jumu atrisin&#x101;�an&#x101;, bet ar&#x12B; t&#x101;d&#x113;&#x13C;, ka jau kop� senseniem laikiem gav&#x113;�anu pielietoja &#x101;rstniec&#x12B;b&#x101;; nu to vajadz&#x113;ja zin&#x101;tniski nopamatot. Sim nol&#x16B;kam kalpoja &#x101;rstu eksperimenti ar sevi. Jau vecais Plutarhs bija teicis: �Lab&#x101;k vienu dienu gav&#x113; nek&#x101; dzer z&#x101;les!� Pirmais, kas gav&#x113;�anu ieteica k&#x101; &#x101;rstniec&#x12B;bas l&#x12B;dzekli un &#x101;rst&#x113;j&#x101;s ar to gan pats, gan &#x101;rst&#x113;ja savus &#x123;imenes locek&#x13C;us, bija amerik&#x101;&#x146;u &#x101;rsts Eduards H. Dju&#x12B;. Vi&#x146;� zi&#x146;oja, ka 1878. gad&#x101;, &#x101;rst&#x113;dams ar t&#x12B;fu saslimu�u meiteni, kas itin visu ie&#x113;sto izv&#x113;musi, vi&#x146;� nejau�i atkl&#x101;jis, ka bado�anos var izmantot &#x101;rst&#x113;�an&#x101;. Dju&#x12B; secin&#x101;ja, ka �ai gad&#x12B;jum&#x101; attur&#x113;�anos no &#x113;�anas prasa pati daba un ka &#x101;rstam j&#x101;r&#x12B;kojas saska&#x146;&#x101; ar �o pras&#x12B;bu un j&#x101;&#x13C;auj slimniekam gav&#x113;t. Tr&#x12B;sdesmit piecas dienas slimniece iztika bez &#x113;dieniem, dzerot tikai &#x16B;deni, tad p&#x113;k�&#x146;i s&#x101;ka pras&#x12B;t &#x113;st un izvese&#x13C;oj&#x101;s.</p><p>�is nov&#x113;rojums uz Dju&#x12B; atst&#x101;ja dzi&#x13C;u iespaidu, un, kad vi&#x146;a pa�a b&#x113;rns saslima ar difteriju smag&#x101; form&#x101;, vi&#x146;� tam nedeva parastos medikamentus � hin&#x12B;nu, alkoholu un dzelzi, bet lika gav&#x113;t. Tagad Dju&#x12B; savus atzinumus par bado�anos grib&#x113;ja</p><image l:href="#21"/><image l:href="#22"/><image l:href="#23"/><image l:href="#24"/><empty-line/><image l:href="#25"/><image l:href="#26"/><image l:href="#27"/><p>zin&#x101;tniski nopamatot un, izdar&#x12B;dams ar sevi eksperimentus, n&#x101;ca pie sl&#x113;dziena, ka visiem ieteicams attur&#x113;ties no brokast&#x12B;m. Eksperimentu laik&#x101; un ar&#x12B; v&#x113;l&#x101;k vi&#x146;� r&#x12B;tos dz&#x113;ra tikai tas&#x12B;ti kafijas, apgalvodams, ka t&#x101;d&#x113;j&#x101;di pieaugot vi&#x146;a darbasp&#x113;jas un uzlabojoties ar&#x12B; &#x101;r&#x113;jais izskats.</p><p>Sabiedr&#x12B;b&#x101; un &#x101;rstu vid&#x16B; Dju&#x12B; gav&#x113;nim, protams, bija da�&#x101;das atbalsis: vieni slav&#x113;ja, citi p&#x113;la, ta�u tauta �o metodi atzina un lietoja. Rad&#x101;s ar&#x12B; skolnieki, kas Dju&#x12B; metodi izstr&#x101;d&#x101;ja t&#x101;l&#x101;k. T&#x101;, piem&#x113;ram, &#x101;rste Linda Burfilde Hacarde ilgu laiku eksperiment&#x113;ja ar sevi un p&#x113;c tam par bado�anos k&#x101; &#x101;rstniec&#x12B;bas l&#x12B;dzekli uzrakst&#x12B;ja gr&#x101;matu. Sis darbs guva iev&#x113;r&#x12B;bu anglik&#x101;&#x146;u zem&#x113;s. Pamatojoties uz eksperimentiem ar sevi, Hacarde izstr&#x101;d&#x101;ja stingru dz&#x12B;ves re�&#x12B;mu, kur iev&#x113;rojama vieta pieder&#x113;ja ne tikai r&#x12B;ta gav&#x113;nim, bet ar&#x12B; klizmai, mas&#x101;�ai, vingro�anai un ve&#x123;et&#x101;ram uzturam. P&#x113;d&#x113;jo neieteica lietot ilg&#x101;ku laiku, bet gan k&#x101; &#x101;rstniec&#x12B;bas l&#x12B;dzekli. &#x100;rstiem pret Hacardes metodi bija lieli iebildumi, ta�u diskusij&#x101;s noskaidroj&#x101;s, ka tai ir ar&#x12B; savi piekrit&#x113;ji.</p><p>1880. gad&#x101; bado�an&#x101;s eksperimentus uzs&#x101;ka k&#x101;ds cits amerik&#x101;&#x146;u &#x101;rsts � doktors Tanners; vi&#x146;� eksperiment&#x113;ja medic&#x12B;nas akad&#x113;mijas uzraudz&#x12B;b&#x101;. 40 dienas no vietas Tanners dz&#x113;ra tikai &#x16B;deni, �ai laik&#x101; zaud&#x113;dams 33 m&#x101;rci&#x146;as, ta�u 8 dienas p&#x113;c eksperimenta beig&#x101;m vi&#x146;� zaud&#x113;to svaru bija atkal atguvis. �is eksperiments jau sniedz&#x101;s l&#x12B;dz gal&#x113;jai robe�ai un var&#x113;ja kait&#x113;t vesel&#x12B;bai.</p><p>M&#x16B;sdien&#x101;s bado�anos izmanto ne tikai tautas &#x101;rstniec&#x12B;b&#x101;, bet ar&#x12B; kl&#x12B;niskaj&#x101; medic&#x12B;n&#x101;, to pielieto da�&#x101;dos veidos, &#x12B;pa�i c&#x12B;&#x146;&#x101; pret aptauko�anos (�o c&#x12B;&#x146;u ar piln&#x101;m ties&#x12B;b&#x101;m atbalsta &#x101;rsti), kaut gan nereti te sastopamies ar p&#x101;rsp&#x12B;l&#x113;jumiem un k&#x13C;&#x16B;d&#x101;m.</p><p>Ap gadsimtu miju rad&#x101;s m&#x101;c&#x12B;ba par vitam&#x12B;niem, kas visu uztura zin&#x101;tni nost&#x101;d&#x12B;ja daudzu jaunu probl&#x113;mu priek�&#x101;. &#x100;rstiem nu, protams, tika dota izdev&#x12B;ba, izdarot da�&#x101;dus eksperimentus, iedzi&#x13C;in&#x101;ties vitam&#x12B;nu nosl&#x113;pumos un p&#x113;t&#x12B;t, k&#x101; uz organismu iedarbojas vienpus&#x12B;gs uzturs, kur&#x101; tr&#x16B;kst viena vai otra vitam&#x12B;na.</p><p>Vitam&#x12B;nu m&#x101;c&#x12B;bas pirms&#x101;kumi mekl&#x113;jami nov&#x113;rojumos ar vist&#x101;m, kuras &#x113;din&#x101;ja ar pul&#x113;tiem r&#x12B;siem. Sis nejau�ais nov&#x113;rojums atkl&#x101;ja tolaik &#x100;zij&#x101; stipri izplat&#x12B;t&#x101;s beri-beri slim&#x12B;bas c&#x113;lo&#x146;us. Breslav&#x101; dzimu�ais &#x101;rsts Maksis Mo�kovskis bija iepazinies ar beri-beri sava 11 m&#x113;ne�u ilg&#x101; ce&#x13C;ojuma laik&#x101; pa Jaungvineju, t&#x101;d&#x113;&#x13C; nol&#x113;ma izdar&#x12B;t ar sevi eksperimentu. 236 dienas vi&#x146;� p&#x101;rtika vien&#x12B;gi no pul&#x113;tiem r&#x12B;siem un smagi saslima ar beri-beri. 148 dienas tika p&#x101;rbaud&#x12B;ti vi&#x146;a vielu mai&#x146;as procesi. Eksperiments s&#x101;k&#x101;s 1911. gada novembr&#x12B;, bet jau janv&#x101;ra s&#x101;kum&#x101; iez&#x12B;m&#x113;j&#x101;s tipiskas beri-beri slim&#x12B;bas par&#x101;d&#x12B;bas � krampji un paral&#x12B;zes. So eksperimentu izdar&#x12B;ja fiziologa Natana Cunca instit&#x16B;t&#x101; � Cuncs bija izaudzin&#x101;jis veselu fiziologu paaudzi. Par min&#x113;to eksperimentu vi&#x146;� rakst&#x12B;ja: �Man bija izdev&#x12B;ba nov&#x113;rot beh-beri par&#x101;d&#x12B;bas un to pak&#x101;penisko att&#x12B;st&#x12B;bu doktora Mo�kovska pa�aizliedz&#x12B;gaj&#x101; eksperiment&#x101; ar sevi, kas notika m&#x16B;su laboratorij&#x101;. So eksperimentu vi&#x146;� veica un aprakst&#x12B;ja kop&#x101; ar profesoru Kaspari. Kad vienpus&#x12B;g&#x101; uztura d&#x113;l strauji samazin&#x101;j&#x101;s eksperiment&#x113;t&#x101;ja musku&#x13C;u sp&#x113;ks, rad&#x101;s stipras nervu s&#x101;pes un moko�s sirds v&#x101;jums, &#x101;rsti, kas nov&#x113;roja doktoru Mo�kovski, piepras&#x12B;ja eksperimentu p&#x101;rtraukt. Lietojot kliju ekstraktu un jauktu uzturu, pamaz&#x101;m izdev&#x101;s slim&#x12B;g&#x101;s par&#x101;d&#x12B;bas nov&#x113;rst.� Ta�u v&#x113;l 1936. gad&#x101; doktors E. F. Dahs zi&#x146;oja, ka doktors Mo�kovskis cie�ot zin&#x101;mas sava eksperimenta sekas.</p><p>Uztura m&#x101;c&#x12B;bas novad&#x101; �is eksperiments pieskait&#x101;ms pie varon&#x12B;g&#x101;kajiem.</p><p>Pa�aizliedz&#x12B;gs, bet reiz&#x113; ar&#x12B; neest&#x113;tisks bija eksperiments, ko 1916. gad&#x101; Va�ington&#x101; ar sevi izdar&#x12B;ja profesors Jozefs Goldbergers un vi&#x146;a 15 l&#x12B;dzstr&#x101;dnieki. Profesors Goldbergers, dzimis 1874. gad&#x101; k&#x101;d&#x101; Ung&#x101;rijas ciemat&#x101;, jaun&#x12B;bas dien&#x101;s aizce&#x13C;oja uz Ameriku un stud&#x113;ja tur medic&#x12B;nu. Jau 1914. gad&#x101; Goldbergers vesel&#x12B;bas aizsardz&#x12B;bas p&#x101;rvald&#x113; bija uztura p&#x113;tniec&#x12B;bas noda&#x13C;as vad&#x12B;t&#x101;js. Sie 16 zin&#x101;tnieki izdar&#x12B;ja ar sevi eksperimentu, lai p&#x113;t&#x12B;tu pelagru � slim&#x12B;bu, kas plos&#x12B;j&#x101;s tr&#x16B;c&#x12B;g&#x101;kaj&#x101;s iedz&#x12B;vot&#x101;ju aprind&#x101;s k&#x101; It&#x101;lij&#x101;, t&#x101; Amerik&#x101; un bija piln&#x12B;gi neizp&#x113;t&#x12B;ta. Nebija noskaidrots, vai t&#x101; ir infekcijas slim&#x12B;ba, k&#x101; dom&#x101;ja vairums &#x101;rstu, vai ar&#x12B; t&#x101; pieskait&#x101;ma jaunatkl&#x101;taj&#x101;m avitaminoz&#x113;m. Goldbergers uz �iem jaut&#x101;jumiem mekl&#x113;ja atbildi, &#x12B;pa�i vi&#x146;� grib&#x113;ja atsp&#x113;kot t&#x113;zi, ka pelagra ir infekcijas slim&#x12B;ba.</p><p>No pelagras slimniekiem Goldbergers sav&#x101;ca asinis, deguna un kakla sekr&#x113;tu, blaugznas, &#x101;das da&#x13C;i&#x146;as un pat &#x13C;oti derdz&#x12B;gos izk&#x101;rn&#x12B;jumus un pielika tos &#x113;dieniem, no k&#x101; 16 &#x101;rsti p&#x101;rtika m&#x113;ne�iem ilgi. Pelagras simptomi nerad&#x101;s. Lidz ar to bija pier&#x101;d&#x12B;ts, ka piln&#x12B;gi nepareizi ir pelagru pieskait&#x12B;t infekcijas slim&#x12B;b&#x101;m.</p><p>M&#x16B;sdien&#x101;s zin&#x101;ms � un t&#x101; nav nek&#x101;da jauna gudr&#x12B;ba, � ka nedr&#x12B;kst lietot ne p&#x101;r&#x101;k karstus, ne aukstus &#x113;dienus, jo tas var rad&#x12B;t ku&#x146;&#x123;a saslim�anu. Ku&#x146;&#x123;a slim&#x12B;bu bie�&#x101; izplat&#x12B;ba Amerik&#x101; izskaidrojama ar turienes &#x13C;au�u paradumu lietot dz&#x113;rienus ar ledu. Sai virzien&#x101; ar sevi eksperiment&#x113;ja Lin�as &#x101;rsts doktors Antons Heizers. Vi&#x146;� izdar&#x12B;ja ne vien gr&#x16B;tus, bet ar&#x12B; b&#x12B;stamus m&#x113;&#x123;in&#x101;jumus. Doktors Heizers rakst&#x12B;ja: �65 l&#x12B;dz 70 gr&#x101;du karstas zupas man&#x101; mutes dobum&#x101; rad&#x12B;ja jau stipras deguma s&#x101;pes, bet, stipr&#x101;k sakars&#x113;tas, t&#x101;s n&#x101;c&#x101;s izsp&#x13C;aut, jo bija nebaud&#x101;mas. Gad&#x101;s gan cilv&#x113;ki, kam mutes un r&#x12B;kles g&#x13C;ot&#x101;das jut&#x12B;gums pret augst&#x101;ku temperat&#x16B;ru ir mazs. Tie lieto p&#x101;ri par 70 gr&#x101;diem sakars&#x113;tus &#x113;dienus un dz&#x113;rienus, nejuzdami s&#x101;pes, bet tikai pat&#x12B;kamu siltumu.�</p><p>Uztura nozar&#x113; p&#x113;tnieki izdar&#x12B;ju�i ar sevi krietni daudz eksperimentu. Tie visi, iz&#x146;emot m&#x113;&#x123;in&#x101;jumus ar vitam&#x12B;niem, pieder sen&#x101;kam periodam, jo uztura fiziolo&#x123;ijas pamatjaut&#x101;jumi �odien visum&#x101; ir atrisin&#x101;ti, un �&#x101;da veida eksperimenti te vairs nav nepiecie�ami.</p><p>Tas pats sak&#x101;ms par cit&#x101;m lielaj&#x101;m fiziolo&#x123;ijas nozar&#x113;m, piem&#x113;ram, elpo�anu, kam &#x101;rsti piev&#x113;rs&#x101;s sakar&#x101; ar &#x137;&#x12B;mijas uzplaukumu un veica ari eksperimentus ar sevi. Bet tos nevar saukt par varon&#x12B;giem: tie norisin&#x101;j&#x101;s norm&#x101;los apst&#x101;k&#x13C;os. &#x100;rsti bie�i lietoja spirometru � D�ona Hat�insona 1852. gad&#x101; aprakst&#x12B;to apar&#x101;tu, � ar ko m&#x113;ri plau�u tilpumu, t. i., gaisa daudzumu, ko sp&#x113;j uz&#x146;emt plau�as.</p></section><section><title><p><emphasis>FORSMA&#x145;A SIRDS KATETRS</emphasis></p></title><p>Cits raksturs ir varon&#x12B;bas pilnajam eksperimentam, ko 1928. gad&#x101; ar sevi izdar&#x12B;ja v&#x101;cu &#x101;rsts doktors Verners Fors-manis no Bad-Kreicnahas. Dr. Forsmanis &#x12B;stenoja pl&#x101;nu, kas vi&#x146;am jau sen nedeva miera. �&#x12B; pl&#x101;na pamat&#x101; bija taisni gigantiska doma � lai�ot pa v&#x113;nu sirds virzien&#x101; tievu caurul&#x12B;ti � katetru, sasniegt sirds labo priek�kambari un tad kambari, lai pa&#x146;emtu asinis, vai ar&#x12B; lai tur veiktu citus izm&#x113;&#x123;in&#x101;jumus. Ideja bija vair&#x101;k nek&#x101; p&#x101;rdro�a, un t&#x101;s realiz&#x101;cija pras&#x12B;ja varo&#x146;darba drosmi.</p><p>Nav j&#x101;br&#x12B;n&#x101;s, ka Forsmanis atd&#x16B;r&#x101;s k&#x101; pret sienu, kad savu pl&#x101;nu atkl&#x101;ja k&#x101;dam darbabiedram. Nevar&#x113;ja ta�u paredz&#x113;t, k&#x101; �&#x101;ds eksperiments beigsies; nebija izsl&#x113;gts, ka sirds, saskaroties ar sve�&#x137;ermeni, kas tausta t&#x101;s iek�&#x113;j&#x101;s sienas, var&#x113;tu rea&#x123;&#x113;t ar �oku un p&#x113;k�&#x146;i apst&#x101;tos. Bet Forsmanis no sava nodoma neatk&#x101;p&#x101;s. Izdar&#x12B;jis nelielu iegriezumu elko&#x146;a loc&#x12B;tavas v&#x113;n&#x101;, vi&#x146;� pa&#x146;&#x113;ma �im eksperimentam izgatavotu loti garu katetru un virz&#x12B;ja to pa asins straumi uz sirdi.</p><p>Katetrs l&#x12B;dz sirdij nenok&#x13C;uva, jo kol&#x113;&#x123;is, kas asist&#x113;ja, Fors-manim ne|&#x101;va eksperimentu nobeigt. Asistents stipri �aub&#x12B;j&#x101;s par eksperimenta izn&#x101;kumu un baid&#x12B;j&#x101;s no atbild&#x12B;bas, ja eksperiments beigtos )auni. �&#x101;da &#x101;rsta nost&#x101;ja piln&#x12B;gi attaisnojama: nelaimes gad&#x12B;jum&#x101; &#x101;rstu noteikti apvainotu l&#x12B;dzdal&#x12B;b&#x101; un sauktu pie atbild&#x12B;bas. Tom&#x113;r Forsmanim pirmaj&#x101; m&#x113;&#x123;in&#x101;jum&#x101; bija izdevies pavirz&#x12B;t katetru par 35 cm, kaut ar&#x12B; pa�u sirdi vi&#x146;� nebija aizsniedzis.</p><p>�&#x101;ds puspan&#x101;kums Forsmani neapmierin&#x101;ja; tic&#x113;dams savas idejas &#x12B;steno�anas iesp&#x113;jai, vi&#x146;� p&#x113;c ned&#x113;&#x13C;as eksperimentu atk&#x101;rtoja. �oreiz vi&#x146;� nepieaicin&#x101;ja nevienu darbabiedru, jo negrib&#x113;ja, lai eksperimentu p&#x101;rtrauc; vi&#x146;� v&#x113;l&#x113;j&#x101;s to nobeigt. �oreiz vi&#x146;am tas izdev&#x101;s. Tikai da�us milimetrus resno caurul&#x12B;ti izdev&#x101;s ievad&#x12B;t 65 cm garum&#x101; un sasniegt sirds labo pusi. Forsmanis eksperiment&#x113;ja rentgena kabinet&#x101; un, iesl&#x113;dzot rentgena apar&#x101;tu, var&#x113;ja konstat&#x113;t, cik t&#x101;lu nok&#x13C;uvis katetrs. V&#x113;l&#x101;k Forsmanis pateica, ka pirmaj&#x101; m&#x113;&#x123;in&#x101;jum&#x101;, kas uz kol&#x113;&#x123;a piepras&#x12B;jumu tika p&#x101;rtraukts, esot juties glu�i labi un nek&#x101; nepat&#x12B;kama neesot jutis ar&#x12B; otra eksperimenta laik&#x101;. Vi&#x146;am neesot licies, ka vi&#x146;� dara ko &#x101;rk&#x101;rt&#x113;ju, kaut ar&#x12B; �im eksperimentam nebija precedenta. Eksperiment&#x113;t&#x101;js sev iest&#x101;st&#x12B;ja, ka, realiz&#x113;dams �o p&#x101;rdro�o pas&#x101;kumu, vi&#x146;� papildin&#x101;s zin&#x101;�anas par sirdi ar v&#x113;rt&#x12B;gu atkl&#x101;jumu, t&#x101;p&#x113;c no briesm&#x101;m nebaid&#x12B;j&#x101;s.</p><p>Forsma&#x146;a metodi izveidoja v&#x113;l&#x101;k, piedaloties &#x12B;pa�i diviem amerik&#x101;&#x146;u &#x101;rstiem � Andr&#x113; F. Kornanam un Dikinsonam V. Ri�ardsam. Visi tr&#x12B;s zin&#x101;tnieki 1957. gad&#x101; sa&#x146;&#x113;ma Nobe&#x13C;a pr&#x113;miju.</p><p>Protams, �is eksperiments neap�aub&#x101;mi ir p&#x101;rdro�s. Un atrad&#x12B;sies ar&#x12B; cilv&#x113;ki, kas jaut&#x101;s, k&#x101;da j&#x113;ga izdar&#x12B;t tik riskantu eksperimentu. Ar&#x12B; te j&#x101;atk&#x101;rto visp&#x101;ratz&#x12B;tais apgalvojums, ka zin&#x101;tnes uzdevums ir vairot zin&#x101;�anas un izzin&#x101;t paties&#x12B;bu, neskatoties, cik tas vien&#x101; vai otr&#x101; gad&#x12B;jum&#x101; izdev&#x12B;gi. Pat daudzi �&#x137;ietami bezj&#x113;dz&#x12B;gi eksperimenti v&#x113;l&#x101;k pier&#x101;d&#x12B;ju�i, ka tiem ir dzi&#x13C;a j&#x113;ga un ka tie noder&#x12B;gi cilv&#x113;cei. Un taisni te jau ir lietas b&#x16B;t&#x12B;ba, tas ir eksperimentu m&#x113;r&#x137;is.</p><p>Forsma&#x146;a atrast&#x101; un amerik&#x101;&#x146;u izveidot&#x101; metode, kas deva iesp&#x113;ju izmekl&#x113;t sirdi ar katetra pal&#x12B;dz&#x12B;bu, dr&#x12B;z pier&#x101;d&#x12B;ja savu lietder&#x12B;bu. Vispirms ar to izdev&#x101;s konstat&#x113;t l&#x12B;dz tam laikam neizp&#x113;t&#x12B;tus faktus. No sirds lab&#x101;s puses nu var&#x113;ja ieg&#x16B;t nedaudz venozo asi&#x146;u un t&#x101;s izmekl&#x113;t; bija ar&#x12B; iesp&#x113;jams caur sirds katetru ievad&#x12B;t mazu manometru un konstat&#x113;t asinsspiedienu pa�&#x101; sirds dobum&#x101;; un, kad apm&#x113;ram taj&#x101; pa�&#x101; laik&#x101;, pateicoties progresam medic&#x12B;n&#x101;, jaunajai narkozes tehnikai un v&#x113;l&#x101;k m&#x101;ksl&#x12B;g&#x101;s sirds un plau�u atkl&#x101;�anai, rad&#x101;s iesp&#x113;ja oper&#x113;t sirdi, atpest&#x12B;t zilos b&#x113;rnus <emphasis>(blue babies)</emphasis> no iedzimtaj&#x101;m sirdskait&#x113;m un cit&#x101;di ietekm&#x113;t sirds darb&#x12B;bu, par ko l&#x12B;dz tam nevar&#x113;ja ne sap&#x146;ot, tikai tad &#x12B;sti atkl&#x101;j&#x101;s sirds katetriz&#x113;�anas noz&#x12B;me. Tagad, piem&#x113;ram, ja sirds starpsien&#x101; bija palikusi nesl&#x113;gta atvere, bija iesp&#x113;jams vienk&#x101;r�&#x101; veid&#x101; noteikt asins kvalit&#x101;ti tiklab labaj&#x101;, k&#x101; kreisaj&#x101; sirds pus&#x113;. Vajadz&#x113;ja tikai ievad&#x12B;t sirds katetru vispirms sirds labaj&#x101; pus&#x113;, pa&#x146;emt nedaudz asi&#x146;u un t&#x101;s izmekl&#x113;t un tan&#x12B; pa�&#x101; pa&#x146;&#x113;mien&#x101; caur �&#x137;&#x113;rssienas atveri nok&#x13C;&#x16B;t kreisaj&#x101; sirds pus&#x113; un no turienes ieg&#x16B;t nedaudz asi&#x146;u. Tad k&#x13C;uva redzams, ka starpsienas defekta d&#x113;&#x13C; abas asi&#x146;u kvalit&#x101;tes � venoz&#x101;s un arteri&#x101;l&#x101;s asinis sajauc&#x101;s, t&#x101;tad var&#x113;ja secin&#x101;t, cik smagi bija funkcion&#x101;lie trauc&#x113;jumi un cik &#x13C;oti bija nepiecie�ams atbr&#x12B;vot b&#x113;rnu no iedzimt&#x101;s kaites un d&#x101;v&#x101;t vi&#x146;am veselu, darba sp&#x113;j&#x12B;gu sirdi, l&#x12B;dz ar to pagarinot vi&#x146;a m&#x16B;�u. Te ar&#x12B; mekl&#x113;jama Forsma&#x146;a eksperimenta j&#x113;ga un noz&#x12B;me; tas pieder pie noz&#x12B;m&#x12B;g&#x101;kajiem eksperimentiem medic&#x12B;nas v&#x113;stur&#x113;.</p><p>Tikai gar&#x101;mejot j&#x101;piemin, ka v&#x113;l&#x101;k atrada metodes ar&#x12B; kreis&#x101; sirds kambara un priek�kambara zond&#x113;�anai; bet t&#x101;s rad&#x101;s, Forsma&#x146;a izteikto pamatdomu att&#x12B;stot t&#x101;l&#x101;k.</p></section><section><title><p><emphasis>BROUNS-SEK&#x100;RS GRIB ATG&#x16A;T JAUN&#x12A;BU</emphasis></p></title><p>Starp daudzajiem &#x137;erme&#x146;a nosl&#x113;pumiem, kas nodarbin&#x101;ja fiziologu pr&#x101;tus jau kop� �&#x12B;s zin&#x101;tnes pirms&#x101;kumiem, j&#x101;min, protams, ar&#x12B; iek�&#x113;j&#x101;s sekr&#x113;cijas dziedzeru � vairogdziedzera un dzimumdziedzeru probl&#x113;mas. Liel&#x101;ko �o jaut&#x101;jumu da&#x13C;u p&#x113;tnieki nevar&#x113;ja atrisin&#x101;t, eksperiment&#x113;jot ar sevi, jo ar&#x12B; eksperimentiem galu gal&#x101; ir sava nep&#x101;rk&#x101;pjama robe�a. Nevar ta�u sev pa�am iz&#x146;emt vairogdziedzeri vai ar&#x12B; likt k&#x101;dam citam to dar&#x12B;t, t&#x101; b&#x16B;tu organisma izpost&#x12B;�ana. Bet ar dzimumdzie-dzeriem �&#x101;ds eksperiments ir iesp&#x113;jams, un tas ar&#x12B; tika veikts.,</p><p>Fran�u fiziologs Saris Brouns-Sek&#x101;rs neskait&#x101;mas reizes eksperiment&#x113;ja ar asi&#x146;u sast&#x101;vu, dz&#x12B;vnieku &#x137;erme&#x146;a siltumu, muguras smadzen&#x113;m utt. 1889. gad&#x101; Brouns-Sek&#x101;rs � toreiz vi&#x146;am bija 71 gads � zi&#x146;oja Par&#x12B;zes Zin&#x101;t&#x146;u akad&#x113;mijai par k&#x101;du eksperimentu ar sevi un izrais&#x12B;ja &#x13C;oti dz&#x12B;vu atbalsi sabiedr&#x12B;b&#x101;. Brouns-Sek&#x101;rs bija r&#x12B;kojies �&#x101;di: &#x146;&#x113;mis tikko izoper&#x113;tus su&#x146;u un j&#x16B;rasc&#x16B;ci&#x146;u dzimumdziedzerus, tos t&#x16B;da&#x13C;, t&#x101; sakot, svaig&#x101; veid&#x101; saberzis, piel&#x113;jis tiem nedaudz &#x16B;dens un �&#x137;idrumu nofiltr&#x113;jis. Vienu kubikcentimetru �&#x12B; ekstrakta vi&#x146;� reizi dien&#x101; sev injic&#x113;ja gurn&#x101; zem adas. Eksperiments turpin&#x101;j&#x101;s vair&#x101;kas dienas p&#x113;c k&#x101;rtas. Injekcija pati par sevi nebija s&#x101;p&#x12B;ga, bet tad uzn&#x101;ca nelielas s&#x101;pes, kas p&#x113;c p&#x101;ris min&#x16B;t&#x113;m p&#x101;rg&#x101;ja, ta�u p&#x113;c neilga laika s&#x101;pes atjaunoj&#x101;s un nu moc&#x12B;ja eksperiment&#x113;t&#x101;ju t&#x101;, ka vi&#x146;� p&#x113;c d�Arsonvala ieteikuma nedaudz izmain&#x12B;ja ekstrakta izgatavo�anas veidu. P&#x101;rveidotais pa&#x146;&#x113;miens bija �&#x101;ds: Brouns-Sek&#x101;rs, non&#x101;v&#x113;jis dz&#x12B;vniekus, t&#x16B;da&#x13C; iz&#x146;&#x113;ma dzimumdziedzerus un ar tiem saist&#x12B;tos org&#x101;nus, visu sasmalcin&#x101;ja un mais&#x12B;jumam pievienoja &#x113;damkaroti glicer&#x12B;na. P&#x113;c apm&#x113;ram 8 stund&#x101;m vi&#x146;� mais&#x12B;jumam piel&#x113;ja 3 &#x113;damkarotes destil&#x113;ta &#x16B;dens, visu saskaloja un nofiltr&#x113;ja, l&#x12B;dz rad&#x101;s piln&#x12B;gi dzidrs �&#x137;&#x12B;dums, ko var&#x113;ja izmantot injekcij&#x101;m. V&#x113;l&#x101;k, t. i., s&#x101;kot ar 1892. gadu, Brouns-Sek&#x101;rs destil&#x113;to &#x16B;deni apmain&#x12B;ja pret v&#x101;r&#x12B;tu j&#x16B;ras &#x16B;deni, jo bija iev&#x113;rojis, ka injekcijas ar �&#x101;di sagatavotu �&#x137;idrumu bija gandr&#x12B;z bezs&#x101;p&#x12B;gas. �o vielu Brouns-Sek&#x101;rs tad ar&#x12B; izmantoja, eksperiment&#x113;jot ar sevi.</p><p>Brounu-Sek&#x101;ru �&#x12B;s probl&#x113;mas bija nodarbin&#x101;ju�as jau ilgi. Jau pirms 20 gadiem vi&#x146;� bija veicis eksperimentus, lai noskaidrotu dzimumdziedzeru ietekmi uz nervu sist&#x113;mu. Vi&#x146;� izteica domu, ka veci cilv&#x113;ki atg&#x16B;lu jaun&#x12B;bu, ja to v&#x113;n&#x101;s ie�&#x13C;ircin&#x101;tu dzimumdziedzeru produktu. Atkal un atkal vi&#x146;am rad&#x101;s v&#x113;l&#x113;�an&#x101;s izdar&#x12B;t kaut ko v&#x113;rt&#x12B;gu, lai aizkav&#x113;tu noveco�anos. Ie�&#x13C;ircin&#x101;jis sev min&#x113;to ekstraktu, Brouns-Sek&#x101;rs bija saj&#x16B;smin&#x101;ts par pan&#x101;kumiem. Vi&#x146;a entuziasms redzams zi&#x146;ojum&#x101; Akad&#x113;mijai:</p><p>�8. apr&#x12B;l&#x12B; man palika 72 gadi. Organisma visp&#x101;r&#x113;jais st&#x101;voklis, kas agr&#x101;k bija lielisks, p&#x113;d&#x113;jos 10�12 gados bija izmain&#x12B;jies, soli pa solim sl&#x12B;d&#x113;jis uz leju, l&#x12B;dz beidzot man&#x101;mi sabrucis. Iekams v&#x113;l nebiju uzs&#x101;cis izdar&#x12B;t injekcijas, jau p&#x113;c pusstundas darba laboratorij&#x101; man vajadz&#x113;ja ats&#x113;sties. Bet, ja ar&#x12B; str&#x101;d&#x101;dams s&#x113;d&#x113;ju, noguru p&#x113;c trim, �etr&#x101;m, da�reiz pat p&#x113;c div&#x101;m stund&#x101;m. Kad, da�as stundas nostr&#x101;d&#x101;jis laboratorij&#x101;, vakar&#x101; braucu m&#x101;j&#x101;s, biju tik noguris � t&#x101; tas turpin&#x101;j&#x101;s jau gadiem ilgi, � ka p&#x113;c &#x101;tri ietur&#x113;ta viegla azaida man t&#x16B;li&#x146; vajadz&#x113;ja likties gult&#x101;. Reiz&#x113;m biju t&#x101; p&#x101;rguris, ka, neskatoties uz miegain&#x12B;bu, kuras d&#x113;&#x13C; neveic&#x101;s pat av&#x12B;zes las&#x12B;�ana, iemigt izdev&#x101;s tikai p&#x113;c vair&#x101;k&#x101;m stund&#x101;m. Otr&#x101; un sevi�&#x137;i tre�aj&#x101; dien&#x101; p&#x113;c ie�&#x13C;ircin&#x101;juma viss izmain&#x12B;j&#x101;s: atguvu, maz&#x101;kais, savus k&#x101;dreiz&#x113;jos sp&#x113;kus. Par lielu br&#x12B;numu manai asistentei tagad varu stund&#x101;m ilgi str&#x101;d&#x101;t st&#x101;vus, nejuzdams vajadz&#x12B;bu aps&#x113;sties. Da�dien p&#x113;c triju vai �etru stundu ilga darba laboratorij&#x101;, pa&#x113;dis vakari&#x146;as, stundas pusotras v&#x113;l rakstu k&#x101;du zin&#x101;tnisku apcer&#x113;jumu, lai gan p&#x113;d&#x113;jos 20 gadus to vairs nem&#x113;dzu dar&#x12B;t.�</p><p>Brouns-Sek&#x101;rs, b&#x16B;dams fiziologs, protams, cent&#x101;s noskaidrot injekcijas la v&#x113;l&#x12B;go iedarb&#x12B;bu. Organisma uzlabo�anos vi&#x146;� izskaidroja ar muguras smadze&#x146;u un neivu sist&#x113;mas nostiprin&#x101;�anos.</p><p>�Tagad varu bez piep&#x16B;les un nedom&#x101;jot gandr&#x12B;z skrie�us doties pa k&#x101;pn&#x113;m aug�up un lejup, k&#x101; to biju paradis dar&#x12B;t l&#x12B;dz savam 60. dz&#x12B;ves gadam. Ar dinamometra � sp&#x113;ka m&#x113;r&#x12B;t&#x101;ja pal&#x12B;dz&#x12B;bu konstat&#x113;ju, ka manu locek&#x13C;u sp&#x113;ks noteikti ir palielin&#x101;jies. P&#x113;c div&#x101;m pirmaj&#x101;m injekcij&#x101;m atkl&#x101;ju, ka apak�delma sp&#x113;ks, sal&#x12B;dzinot ar agr&#x101;ko st&#x101;vokli, pieaudzis par 6�7 kilogramiem. J&#x16B;tami bija uzlabojusies ar&#x12B; gremo�ana un zarnu darb&#x12B;ba, kaut gan ikdienas p&#x101;rtikas normas un sast&#x101;vu nebiju main&#x12B;jis. Ar&#x12B; gar&#x12B;gais darbs man tagad padodas daudz viegl&#x101;k nek&#x101; pirms gadiem, �ai zi&#x146;&#x101; esmu atguvis visu zaud&#x113;to.�</p><p>Protams, da&#x13C;&#x113;ji �is apmierino�ais rezult&#x101;ts bija pa�apm&#x101;na, t. i., pa�su&#x123;estijas nopelns. To zin&#x101;ja ar&#x12B; pats Brouns-Sek&#x101;rs. Un tom&#x113;r paliek v&#x113;l daudz faktoru, kuru d&#x113;&#x13C; �im vecuma nov&#x113;r�anas eksperimentam vajadz&#x113;tu piev&#x113;rst ne tikai pla�as sabiedr&#x12B;bas, bet ar&#x12B; speci&#x101;listu uzman&#x12B;bu. Pats par sevi saprotams, ka Brouna-Sek&#x101;ra atkl&#x101;jumu ar prieku uz&#x146;&#x113;ma vis&#x101; pasaul&#x113;. Cilv&#x113;ka ilgas atg&#x16B;t jaun&#x12B;bu un c&#x12B;n&#x12B;ties pret vecuma par&#x101;d&#x12B;b&#x101;m ir m&#x16B;�senas un palieko�as. �odien mums saprotams, ka Brouna-Sek&#x101;ra metode nebija realiz&#x113;jama. T&#x101;pat t&#x101; nesp&#x113;ja ieg&#x16B;t noz&#x12B;m&#x12B;gu vielu &#x101;rstniec&#x12B;b&#x101;. To aizst&#x101;t n&#x101;c&#x101;s cit&#x101;m metod&#x113;m, ta�u medic&#x12B;nas v&#x113;stur&#x113; �is Par&#x12B;zes &#x101;rsta ekspeiiments ar sevi ir nolikums ar palieko�u noz&#x12B;mi. Tas ir pirmais hormonu terapijas m&#x113;&#x123;in&#x101;jums, un, ja v&#x113;l&#x101;k �is &#x101;rstniec&#x12B;bas metodes var&#x113;ja lab&#x101;k izstr&#x101;d&#x101;t un ar to pal&#x12B;dz&#x12B;bu sasniegt &#x13C;oti v&#x113;rt&#x12B;gus rezult&#x101;tus, tad nevar nepiemin&#x113;t, ka Brouns-Sek&#x101;rs bija pirmais, kas jaun&#x101;kos laikos izteica �o domu un to m&#x113;&#x123;in&#x101;ja &#x12B;stenot.</p><p>Voronovs, kas gr&#x101;mat&#x101; par vecuma nov&#x113;r�anu ierakst&#x12B;jis ar&#x12B; savu nodalu, uzskata Brounu-Sek&#x101;ru par pamatlic&#x113;ju &#x12B;stajai organoterapijai � dziedzeru prepar&#x101;ta pielieto�anai &#x101;rstniec&#x12B;bas nol&#x16B;kos. Bet Voronovs pats nepie�&#x137;&#x12B;ra organoterapi-jas metodei nek&#x101;du noz&#x12B;mi. Dr&#x12B;z vien izdev&#x101;s pier&#x101;d&#x12B;t vi&#x146;a uzskatu mald&#x12B;gumu.</p><empty-line/></section><section><title><p><emphasis>�AVAR&#x112;JU�AIS� S&#x136;ERSO OKE&#x100;NU</emphasis></p></title><p>L&#x12B;dz �im apl&#x16B;koj&#x101;m eksperimentus, kas saist&#x12B;ti ar m&#x101;ksl&#x12B;gu bado�anos. Fiziologus tie interes&#x113;ja t&#x12B;ri praktiski svar&#x12B;go probl&#x113;mu d&#x113;&#x13C;. Piem&#x113;ram, kalnraktuvju katastrof&#x101;s aizb&#x113;rto cilv&#x113;ku likte&#x146;i (atcer&#x113;simies kaut vai Zol&#x101; lieliskos t&#x113;lojumus ��ermi-n&#x101;l&#x101;!), k&#x101; ar&#x12B; ku&#x123;u av&#x101;rij&#x101;s cietu�o dramatiskie p&#x101;rdz&#x12B;vojumi izvirz&#x12B;ja probl&#x113;mu: cik ilgi cilv&#x113;ks sp&#x113;j iztikt bez &#x113;�anas un dzer�anas, un k&#x101; uz to rea&#x123;&#x113; vi&#x146;a organisms? Tie nepavisam nebija mazsvar&#x12B;gi jaut&#x101;jumi, bet cie�i saist&#x12B;ti ar katastrofu gad&#x12B;jumos raktuv&#x113;s veicamajiem pas&#x101;kumiem vai ar&#x12B; priek�noteikumiem, kas j&#x101;iev&#x113;ro, iek&#x101;rtojot gl&#x101;b�anas laivas. P&#x113;t&#x12B;jumiem un da�&#x101;diem eksperimentiem �ai nozar&#x113; t&#x101;tad bija praktiska v&#x113;rt&#x12B;ba.</p><p>Pal&#x12B;dz&#x12B;bas snieg�anai ku&#x123;u av&#x101;rij&#x101;s cietu�ajiem p&#x113;d&#x113;jos gados &#x12B;pa�i piev&#x113;rs&#x101;s t&#x101;s vesel&#x12B;bas aizsardz&#x12B;bas iest&#x101;des, kuru p&#x101;rzi&#x146;&#x101; ir navig&#x101;cija. Gadu t&#x16B;ksto�os, kop� ku&#x123;i dodas j&#x16B;r&#x101;, t&#x101; pras&#x12B;jusi neskait&#x101;mus upurus. Otr&#x101; pasaules kara laik&#x101; j&#x16B;r&#x101; cietu�o skaits ang&#x13C;u pus&#x113; vien sasniedza 27 000, no kuriem izgl&#x101;ba tikai divas tre�da&#x13C;as. Tie bija lieli zaud&#x113;jumi. �is apst&#x101;klis pamudin&#x101;ja Anglijas P&#x113;tniec&#x12B;bas padomi medic&#x12B;nas jaut&#x101;jumos nodarboties ar pal&#x12B;dz&#x12B;bas snieg�anu ku&#x123;u av&#x101;rij&#x101;s cietu�ajiem un mekl&#x113;t iesp&#x113;jas, ka samazin&#x101;t cilv&#x113;ku upurus atkl&#x101;t&#x101; j&#x16B;r&#x101;. �os jaut&#x101;jumus P&#x113;tniec&#x12B;bas padome var&#x113;ja atrisin&#x101;t tikai ar p&#x113;t&#x12B;jumu un eksperimentu pal&#x12B;dz&#x12B;bu. &#x13B;audis, teiksim, jau no s&#x101;kta gala tic&#x113;ja, ka cilv&#x113;ks, kur� ilg&#x101;ku laiku peldas vai uzturas aukst&#x101; &#x16B;den&#x12B;, zaud&#x113; sp&#x113;kus un aiziet boj&#x101; tie�i aukstuma d&#x113;&#x13C;. �&#x101;ds uzskats izr&#x101;d&#x12B;j&#x101;s mald&#x12B;gs. No 40 v&#x12B;rie�iem, kam ilg&#x101;k par stundu bija n&#x101;cies pavad&#x12B;t ledain&#x101; &#x16B;den&#x12B;, 31 palika dz&#x12B;vs. P&#x101;r&#x113;jie devi&#x146;i nomira dr&#x12B;z p&#x113;c izgl&#x101;b�anas. Bet, ja &#x16B;dens temperat&#x16B;ra p&#x101;rsniedza 10�C, aukstuma d&#x113;&#x13C; boj&#x101; neaizg&#x101;ja neviens. Protams, te liela Joma ap&#x123;&#x113;rbam; silts ap&#x123;&#x113;rbs pasarga no aukstuma ar&#x12B; &#x16B;den&#x12B;.</p><p>Ku&#x123;a av&#x101;rijas gad&#x12B;jum&#x101; nepiecie�ams laikus nolaist &#x16B;den&#x12B; gl&#x101;b�anas laivas, jo tad grimsto�&#x101; ku&#x123;a pasa�ierus un jau vi&#x13C;&#x146;os nok&#x13C;uvu�os cilv&#x113;kus var izgl&#x101;bt visdr&#x12B;z&#x101;k.</p></section><section><title><p><strong>DOKTORS LINDEMANIS</strong></p></title><p>K&#x101;d&#x101; ang&#x13C;u publik&#x101;cij&#x101;, kur min&#x113;ts ne viens vien d&#x12B;vains atgad&#x12B;jums, st&#x101;st&#x12B;ts par gl&#x101;b�anas laivu, kas septi&#x146;as ned&#x113;&#x13C;as mald&#x12B;jusies pa Atlantijas oke&#x101;nu. Laiv&#x101; brauku�i 23 cilv&#x113;ki, un boj&#x101; aizg&#x101;jis tikai viens. Tra&#x123;isk&#x101;ks bijis k&#x101;da avar&#x113;ju�a ku&#x123;a komandas liktenis. P&#x113;c 77 oke&#x101;n&#x101; pavad&#x12B;t&#x101;m dien&#x101;m no 20 cilv&#x113;kiem dz&#x12B;vs palicis tikai viens vien&#x12B;gs, ko ar&#x12B; izgl&#x101;bu�i jau glu�i bezsp&#x113;c&#x12B;gu.</p><p>T&#x101;p&#x113;c jo v&#x113;rt&#x12B;gi ir v&#x101;cu &#x101;ista Dr. Lindema&#x146;a eksperimentiem l&#x12B;dz&#x12B;gie j&#x16B;ras braucieni. Doktors Lindemanis, m&#x113;&#x123;in&#x101;dams atdarin&#x101;t ku&#x123;a av&#x101;rij&#x101; cietu�o, viens pats daudzas ned&#x113;&#x13C;as &#x12B;r&#x101;s laiv&#x101; pa oke&#x101;nu, atsakoties no jebk&#x101;das pal&#x12B;dz&#x12B;bas. Vi&#x146;� grib&#x113;ja iepaz&#x12B;t fiziolo&#x123;isk&#x101;s gr&#x16B;t&#x12B;bas un briesmas, kas �&#x101;dos apst&#x101;k&#x13C;os apdraud cilv&#x113;kus, un p&#x113;t&#x12B;t nenorm&#x101;l&#x101; dz&#x12B;ves veida rad&#x12B;t&#x101;s som&#x101;tisk&#x101;s un psihisk&#x101;s sekas.</p><p>Doktors Hanness Lindemanis piedzima 1922. gad&#x101; Zanders-l&#x113;ben&#x113; (Hanover&#x101;), Hamburgas universit&#x101;t&#x113; stud&#x113;ja medic&#x12B;nu un p&#x113;c universit&#x101;tes beig�anas uzs&#x101;ka &#x101;rsta gaitas &#x100;frik&#x101; k&#x101;d&#x101; Lib&#x113;rijas uz&#x146;&#x113;mum&#x101;. Te vi&#x146;am ar&#x12B; rad&#x101;s interese par ku&#x123;u av&#x101;rij&#x101;s cietu�o likte&#x146;iem un l&#x113;mums �ai virzien&#x101; izdar&#x12B;t ar sevi eksperimentus. Savam pirmajam braucienam, kas notika 1955. gada oktobr&#x12B;, Lindemanis izv&#x113;l&#x113;j&#x101;s 7,70 m garu un 76 cm platu laivi&#x146;u � vienkoci, k&#x101;das parasti lieto &#x100;frikas piekrast&#x113;. �&#x101;d&#x101; o&#x137;e&#x101;nam gal&#x12B;gi nepiem&#x113;rot&#x101; braucamr&#x12B;k&#x101; vi&#x146;� dev&#x101;s no &#x100;frikas rietumu piekrastes uz Haiti. Ce&#x13C;&#x101; n&#x101;c&#x101;s pavad&#x12B;t 119 dienas, un �ai laik&#x101; Lindemanim bija ne mazums izdev&#x12B;bu apg&#x16B;t pieredzi n&#x101;kamajam braucienam. Sava pirm&#x101; ce&#x13C;ojuma rezult&#x101;tus Lindemanis raksturoja �&#x101;di:</p><p>�Neapmierin&#x101;ts secinu, ka probl&#x113;ma par cilv&#x113;ka psihisk&#x101; st&#x101;vok&#x13C;a lomu av&#x101;rijas gad&#x12B;jumos joproj&#x101;m nav atrisin&#x101;ta. Brauciena laik&#x101; ne vienreiz vien atrados tuvu izmisumam, &#x12B;pa�i tad, kad v&#x113;tr&#x101; pazaud&#x113;ju st&#x16B;ri un abus enkurus.�</p><p>Apguvis krietnu pieredzi, Lindemanis 1956. gad&#x101; s&#x101;ka gatavoties n&#x101;kamajam eksperimenta braucienam. Vi&#x146;� bija guvis svar&#x12B;gu atzi&#x146;u, proti, ka psihiskais moments neb&#x16B;t nav zem&#x101;k v&#x113;rt&#x113;jams par fizisko, iesp&#x113;jams, ka tas ir v&#x113;l noz&#x12B;m&#x12B;g&#x101;ks. Ja cilv&#x113;ku p&#x101;r&#x146;em izmisums, panika (bet t&#x101; nereti uzbr&#x16B;k pirms pa�as katastrofas), iest&#x101;jas iek�&#x113;js sabrukums un cilv&#x113;ks zaud&#x113; pareiz&#x101;s r&#x12B;c&#x12B;bas sp&#x113;jas. �Visliel&#x101;k&#x101;s briesmas,� saka Lindemanis,� sl&#x113;pjas cilv&#x113;k&#x101; .pa�&#x101;, vi&#x146;a dv&#x113;seles sp&#x113;k&#x101; vai nesp&#x113;k&#x101; visu iztur&#x113;t. �ai sakar&#x12B;b&#x101; es dom&#x101;ju pirmk&#x101;rt par pol&#x101;raj&#x101;m eksped&#x12B;cij&#x101;m un n&#x101;ko�ajiem kosmonautiem. Ku&#x123;ot&#x101;jam, protams, vissvar&#x12B;g&#x101;kais ir laiva, vienalga, vai t&#x101; b&#x16B;tu no gumijas vai no koka...�</p><p>Gatavo�an&#x101;s otram oke&#x101;na braucienam aiz&#x146;&#x113;ma pusgadu. Lindemanis vispirms izstud&#x113;ja paz&#x12B;stam&#x101; Berl&#x12B;nes psihologa Johannesa H. �ulca darbus, kur� &#x101;rstniec&#x12B;b&#x101; un darba sp&#x113;ju pacel�an&#x101; noz&#x12B;m&#x12B;gu lomu pie�&#x137;ir pa�iedvesmai. Pa�treni&#x146;us, gribas sp&#x113;ka nor&#x16B;d&#x12B;�anu � �os �ulca teorijas vadmot&#x12B;vus sava pl&#x101;na &#x12B;steno�anai Lindemanis uzskat&#x12B;ja par galvenajiem.</p><p>�Tr&#x12B;sreiz dien&#x101; kalu sev galv&#x101; v&#x101;rdus: es to paveik�u! Iztur&#x113;t! �&#x12B; doma mani gl&#x101;ba viskritisk&#x101;kaj&#x101; br&#x12B;d&#x12B;, kad 57. dien&#x101; apg&#x101;z&#x101;s laiva, un es, pie t&#x101;s tur&#x113;damies, devi&#x146;as stundas c&#x12B;n&#x12B;jos ar v&#x113;lru. Tikai r&#x12B;tausm&#x101; izdev&#x101;s laivu apvelt otr&#x101;di. Devi&#x146;as stundas tur&#x113;ties pie niec&#x12B;gas, slidenas �galo�as�, c&#x12B;n&#x12B;ties ar se�us l&#x12B;dz devi&#x146;us metrus augstiem vi&#x13C;&#x146;u kalniem un trakojo�&#x101;m v&#x113;ja br&#x101;zm&#x101;m � te ar parasto dz&#x12B;votgribu vien t&#x101; k&#x101; par maz.�</p><p>Stud&#x113;jot pa�iedvesmas principus, Lindemanis iepazin&#x101;s ar mor&#x101;l&#x101; r&#x16B;d&#x12B;juma pamatiem. Reiz&#x113; vi&#x146;� veica ar&#x12B; ce&#x13C;ojuma sagatavo�anas tehnisko pusi: ieg&#x101;d&#x101;j&#x101;s laivu un braucienam nepiecie�am&#x101;s lietas. No t&#x101; visa ta�u bija atkar&#x12B;gs �&#x12B; eksperimenta liktenis un eksperiment&#x113;t&#x101;ja dz&#x12B;v&#x12B;ba. Sava .pirm&#x101; brauciena k&#x13C;&#x16B;das Lindemanis nev&#x113;l&#x113;j&#x101;s atk&#x101;rtot.</p><p>Otra ce&#x13C;ojuma uzs&#x101;k�anai vi&#x146;� izv&#x113;l&#x113;j&#x101;s jauku st&#x16B;r&#x12B;ti Kan&#x101;-riju sal&#x101;s � Laspalmasu, kuras skaistums pievilina daudz &#x101;rzemnieku. Savam pas&#x101;kumam vi&#x146;� izv&#x113;l&#x113;j&#x101;s �&#x12B;pa�u� laivu. T&#x101;s l&#x12B;rsvars bija 55 m&#x101;rci&#x146;as. Kl&#x101;t v&#x113;l j&#x101;pieskaita 17 m&#x101;rci&#x146;u smag&#x101; filmas uz&#x146;em�anas aparat&#x16B;ra un 18 m&#x101;rci&#x146;as ekip&#x113;juma. 200 m&#x101;rci&#x146;as sv&#x113;ra p&#x101;rtika un dzeramais. Lindemanis pals ar&#x12B; nebija nek&#x101;ds vieglais v&#x12B;rs, vi&#x146;a svars sasniedza turpat 200 m&#x101;rci&#x146;u. P&#x101;ris v&#x101;rdu par takel&#x101;�u. Parastaj&#x101;m bur&#x101;m Lindemanis piestiprin&#x101;ja v&#x113;l divas �&#x137;&#x113;rsburas. �&#x12B; laiva nelika vilties. T&#x101; lieliski iztur&#x113;ja t&#x101;l&#x101; ce&#x13C;a gr&#x16B;t&#x12B;bas. Kad beidzot bija sasniegta Rietumindija, laiva izskat&#x12B;j&#x101;s tikpat k&#x101; jauna, ja neskaita ai glieme�n&#x12B;c&#x101;m un j&#x16B;ras dz&#x12B;vnieci&#x146;iem apaugu�o bortu un iegrimes da&#x13C;u. Iesp&#x113;jams, ka �ai laivai, sal&#x12B;dzinot ar iepriek�&#x113;jo &#x100;frikas vienkoci, bija zin&#x101;mas priek�roc&#x12B;bas &#x12B;suma d&#x113;&#x13C; � t&#x101;s garums bija tikai 17 p&#x113;das, t. i., nedaudz vair&#x101;k par 5 metriem.</p><p>Ce&#x13C;ojums ar&#x12B; �oreiz s&#x101;k&#x101;s ruden&#x12B;; 1956. gada 20. oktobr&#x12B; Lindemanis pac&#x113;la buras. S&#x101;kum&#x101; viss rit&#x113;ja gludi. Pirm&#x101; diena atg&#x101;din&#x101;ja izbraukumu maz&#x101; buru laivi&#x146;&#x101;. Bet jau otr&#x101; dien&#x101; bija j&#x101;atz&#x12B;st, ka brezenta p&#x101;rsegs savu uzdevumu veic v&#x101;ji. Lindemanis pats to bija impregn&#x113;jis, tom&#x113;r pret vi&#x13C;&#x146;u �&#x13C;akat&#x101;m brezents izr&#x101;d&#x12B;j&#x101;s bezsp&#x113;c&#x12B;gs. &#x16A;dens s&#x16B;c&#x101;s tam cauri, kr&#x101;j&#x101;s laiv&#x101;, l&#x12B;dz beidzot sniedz&#x101;s Lindemanim l&#x12B;dz ce&#x13C;galiem. No samirk�anas vi&#x146;u neaizsarg&#x101;ja pat e&#x13C;&#x13C;otais t&#x113;rps. Un tad rad&#x101;s jauna r&#x16B;p&#x113;: &#x101;da p&#x101;r&#x101;k asi rea&#x123;&#x113;ja uz brezenta impregn&#x113;�anai lietotaj&#x101;m &#x137;imik&#x101;lij&#x101;m. Viss &#x137;ermenis svila k&#x101; karstas darvas apliets. Grib&#x113;j&#x101;s t&#x12B;ri vai griezties atpaka&#x13C; un doties ma-lup. Ta�u Lindemamm pietika sp&#x113;ka �o domu atvair&#x12B;t. �Man tas j&#x101;paveic, es to gribu!�</p><p>Beidzot j&#x101;dom&#x101; bija ar&#x12B; par uzturu. P&#x113;d&#x113;jo reizi bija &#x113;sts izbrauk�anas dien&#x101;, kad brokastis gatavoja Lindema&#x146;a draugs. 36 stundas bez &#x113;�anas un dzer�anas � ar&#x12B; tas jau ir neliels eksperiments. Kad sabiez&#x113;ja kr&#x113;sla, Lindemanis cent&#x101;s atgai&#x146;&#x101;t visas domas, nedom&#x101;t ne par ko citu k&#x101; vien&#x12B;gi par gul&#x113;�anu: nosnausties, mazdrusci&#x146; iemigt, lai uzkr&#x101;tu sp&#x113;kus n&#x101;ko�ajai dienai.</p><p>Bet tik vienk&#x101;r�i tas vis nebija izdar&#x101;ms. S&#x113;d&#x113;t pie st&#x16B;res un uzman&#x12B;t kursu � t&#x101;tad gul&#x113;t un st&#x16B;r&#x113;t � t&#x101; jau ir m&#x101;ksla, kas prasa meistaru. Galu gal&#x101; izdev&#x101;s ar&#x12B; pa br&#x12B;ti&#x146;am nosnausties un redz&#x113;t pat sap&#x146;us. Ilgs �&#x101;ds miegs gan nebija � tikai sekundes, reiz&#x113;m min&#x16B;tes. Nakts pag&#x101;ja, nomodam mainoties ar miegu. Zeme jau sen k&#x101; bija izzudusi Lindema&#x146;a skatienam, nu vi&#x146;� bija glu�i viens. Ce&#x13C;ojuma ilgums bija apl&#x113;sts 70 dien&#x101;m. V&#x113;l&#x101;k pier&#x101;d&#x12B;j&#x101;s apr&#x113;&#x137;ina pareiz&#x12B;ba. Diena pag&#x101;ja, izsme&#x13C;ot laiv&#x101; iepl&#x16B;du�o &#x16B;deni un �&#x101;v&#x113;jot samirku�&#x101;s dr&#x113;bes. Viegli tas nen&#x101;c&#x101;s. Ce&#x13C;ojuma sagatavo�anas darbi Lindema&#x146;a rokas gan bija padar&#x12B;ju�as raupjas, bet pirkstu gali bija k&#x13C;uvu�i jut&#x12B;gi. S&#x101;&#x13C;ais &#x16B;dens nu ne�&#x113;l&#x12B;gi kairin&#x101;ja &#x101;du.</p><p>Pirm&#x101; ned&#x113;&#x13C;a pag&#x101;ja, iej&#x16B;toties jaunajos apst&#x101;k&#x13C;os un p&#x101;rsteigumos, kuru nebija mazums. Ar k&#x101;j&#x101;m tur&#x113;dams st&#x16B;ri, lai laiva nenovirz&#x12B;tos no kursa, Lindemanis ieman&#x12B;j&#x101;s nakt&#x12B;s nosnausties. Laiks s&#x101;kum&#x101; bija nel&#x101;gs, bet v&#x113;l&#x101;k uzlaboj&#x101;s. Ce&#x13C;ot&#x101;ju iepriecin&#x101;ja saule: t&#x101; iz�&#x101;v&#x113;ja samirku�&#x101;s lielas. Pusdienlaikos var&#x113;ja at&#x13C;auties ar&#x12B; higi&#x113;nisk&#x101;s proced&#x16B;ras. P&#x101;rlicis airi p&#x101;ri laivai, vi&#x146;� s&#x101;ka iz&#x123;&#x113;rbties: novilka spect&#x113;rpu, e&#x13C;&#x13C;jaku, &#x12B;s&#x101;s bikses, biezo sv&#x12B;teri un apak�ve&#x13C;u. Viss bija izmircis caur un cauri. Slapjos ap&#x123;&#x113;rba gabalus izk&#x101;ris masta vantis, Lindemanis labpatik&#x101; &#x13C;&#x101;v&#x101;s siltajiem saules stariem. Ar&#x12B; s&#x113;dek&#x13C;a spilvens pras&#x12B;j&#x101;s p&#x113;c sausuma. Iz�&#x101;v&#x113;to ve&#x13C;u Lindemanis pirms uzvilk�anas iep&#x16B;der&#x113;ja ar talku. L&#x101;giem vi&#x146;� gul&#x113;ja ar&#x12B; dien&#x101;. Radis katru dienu piel&#x16B;gt dievu, vi&#x146;� to dar&#x12B;ja ar&#x12B; �eit, b&#x16B;dams viens pats atkl&#x101;t&#x101; j&#x16B;r&#x101;. Un ko vi&#x146;� grib&#x113;ja sev izl&#x16B;gties? Modr&#x12B;bu, jo t&#x101;s �eit vajadz&#x113;ja visvair&#x101;k. Reiz nejau�i vi&#x146;� laiv&#x101; uzg&#x101;ja pudeli ar apels&#x12B;nu sulu. Ac&#x12B;m redzot, pirms brauciena to paslepen bija ielicis k&#x101;ds no draugiem. Citreiz vi&#x146;� iev&#x113;roja mastam pie&#x137;&#x113;ru�os sien&#x101;z&#x12B;ti. Rad&#x101;s jauna r&#x16B;p&#x113;: ar ko gan barot kukaini atkl&#x101;t&#x101; j&#x16B;r&#x101;? Lai atvieglotu laivas svaru, Lindemanis veselu ned&#x113;&#x13C;u p&#x101;rtika tikai no konserviem.</p><p>V&#x113;l&#x101;k &#x113;dienu karti var&#x113;ja main&#x12B;t, bet s&#x101;kum&#x101; galvenais uzturs bija konservi, p&#x101;ris apels&#x12B;nu un nedaudz &#x137;iploku. Nedr&#x12B;kst&#x113;ja pietr&#x16B;kt ar&#x12B; vitam&#x12B;nu. L&#x12B;dz bija ar&#x12B; kondens&#x113;tais piens un da�as pudeles alus. T&#x101;tad par badu nebija ko gausties, vismaz pagaid&#x101;m ne.</p><p>Otras ned&#x113;&#x13C;as s&#x101;kum&#x101; n&#x101;c&#x101;s mekl&#x113;t gl&#x101;bi&#x146;u no saules tveices. Lai rastu v&#x113;sumu, Lindemanis brezentu ap�&#x13C;&#x101;ca ar s&#x101;&#x13C;o &#x16B;deni un buras uzst&#x101;d&#x12B;ja t&#x101;, ka pats visu laiku atrad&#x101;s &#x113;n&#x101;. K&#x101;du dienu, k&#x101; liekas, sarkani kr&#x101;sot&#x101;s laivas &#x113;nas pievilin&#x101;ta, glu�i tuvu piepeld&#x113;ja neliela zivs. Starp citu, sarkan&#x101; kr&#x101;sa bija izdev&#x12B;ga t&#x101;p&#x113;c, ka liel&#x101;s zivis, sevi�&#x137;i haizivis, no �&#x101;di kr&#x101;sotas laivas tur&#x113;j&#x101;s pa gabalu. Sarkan&#x101;s kr&#x101;sas iedarb&#x12B;guma iemeslu Lindemanis t&#x101; ar&#x12B; neuzzin&#x101;ja. L&#x12B;dzko pie&#x146;&#x113;m&#x101;s v&#x113;j�, laiv&#x101; �&#x13C;&#x101;c&#x101;s &#x16B;dens. Gl&#x101;bi&#x146;a nebija. V&#x113;l&#x101;k Lindemanis rakst&#x12B;ja, ka saliekam&#x101; laiv&#x101; tikpat gr&#x16B;ti izvair&#x12B;ties no samirk�anas k&#x101; motociklistam no ce&#x13C;a putek&#x13C;iem. Ar laivai piestiprin&#x101;to mak�&#x137;eri reiz gad&#x12B;j&#x101;s no&#x137;ert delf&#x12B;nu. To nok&#x101;vis, Lindemanis dz&#x113;ra asinis un mieloj&#x101;s ar akn&#x101;m un ikriem. Da&#x13C;u guvuma vi&#x146;� pataup&#x12B;ja n&#x101;kamajai dienai, jo �oreiz organisma pras&#x12B;ba p&#x113;c vitam&#x12B;niem bija apmierin&#x101;ta.</p><p>V&#x113;j� pieauga sp&#x113;k&#x101;. Lindemanis nolaida buras, nostiprin&#x101;ja st&#x16B;ri un pats plakaniski nog&#x16B;l&#x101;s laivas diben&#x101;. Piepe�i vi&#x146;am p&#x101;rgruva p&#x101;ri milzu vilnis. Lindemanis cent&#x101;s pasarg&#x101;t laivu no apg&#x101;�an&#x101;s, ta�u t&#x101; bija pilna ar &#x16B;deni. Izsmel�ana pras&#x12B;ja p&#x16B;li&#x146;us. Vakar&#x101; uzn&#x101;ca lietus; nu bija reize iev&#x101;kt dzeramo &#x16B;deni. Lindemanis vien&#x101;* pa&#x146;&#x113;mien&#x101; izdz&#x113;ra krietnu litru un p&#x101;r&#x113;jo &#x16B;deni paglab&#x101;ja alum&#x12B;nija pudel&#x113; v&#x113;l&#x101;kam laikam. Tad gad&#x12B;j&#x101;s k&#x13C;&#x16B;me ar kabatas pulksteni: to vairs nevar&#x113;ja uzvilkt. Laime v&#x113;l, ka darboj&#x101;s hronometrs. Beidzot negaiss norima, uzsp&#x12B;d&#x113;ja saule un visu iz�&#x101;v&#x113;ja. Lindemanis saskait&#x12B;ja pulsu: 48 sitieni min&#x16B;t&#x113;. Vakar un aizvakarnakt bija 34. Priek�pl&#x101;n&#x101; atkal izvirz&#x12B;j&#x101;s Lindemanis &#x101;rsts: �im eksperimentam ta�u bija zin&#x101;tniski medic&#x12B;nsks raksturs.</p></section><section><title><p><strong>TIK�AN&#x100;S AR HAIZIV&#x12A;M</strong></p></title><p>Par ko gan var dom&#x101;t &#x101;rsts, kas eksperiment&#x113; ar sevi, lai, atdarin&#x101;dams avar&#x113;ju�o, iejustos vi&#x146;a situ&#x101;cij&#x101;? Viss atkar&#x12B;gs no cilv&#x113;ka pa�a. Doktors Lindemanis bija optimists, un �eit, atkl&#x101;t&#x101; oke&#x101;n&#x101;, v&#x113;l ilgi pirms ce&#x13C;ojuma beig&#x101;m vi&#x146;� jau kala pl&#x101;nus jaunam j&#x16B;ras braucienam. Vi&#x146;a ilgu sapnis bija ier&#x12B;kot kaut kur tropos fermu. Par vienu jaut&#x101;jumu gan Lindemanis nedom&#x101;ja � par prec&#x12B;b&#x101;m (iesp&#x113;jams, �o domu vi&#x146;� bija atst&#x101;jis krast&#x101;). Un ar&#x12B; v&#x113;l&#x101;k, kad vi&#x146;� mieg&#x101; redz&#x113;ja sap&#x146;us � &#x12B;st&#x101;, dzi&#x13C;&#x101; mieg&#x101;, nevis halucin&#x101;ciju murgos, � vi&#x146;u netrauc&#x113;ja erotiskas izj&#x16B;tas. Tad jau dr&#x12B;z&#x101;k vi&#x146;am sap&#x146;os r&#x101;d&#x12B;j&#x101;s cep�ana un v&#x101;r&#x12B;�ana, labs &#x113;diens, it &#x12B;pa�i sald&#x113;dieni, k&#x16B;kas ar putukr&#x113;jumu.</p><p>11. novembris � ce&#x13C;ojuma 23. diena bija sv&#x113;tdiena. Iepriek�&#x113;j&#x101; diena bija bijusi &#x12B;sti &#x13C;auna � j&#x16B;ra v&#x101;r&#x12B;j&#x101;s k&#x101; raganu katls. Lindemanis bai&#x13C;oj&#x101;s par laivu. Tom&#x113;r sv&#x113;tdiena iepriecin&#x101;ja. Lindemanis atcer&#x113;j&#x101;s kafiju un k&#x16B;kas, ar ko krast&#x101; mieloj&#x101;s palic&#x113;ji, un vi&#x146;am �&#x137;ita, ka aus&#x12B;s skan&#x113;tu dzimt&#x101; ciema bazn&#x12B;cas zvanu ska&#x146;as.</p><p>Laivai tuvoj&#x101;s bars zivju; vienu, kas piepeld&#x113;ja pavisam tuvu, izdev&#x101;s no&#x137;ert. &#x112;zdams j&#x113;lo zivi, Lindemanis iev&#x113;roja, ka asi&#x146;o smaganas. Vi&#x146;� t&#x16B;da&#x13C; atsk&#x101;rta, kas par lietu, un steig�us samekl&#x113;ja kast&#x12B;ti ar vitam&#x12B;niem. Liels bija vi&#x146;a prieks, kad mak�&#x137;eres auklai piestiprin&#x101;t&#x101; &#x113;sma savu pien&#x101;kumu izpild&#x12B;ja un pievilin&#x101;ja delf&#x12B;nu. Diem�&#x113;l, delf&#x12B;ns nebija viens, aiz t&#x101; b&#x12B;stam&#x101; tuvum&#x101; laivai sekoja haizivs. Lindemanis jau iedom&#x101;j&#x101;s sevi kop&#x101; ar laivu un visu p&#x101;r&#x113;jo j&#x16B;ras laup&#x12B;t&#x101;ja r&#x12B;kl&#x113;, kad haizivs, ac&#x12B;m redzot, �&#x12B;s sastap�an&#x101;s izbijusies v&#x113;l vair&#x101;k nek&#x101; cilv&#x113;ks, uzskat&#x12B;ja par pr&#x101;t&#x12B;g&#x101;ku ienirt un nozust dzelm&#x113;.</p><p>N&#x101;kamaj&#x101; dien&#x101; atkal izn&#x101;ca satik�an&#x101;s ar haizivi, kas pietuvoj&#x101;s laivai divu p&#x113;du atstatum&#x101;. Lindemanis sad&#x16B;�oj&#x101;s, sakopoja visus sp&#x113;kus un ar airi iesita haizivij pa galvu. Bet sitiens pl&#x113;so&#x146;u nemaz neietekm&#x113;ja: v&#x113;l labu br&#x12B;di t&#x101; peld&#x113;ja l&#x12B;dzi laivai un tikai tad uzskat&#x12B;ja par vajadz&#x12B;gu nozust.</p><p>Brauciena 30. diena bija baism&#x12B;ga. Tumsa p&#x101;r j&#x16B;ru, zibe&#x146;i, p&#x113;rkona gr&#x101;vieni un aukst&#x101;s lietus �altis lika sirdij nodreb&#x113;t. Ik p&#x113;c p&#x101;ris min&#x16B;t&#x113;m Lindemanim vajadz&#x113;ja mekl&#x113;t kabatas bateriju, lai p&#x101;rbaud&#x12B;tu, vai laiva nenovirz&#x101;s no kursa. Vi&#x146;� jut&#x101;s v&#x101;rgs un no�&#x113;lojams, s&#x101;p&#x113;ja ce&#x13C;i. Viens ce&#x13C;gals bija piet&#x16B;cis, un Lindemanis baid&#x12B;j&#x101;s, ka nelielais ievainojums tur jau var b&#x16B;t infic&#x113;ts, t&#x101;p&#x113;c samekl&#x113;ja �&#x13C;irci un injic&#x113;ja penicil&#x12B;nu.</p><p>Beidzot v&#x113;tra norima. Lindemanis ieraudz&#x12B;ja &#x16B;den&#x12B; peldam pudeli, un vi&#x146;am laim&#x113;j&#x101;s to izmak�&#x137;er&#x113;t. Ac&#x12B;m redzot, pudele jau ned&#x113;&#x13C;&#x101;m ilgi bija �&#x16B;pojusies vi&#x13C;&#x146;os; t&#x101; visa bija aplipu�i ar j&#x16B;ras v&#x113;z&#x12B;�iem. Nolob&#x12B;jis �aulu, piesardz&#x12B;gi, lai neievainotu mutes g&#x13C;ot&#x101;du, Lindemanis s&#x101;ka tos &#x113;st. Ta�u sald&#x101;ks par &#x113;dienu vi&#x146;am tobr&#x12B;d lik&#x101;s miegs. Nakt&#x12B; p&#x101;rlieku izmoc&#x12B;ts, vi&#x146;� nu v&#x113;l&#x113;j&#x101;s gul&#x113;t, tikai gul&#x113;t, jo juta, ka negul&#x113;ju�am otru t&#x101;du v&#x113;tru vairs neiztur&#x113;t. Visvair&#x101;k vi&#x146;u baid&#x12B;ja doma, ka sp&#x113;c&#x12B;gas br&#x101;zmas var apg&#x101;zt laivu. Ar&#x12B; n&#x101;ko�&#x101; nakts bija nemier&#x12B;ga: atkal p&#x16B;ta stiprs v&#x113;j�, zibe&#x146;oja, r&#x16B;ca p&#x113;rkons, g&#x101;za lietus, un Lindemanim visu laiku n&#x101;c&#x101;s smelt no 'laivas &#x16B;deni. Un tad notika tas, no k&#x101; vi&#x146;� bija baid&#x12B;jies � pazuda st&#x16B;re. K&#x101; jau min&#x113;ts, Lindemanis bija iem&#x101;c&#x12B;jies st&#x16B;ri vad&#x12B;t ar k&#x101;j&#x101;m un nu � pusnomod&#x101; nepaman&#x12B;ja, ka laivas st&#x16B;res trosi var tikko kustin&#x101;t. P&#x113;k�&#x146;i st&#x16B;re nor&#x101;v&#x101;s.</p><p>Acumirkl&#x12B; miegs bija k&#x101; ar roku at&#x146;emts, un Lindemanis palika nomod&#x101; l&#x12B;dz r&#x12B;tausmai. Laiva zvalst&#x12B;j&#x101;s, taj&#x101; �&#x13C;&#x101;c&#x101;s &#x16B;dens, savainot&#x101;s rokas asi&#x146;oja. Izj&#x16B;tas saasin&#x101;j&#x101;s, un vi&#x146;am �&#x137;ita, ka brezenta p&#x101;rsegs run&#x101; cilv&#x113;ka bals&#x12B;. Lindemanis sarun&#x101;j&#x101;s ne tikai pats ar sevi, ar bur&#x101;m un r&#x101;j&#x101;m, vi&#x146;� dzird&#x113;ja ar&#x12B; neredzamu cilv&#x113;ku rad&#x12B;tus trok�&#x146;us un ska&#x146;as. Vajadz&#x113;ja tom&#x113;r nogaid&#x12B;t, l&#x12B;dz v&#x113;tra pierimst, tikai tad var&#x113;ja st&#x101;ties pie l&#x12B;dzpa&#x146;emt&#x101;s rezerves st&#x16B;res uzst&#x101;d&#x12B;�anas.</p><p>Starp k&#x101;ju pirkstiem iespiedis st&#x16B;res unguru, ar labo roku pietur&#x113;dams pl&#x101;tni, vi&#x146;� t&#x101;pat neiz&#x123;&#x113;rbies iesl&#x12B;d&#x113;ja &#x16B;den&#x12B;. Auksts tas nebija, bet trauc&#x113;ja lielie vi&#x13C;&#x146;i. Mirkl&#x12B;, kad Lindemanis st&#x16B;res pl&#x101;tni m&#x113;&#x123;in&#x101;ja p&#x101;rlikt no lab&#x101;s rokas kreisaj&#x101;, uz�&#x13C;&#x101;c&#x101;s sp&#x113;c&#x12B;gs vilnis un st&#x16B;re izsl&#x12B;d&#x113;ja no rok&#x101;m.</p><p>Lindemanis ienira zibens &#x101;trum&#x101;, un vi&#x146;am laim&#x113;j&#x101;s. Satv&#x113;ris st&#x16B;ri, vi&#x146;�, kaut ar&#x12B; ne bez p&#x16B;li&#x146;iem, to pier&#x12B;koja un nostiprin&#x101;ja.</p><p>P&#x113;c tam atkal sp&#x12B;d&#x113;ja saule, laidel&#x113;j&#x101;s j&#x16B;ras putni. Apm&#x113;ram pusj&#x16B;dzes att&#x101;lum&#x101; pie horizonta par&#x101;d&#x12B;j&#x101;s kaut kas l&#x12B;dz&#x12B;gs lielai kastei � ac&#x12B;m redzot, ku&#x123;is. Lindemanis m&#x101;ja ar roku par z&#x12B;mi, ka viss lab&#x101;kaj&#x101; k&#x101;rt&#x12B;b&#x101;. Ku&#x123;is n&#x101;ca arvien tuv&#x101;k. Tas apmeta laivai loku, un Lindemanis nu var&#x113;ja saskat&#x12B;t &#x13C;audis, kas pulc&#x113;j&#x101;s uz komandtilti&#x146;a. K&#x101;ds virsnieks jaut&#x101;ja ar megafona pal&#x12B;dz&#x12B;bu, vai Lindemanis nev&#x113;loties k&#x101;pt uz kl&#x101;ja. Lindemanis pied&#x101;v&#x101;jumu ar pateic&#x12B;bu noraid&#x12B;ja. Virsnieks interes&#x113;j&#x101;s, vai Lindemanim k&#x101; nevajagot, un pras&#x12B;ja, k&#x101; vi&#x146;u saucot. Lindemanis pateica savu v&#x101;rdu un uzv&#x101;rdu un l&#x16B;dza prec&#x12B;zas koordin&#x101;tes. &#x100;tri izdar&#x12B;ja apr&#x113;&#x137;inus. Lindemanis ar&#x12B; pazi&#x146;oja, ka vi&#x146;� braucot no Laspalmasas un esot ce&#x13C;&#x101; uz Senttomasu. Nu vi&#x146;� zin&#x101;ja, ka vi&#x146;a apr&#x113;&#x137;ini pareizi, t&#x101;tad apm&#x113;ram pusi ce&#x13C;a vi&#x146;� jau bija veicis. Kad ku&#x123;a &#x13C;audis v&#x113;lreiz bija p&#x101;rliecin&#x101;ju�ies, ka �im vientu&#x13C;ajam j&#x16B;ras brauc&#x113;jam pal&#x12B;dz&#x12B;ba nav vajadz&#x12B;ga, tirdzniec&#x12B;bas ku&#x123;is ar Holandes karogu turpin&#x101;ja savu ce&#x13C;u.</p><p>N&#x101;ko�aj&#x101;s dien&#x101;s nekas iev&#x113;rojams nenotika. Nu jau septi&#x146;as ned&#x113;&#x13C;as Lindemanis bija ce&#x13C;&#x101;. No vis&#x101;m �etr&#x101;m debess pus&#x113;m vi&#x146;u app&#x16B;ta salti v&#x113;ji, un &#x137;ermenis bija s&#x101;pju p&#x101;r&#x146;emts. S&#x101;p&#x113;ja visas vieti&#x146;as � ce&#x13C;gali, elko&#x146;i, pleci. Lindemanis bija p&#x101;rv&#x113;rties par &#x12B;stu barometru. Nakt&#x12B; braukt vairs nevar&#x113;ja: ce&#x13C;ot&#x101;js bija p&#x101;r&#x101;k noguris. Atkal s&#x101;k&#x101;s saruna ar nosl&#x113;pumainaj&#x101;m bals&#x12B;m. Atkal vi&#x146;� sap&#x146;oja par malt&#x12B;ti krast&#x101;, bag&#x101;t&#x12B;gu malt&#x12B;ti ar baltmaizi, sviestu, �veices sieru, �&#x137;i&#x146;&#x137;i, bet desert&#x101; &#x101;bolu uzp&#x16B;teni, biskv&#x12B;tu un �okol&#x101;di. Vislab&#x101;k gan gar�otu kr&#x113;ma k&#x16B;kas, tikai tropos diem�&#x113;l t&#x101;du nebija.</p><p>Dev&#x12B;t&#x101;s ned&#x113;&#x13C;as s&#x101;kum&#x101; atkal gad&#x12B;j&#x101;s k&#x13C;&#x16B;me ar st&#x16B;ri. Lindemanim vajadz&#x113;ja stipri vien koncentr&#x113;ties, lai nenovirz&#x12B;tos no kursa. T&#x101;lum&#x101; par&#x101;d&#x12B;j&#x101;s sarkana ugunti&#x146;a, p&#x113;c tam za&#x13C;a. Lindemanis dom&#x101;ja, kas gan tas var&#x113;tu b&#x16B;t, un p&#x113;k�&#x146;i viss k&#x13C;uva skaidrs � tuvoj&#x101;s ku&#x123;is. Lai ku&#x123;is neuzdr&#x101;ztos laivai, Lindemanis ar kabatas bateriju deva ku&#x123;im gaismas sign&#x101;lus. Bet laivu, �&#x137;iet, nepaman&#x12B;ja, un ku&#x123;is &#x101;tri izzuda no redzesloka.</p><p>Interesanti, ka �&#x101;d&#x101; situ&#x101;cij&#x101; cilv&#x113;ku, kas p&#x113;c gandr&#x12B;z negul&#x113;tas nakts j&#x16B;tas l&#x12B;dz n&#x101;vei noguris un ap&#x101;tisks, var iepriecin&#x101;t pat maz&#x101;kais s&#x12B;kums. Kad laivai p&#x101;rlidoja dienvidu putns, Lindemanis ska&#x13C;i uzgavil&#x113;ja. Dr&#x12B;z vien atkal izn&#x101;ca tikties ar ku&#x123;i � �oreiz tas bija liels tankku&#x123;is � un Lindemanlm no jauna pied&#x101;v&#x101;ja pal&#x12B;dz&#x12B;bu. Bet vi&#x146;� negrib&#x113;ja pie&#x146;emt nek&#x101;du pal&#x12B;dz&#x12B;bu nek&#x101;dos apst&#x101;k&#x13C;os.</p><p>Nakt&#x12B; pusnomod&#x101; un halucin&#x101;cij&#x101;s Lindemanis ar �o tankku&#x123;i tik&#x101;s v&#x113;lreiz. Vi&#x146;� redz&#x113;ja, k&#x101; no ku&#x123;a nolaida laivu, taj&#x101; iek&#x101;pa n&#x113;&#x123;erz&#x113;ns un dev&#x101;s tie�i vi&#x146;a laivas virzien&#x101;. Piepe�i par&#x101;d&#x12B;j&#x101;s melns zirgs un laivu ar n&#x113;&#x123;erz&#x113;nu aizvilka sev l&#x12B;dzi. Sis melnais &#x12B;sten&#x12B;b&#x101; bija stipra v&#x113;tra; t&#x101; aizgai&#x146;&#x101;ja v&#x12B;zijas un Lindemani atgrieza &#x12B;sten&#x12B;b&#x101;. P&#x101;r laivu ne�&#x113;l&#x12B;gi �&#x13C;&#x101;c&#x101;s vi&#x13C;&#x146;i, un ce&#x13C;ot&#x101;js ar p&#x16B;l&#x113;m tv&#x113;ra gaisu. Te p&#x113;k�&#x146;i vi&#x146;� at&#x123;id&#x101;s &#x16B;den&#x12B;: laiva bija apg&#x101;zusies. Sprie�ot p&#x113;c zvaigzn&#x113;m, var&#x113;ja b&#x16B;t ap pulksten devi&#x146;iem vakar&#x101;. Bija neganti auksts.</p><p>T&#x101;, &#x16B;den&#x12B; turoties pie laivas, Lindemanis p&#x101;rlaida nakti. Tikai r&#x12B;tausm&#x101;, gaismai sv&#x12B;stot, izdev&#x101;s laivu apvelt otr&#x101;di. Kad vi&#x146;� atkal nok&#x13C;uva laiv&#x101;, atkl&#x101;j&#x101;s zaud&#x113;jumi: masta apak�&#x113;j&#x101; da&#x13C;a salauzta, enkurs pazudis, t&#x101;pat ar&#x12B; visas konservu k&#x101;rbas; atliku�as gan v&#x113;l bija vienpadsmit k&#x101;rbi&#x146;as kondens&#x113;t&#x101; piena, kuras glab&#x101;j&#x101;s mastam piestiprin&#x101;t&#x101; mais&#x101;. Gaismeklis (par laimi, &#x16B;densdro�s!) bija saglab&#x101;jies un darboj&#x101;s, bet divas fotokasetes un abas �Leikas� bija pa&#x146;&#x113;musi j&#x16B;ra, kaut ar&#x12B; t&#x101;s bija piestiprin&#x101;tas pie laivas. Aizskalotas bija ar&#x12B; laivas rezerves da&#x13C;as, tualetes piederumi un v&#x113;l �is tas. Gal&#x12B;gi sapl&#x113;sta un samud�in&#x101;ta gul&#x113;ja bura. Vai to vairs izdosies uzvilkt? Ar&#x12B; hronometrs � vi&#x146;a d&#x101;rgums � bija samircis un k&#x13C;uvis nelietojams. Pazudis bija ar&#x12B; asais nazis, palicis tikai neass, l&#x12B;ks dun�elis. Bet Lindemanis sevi mierin&#x101;ja: �Esmu dz&#x12B;vs, sveiks un vesels, ko gan v&#x113;l v&#x113;l&#x113;ties?�</p><p>N&#x101;kamaj&#x101; nakt&#x12B; laiva atkal apg&#x101;z&#x101;s, ta�u negad&#x12B;jumu &#x101;tri vien izdev&#x101;s likvid&#x113;t. Bet v&#x113;tra nep&#x101;rst&#x101;ja, un j&#x16B;ra p&#x101;rv&#x113;rt&#x101;s par elli.</p><p>Br&#x12B;�iem Lindemanis jut&#x101;s tikko dz&#x12B;vs. Dv&#x113;sel&#x113; vald&#x12B;ja abso-d&#x16B;ts tuk�ums, nebija pat domu, tikai bezgal&#x12B;gs klusums, kaut gan visapk&#x101;rt trakoja v&#x113;tra. Tom&#x113;r laiva iztur&#x113;ja, un nu Lindemanis saprata, ka t&#x101; vi&#x146;u nepievils: �&#x12B; laiva bija stipr&#x101;ka par visiem vi&#x13C;&#x146;iem un vis&#x101;m bang&#x101;m.</p><p>Kaut gan nupat v&#x113;l vi&#x146;� bija c&#x12B;n&#x12B;jies ar izmisumu, pa&#x13C;&#x101;v&#x12B;ba vi&#x146;am pal&#x12B;dz&#x113;ja uzvar&#x113;t.</p><p>Tuvoj&#x101;s Ziemsv&#x113;tki. 24. decembris � ce&#x13C;ojuma 66. diena Lindemanim atnesa Ziemsv&#x113;tku d&#x101;vanu � vi&#x146;� ieraudz&#x12B;ja bezdel&#x12B;gas, &#x12B;stas bezdel&#x12B;gas, kas dz&#x12B;vo uz sauszemes. Lindemanim t&#x101; bija skaista sv&#x113;tku balva, kas iepriecin&#x101;ja. Aug&#x101;m dien&#x101;m vi&#x146;� nebija ne acu aizv&#x113;ris, st&#x16B;re bija salauzta, vajadz&#x113;ja air&#x113;t, plecus lauza reimatisms, airi nep&#x101;rtraukti n&#x101;c&#x101;s main&#x12B;t no vienas rokas otr&#x101;. Un kur tad v&#x113;l halucin&#x101;cijas! Debes&#x12B;s plaiksn&#x12B;j&#x101;s ugunis. Vai tie�&#x101;m viena no Mazaj&#x101;m Anti&#x13C;u sal&#x101;m b&#x16B;tu Sentd�onsa? P&#x113;k�&#x146;i par&#x101;d&#x12B;j&#x101;s n&#x113;&#x123;erz&#x113;ns gumijas laiv&#x101;... Smaga bija vil�an&#x101;s, kad izr&#x101;d&#x12B;j&#x101;s, ka no sauszemes nav ne v&#x113;sts. Vai Anti&#x13C;u salas b&#x16B;tu paliku�as ies&#x101;&#x146;us un vi&#x146;� t&#x101;m pabraucis gar&#x101;m, t&#x101;s nepaman&#x12B;dams? P&#x113;c vi&#x146;a apr&#x113;&#x137;iniem zemei ta�u vajadz&#x113;ja b&#x16B;t pavisam tuvu.</p><p>28. decembris bija Lindema&#x146;a dzim�anas diena. Ta�u vi&#x146;am netik&#x101;s par to dom&#x101;t. Lindemanis gan dom&#x101;ja par k&#x16B;k&#x101;m un par to, ka jau veselas tr&#x12B;s ned&#x113;&#x13C;as vi&#x146;� valk&#x101; slapjas dr&#x113;bes un jau divdesmit vienu nakti tikpat k&#x101; mirkst &#x16B;den&#x12B;. N&#x101;kamaj&#x101; dien&#x101; pie horizonta par&#x101;d&#x12B;j&#x101;s it k&#x101; m&#x101;ko&#x146;a &#x113;na. � Urr&#x101;! � atskan&#x113;ja gavi&#x13C;u sauciens. � Sala! � Dienu v&#x113;l&#x101;k, t. i., 30. decembr&#x12B; (brauciena 72. dien&#x101;), pie apv&#x101;r�&#x146;a iznira sala, kaila, neapdz&#x12B;vota klints; no t&#x101;s uz zieme&#x13C;iem bija redzama v&#x113;l otra sala. Sauszemes apveidi liecin&#x101;ja, ka vi&#x146;� dodas uz Sanmar-tinas ostu.</p><p>Lindemanim iebraucot ost&#x101;, krita smagas lietus l&#x101;ses. Visapk&#x101;rt vald&#x12B;ja miers un klusums. Skatiens kav&#x113;j&#x101;s pie tropu sul&#x12B;g&#x101; za&#x13C;uma, sarkanajiem jumtiem, daudzkr&#x101;sainajiem namiem. V&#x113;l&#x101; p&#x113;cpusdien&#x101; Lindemanis pietauvoj&#x101;s. M&#x113;r&#x137;is bija sasniegts. Sperot soli uz sauszemes, Lindemanim &#x13C;odz&#x12B;j&#x101;s un tr&#x12B;c&#x113;ja ce&#x13C;i.</p><p>Tas ar&#x12B; glu�i saprotams: 72 dienas bija pavad&#x12B;tas laiv&#x101;. Nu beidzot Lindemanis dab&#x16B;ja ar&#x12B; sen k&#x101;roto kafiju un k&#x16B;kas.</p><empty-line/></section><section><title><p><strong>�&#x12A;�EKSPERIMENTA NOZ&#x12A;ME</strong></p></title><p>So nep&#x101;rsp&#x113;jamo eksperimentu nov&#x113;rt&#x113;jot, j&#x101;secina, ka apst&#x101;k&#x13C;i, k&#x101;dos Lindemanis imit&#x113;ja ku&#x123;a av&#x101;rij&#x101; cietu�o, gan nav piln&#x12B;gi identiski ar l&#x12B;dz&#x12B;giem apst&#x101;k&#x13C;iem &#x12B;sten&#x12B;b&#x101;. J&#x101;piemin ar&#x12B;, ka ikkatrs gad&#x12B;jums m&#x113;dz b&#x16B;t cit&#x101;ds, to ietekm&#x113; daudz kas: gl&#x101;b�anas laivas konstrukcija, p&#x101;rtikas kr&#x101;jumi, cilv&#x113;ka fiziskais un mor&#x101;lais st&#x101;voklis, vi&#x146;a veikl&#x12B;ba, sp&#x113;jas un zin&#x101;�anas. Psihisk&#x101; slodze eksperimenta laik&#x101; Lindemanim bija &#x13C;oti liela, un ne reizi vien t&#x101; tie�&#x101;m bija iemesls izmisumam. Atcer&#x113;simies kaut vai daudz&#x101;s stundas, ko Lindemanis nakt&#x12B; pavad&#x12B;ja &#x16B;den&#x12B; uz apg&#x101;zt&#x101;s laivas, tur&#x113;damies pie mazas, slidenas �galo�as�, kam&#x113;r p&#x101;r vi&#x146;u g&#x101;z&#x101;s vi&#x13C;&#x146;i m&#x101;jas augstum&#x101;. Te nu tie�&#x101;m vajadz&#x113;ja milz&#x12B;gas dz&#x12B;votgribas, lai nezaud&#x113;tu drosmi, nepadotos un nepazustu dzelm&#x113;. Un turkl&#x101;t v&#x113;l bezmiegs, &#x12B;s&#x101;k sakot, ieradums iztikt ar&#x12B; &#x12B;slaic&#x12B;gu atp&#x16B;tu. No �&#x12B; eksperimenta redzams, ka l&#x12B;dz&#x12B;gos apst&#x101;k&#x13C;os, lai saglab&#x101;tu dz&#x12B;v&#x12B;bu un sp&#x113;kus c&#x12B;&#x146;ai, pietiek pat ar da�&#x101;m min&#x16B;t&#x113;m miega.</p><p>Kas attiecas uz fiziolo&#x123;isk&#x101;m noris&#x113;m, tad Lindemanis savu pieredzi apkopoja pavisam objekt&#x12B;vi. J&#x101;atceras, protams, ka</p><p>imit&#x113;ta av&#x101;rija nav tas pats, kas &#x12B;sta av&#x101;rija. Sl&#x101;pju remd&#x113;�anas probl&#x113;mai Lindema&#x146;a eksperiments nedeva nek&#x101; jauna. J&#x16B;ras &#x16B;deni Lindemanis visp&#x101;r nedz&#x113;ra, t&#x101;tad sekas � organisma iz�&#x16B;�ana izpalika; skaidrs, ka t&#x101;p&#x113;c vi&#x146;� nevar&#x113;ja atbild&#x113;t uz jaut&#x101;jumu, k&#x101;da iz�uvuma pak&#x101;pe noved cilv&#x113;ku uz dz&#x12B;v&#x12B;bas un n&#x101;ves robe�as. Toties uztura probl&#x113;ma k&#x13C;uva bag&#x101;t&#x101;ka ar jauniem atzinumiem fiziolo&#x123;ij&#x101;. Lindemanis ar&#x12B; pier&#x101;d&#x12B;ja, ka j&#x16B;r&#x101; visur var zvejot zivis un nav liela m&#x101;ka dien&#x101; ieg&#x16B;t vismaz kilogramu zivju, kas satur apm&#x113;ram 1000 kaloriju. Tas, protams, ir p&#x101;r&#x101;k maz norm&#x101;li str&#x101;d&#x101;jo�am cilv&#x113;kam un nesasniedz liela, sp&#x113;c&#x12B;ga v&#x12B;ra uztura minimumu, tom&#x113;r ilg&#x101;ku laiku cilv&#x113;ku pasarga no n&#x101;ves (k&#x101; tas bija konkr&#x113;taj&#x101; gad&#x12B;jum&#x101;, kad p&#x113;c konservu pazu�anas s&#x101;k&#x101;s strauja nov&#x101;j&#x113;�ana). Vesel&#x12B;bas st&#x101;vok&#x13C;a probl&#x113;ma �&#x12B; brauciena laik&#x101; tikpat k&#x101; netika risin&#x101;ta. Tropu josl&#x101;s cilv&#x113;ks nesaaukst&#x113;jas, pat ilg&#x101;ku laiku valk&#x101;jot slapjas dr&#x113;bes vai uzturoties &#x16B;den&#x12B;. Da�k&#x101;rt gan rad&#x101;s gremo�anas trauc&#x113;jumi, jo tik pietic&#x12B;gs un koncentr&#x113;ts uzturs, zin&#x101;ms, nevar&#x113;ja neietekm&#x113;t zarnu darb&#x12B;bu.</p><p>Lindema&#x146;a eksperiments rad&#x12B;ja lielu sens&#x101;ciju sabiedr&#x12B;b&#x101;, bet zin&#x101;tnieku aprind&#x101;s izrais&#x12B;ja diskusiju par �&#x101;da eksperimenta j&#x113;gu. &#x100;rstam, kas raksta par �o eksperimentu, j&#x101;atz&#x12B;st, ka taj&#x101; ir kaut kas neparasts, aizraujo�s; risks ar dz&#x12B;v&#x12B;bu bija p&#x101;r&#x101;k liels, lai �o eksperimentu atst&#x101;tu neiev&#x113;rotu. M&#x16B;sdienu modern&#x101;s tehnikas laikmet&#x101;, kad cilv&#x113;kam kalpo autom&#x101;tika un citi tehniski jaunin&#x101;jumi, pat braucienu maz&#x101; laivi&#x146;&#x101; p&#x101;ri oke&#x101;nam var padar&#x12B;t relat&#x12B;vi &#x113;rtu un dro�u, t&#x101;p&#x113;c apbr&#x12B;nu pelna eksperiment&#x113;t&#x101;js, kas, atsac&#x12B;damies no tehnikas pal&#x12B;dz&#x12B;bas, pa&#x13C;&#x101;v&#x101;s tikai uz cilv&#x113;ka gribassp&#x113;ku. Lindema&#x146;a eksperimentu v&#x113;rt&#x113;jot, j&#x101;akcent&#x113; �is fakts, kaut gan v&#x113;r&#x101; liekami ar&#x12B; p&#x101;r&#x113;jie p&#x113;t&#x12B;juma rezult&#x101;ti, kam ir fiziolo&#x123;isks un psiholo&#x123;isks raksturs. T&#x101;p&#x113;c Lindema&#x146;a veikumam m&#x16B;sdienu &#x101;rstu eksperimentu vid&#x16B; ir noz&#x12B;m&#x12B;ga vieta.</p><empty-line/></section><section><title><p><emphasis>N&#x100;VE SL&#x12A;KSTOT VAI NOSL&#x100;PSTOT</emphasis></p></title><p>Ce&#x13C;ojums p&#x101;ri oke&#x101;nam, ko doktors Lindemanis viens pats veica maz&#x101; laivi&#x146;&#x101;, protams, attiec&#x12B;gi j&#x101;nov&#x113;rt&#x113; k&#x101; medic&#x12B;nisks eksperiments. Starp probl&#x113;m&#x101;m, ko Lindemanim n&#x101;c&#x101;s risin&#x101;t �avar&#x113;ju�&#x101;� st&#x101;vokl&#x12B;, tr&#x16B;ka vienas � sl&#x12B;k�anas. Citi &#x101;rsti, eksperiment&#x113;jot ar sevi, sk&#x101;ru�i ar&#x12B; �o probl&#x113;mu, sasniedzot eksperiment&#x101; nep&#x101;rk&#x101;pjam&#x101;s robe�as. T&#x101; paz&#x12B;stamais tiesu medic&#x12B;nas speci&#x101;lists Eduards Hofmanis sav&#x101; m&#x101;c&#x12B;bu gr&#x101;mat&#x101; piemin &#x101;rstu Flemingu, kas tik&#x101;m spiedis kakla art&#x113;rijas, kam&#x113;r iegrimis miegam l&#x12B;dz&#x12B;g&#x101; st&#x101;vokl&#x12B;; t&#x101; jau bija nosmak�anas pirm&#x101; stadija. Protams, �&#x101;ds eksperiments nevar nest n&#x101;vi, jo br&#x12B;d&#x12B;, kad aptum�ojas apzi&#x146;a, rok&#x101;m z&#x16B;d sp&#x113;ks, r&#x12B;kles �&#x146;aug�ana izbeidzas un t&#x101;l&#x101;ki trauc&#x113;jumi vairs nevar rasties.</p><p>1905. gad&#x101; k&#x13C;uva paz&#x12B;stams eksperiments, ko ar sevi izdar&#x12B;ja fran�u &#x101;rsts doktors Nikolauss Minovici. Ar&#x12B; vi&#x146;�, gul&#x113;dams gult&#x101;, aizspiedis uz da�&#x101;m sekund&#x113;m kakla asinsvadus. P&#x101;r ac&#x12B;m it k&#x101; kl&#x101;jies tum�s pl&#x12B;vurs � t&#x101; doktors Minovici v&#x113;l&#x101;k att&#x113;loja savas izj&#x16B;tas, � zudusi redzes sp&#x113;ja, l&#x12B;dz beidzot vi&#x146;� vairs neredz&#x113;jis nek&#x101;. Tas noz&#x12B;m&#x113;ja, ka t&#x16B;li&#x146; zud&#x12B;s sama&#x146;a. Elpo�ana jau bija apst&#x101;jusies, bet br&#x12B;d&#x12B;, kad eksperiment&#x113;t&#x101;js p&#x101;rst&#x101;ja �&#x146;augt kakla asinsvadus, t&#x101; atkal atjaunoj&#x101;s. Otr&#x101; m&#x113;&#x123;in&#x101;jum&#x101; Minovici imit&#x113;ja nepiln&#x12B;gu pak&#x101;r�anos � <emphasis>simulant une pendaison incomplete.</emphasis> Vi&#x146;� nog&#x16B;l&#x101;s uz matra�a istab&#x101; uz gr&#x12B;das un pagriez&#x101;s uz kreisajiem s&#x101;niem. Tad eksperiment&#x113;t&#x101;js satv&#x113;ra 5 milimetrus resnu auklu, kas bija apmesta pie griestiem piestiprin&#x101;tam tr&#x12B;sim un aplika to sev ap kaklu. Auklas otru galu vi&#x146;� pa&#x146;&#x113;ma labaj&#x101; rok&#x101; un, auklu vilkdams, m&#x113;&#x123;in&#x101;ja it k&#x101; pak&#x101;rties. Fiziolo&#x123;isk&#x101;s p&#x101;rmai&#x146;as iest&#x101;j&#x101;s jau mirkl&#x12B;, kad vi&#x146;� tikai mazliet par&#x101;va auklu. Seja piesark^, tad k&#x13C;uva zili sarkana, gar ac&#x12B;m zibsn&#x12B;ja ugun&#x12B;gi apli, aus&#x12B;s �&#x146;&#x101;ca.</p><p>Doktoram Minovici �ie bija, t&#x101; sakot, tikai iepriek�&#x113;ji m&#x113;&#x123;in&#x101;jumi, kam sekoja galvenais eksperiments; t&#x101; nol&#x16B;ks � p&#x113;t&#x12B;t piln&#x12B;gas pak&#x101;r�an&#x101;s iedarb&#x12B;bu uz &#x137;ermeni. Atk&#x101;rtodams iepriek� min&#x113;to eksperimentu se�as vai septi&#x146;as reizes� katrreiz tas ilga �etras vai piecas sekundes � un p&#x113;c tam to vari&#x113;jot, doktors Minovici vispirms m&#x113;&#x123;in&#x101;ja pieradin&#x101;ties pie pak&#x101;r�an&#x101;s st&#x101;vok&#x13C;a. Tad vi&#x146;� veica piln&#x12B;gu pak&#x101;r�an&#x101;s eksperimentu. Vi&#x146;� apmeta ap kaklu auklu, kas bija piestiprin&#x101;ta blokam pie griestiem, t&#x101; ka &#x137;ermenis �&#x16B;pojas gais&#x101; labu gabalu no zemes. Eksperimentu izdev&#x101;s paildzin&#x101;t l&#x12B;dz 26 sekund&#x113;m. Nepat&#x12B;kam&#x101;kais �ai eksperiment&#x101;, kas tad ar&#x12B; spieda to p&#x101;rtraukt, bija nepanesamas s&#x101;pes m&#x113;les kaula labaj&#x101; pus&#x113; � t&#x101;s rad&#x12B;ja pati aukla. Savas subjekt&#x12B;v&#x101;s izj&#x16B;tas doktors Minovici aprakst&#x12B;ja �&#x101;di:</p><p>�Tikl&#x12B;dz k&#x101;jas atr&#x101;v&#x101;s no gr&#x12B;das, acu plaksti krampjaini aizv&#x113;r&#x101;s, elpo�anas ce&#x13C;� bija tik pamat&#x12B;gi nosl&#x113;gts, ka nebija iesp&#x113;jams izdar&#x12B;t pat vienu elpas vilcienu. Nedzird&#x113;ju ar&#x12B; sava asistenta balsi, kura uzdevums bija vilkt aiz auklas un skait&#x12B;t sekundes. Aus&#x12B;s man svilpa, un s&#x101;pes, k&#x101; ar&#x12B; gaisa tr&#x16B;kums ne&#x13C;&#x101;va ilg&#x101;k eksperimentu turpin&#x101;t. Kad m&#x113;&#x123;in&#x101;jums bija beidzies un es no saviem �augstumiem� nolaidos zem&#x113;, man asaroja acis.�</p><p>S&#x101;pes rijot, &#x12B;pa�i m&#x113;les kaula labaj&#x101; pus&#x113;, turpin&#x101;j&#x101;s vair&#x101;k nek&#x101; 10 dienu; eksperiment&#x113;t&#x101;ju past&#x101;v&#x12B;gi moc&#x12B;ja ar&#x12B; sl&#x101;pes, jo r&#x12B;kle bija stipri izkaltusi. K&#x101;r�an&#x101;s sekas � rievas uz kakla � nenozuda pat v&#x113;l p&#x113;c ned&#x113;&#x13C;as.</p><p>�ie gandr&#x12B;z jau baism&#x12B;gie eksperimenti &#x12B;pa�i interes&#x113;ja tiesu &#x101;rstus, jo pie auklas nereti &#x137;eras pa�n&#x101;vnieki, un daudz&#x101;s valst&#x12B;s k&#x101;r�ana ir viens no n&#x101;vessoda veidiem. Raugoties no �&#x12B; viedok&#x13C;a, aprakst&#x12B;tajiem eksperimentiem ir zin&#x101;ma noz&#x12B;me, turkl&#x101;t nedr&#x12B;kst piemirst, ka tie prasa iev&#x113;rojamu risku.</p><p>Ar eksperimentiem p&#x113;t&#x12B;ja ar&#x12B; m&#x101;ksl&#x12B;g&#x101;s elpo�anas probl&#x113;mu; eksperiment&#x113;ja &#x101;rsti un medic&#x12B;nas studenti. J&#x101;min, piem&#x113;ram, eksperimenti, ko veica Ilinoisas universit&#x101;t&#x113; uz kara iest&#x101;�u v&#x113;l&#x113;juma vai varb&#x16B;t ierosin&#x101;juma pamata; t&#x101;s bija ieinteres&#x113;tas sl&#x12B;ko&#x146;u gl&#x101;b�an&#x101; pielietot iesp&#x113;jami iedarb&#x12B;gus m&#x101;ksl&#x12B;g&#x101;s elpin&#x101;�anas pa&#x146;&#x113;mienus. �&#x101;d&#x101; k&#x101;rt&#x101; izdev&#x101;s noskaidrot, cik daudz sk&#x101;bek&#x13C;a nepiecie�ams tam, kas atrodas uz nosl&#x101;p�anas robe�as. Eksperimentus izdar&#x12B;ja ar medi&#x137;iem. Trahej&#x101; tiem ievad&#x12B;ja cauruli, ar bultu indi kur&#x101;ri paraliz&#x113;ja elpo�anas muskulat&#x16B;ru (par to jau run&#x101;ts cit&#x101; viet&#x101;) un p&#x101;rtrauca dabisko elpo�anu. Nu var&#x113;ja konstat&#x113;t, cik daudz sk&#x101;bek&#x13C;a j&#x101;pieg&#x101;d&#x101;, lai izl&#x12B;dzin&#x101;tu sk&#x101;bek&#x13C;a tr&#x16B;kumu. Balstoties uz �&#x12B; eksperimenta, secin&#x101;ja, ka �efera metode, t. i., m&#x101;ksl&#x12B;g&#x101;s elpin&#x101;�anas metode, ko l&#x12B;dz tam laikam Amerik&#x101; pielietoja sl&#x12B;k�anas gad&#x12B;jumos, nebija tik laba un tik iedarb&#x12B;ga k&#x101; no citas puses ieteikt&#x101; Holgera-N&#x12B;lsena metode; nevar teikt, ka �is konstat&#x113;jums b&#x16B;tu nesvar&#x12B;gs.</p><p>Uz �o pa�u sf&#x113;ru attiecas eksperiments, ko ierosin&#x101;ja k&#x101;da elekti&#x12B;bas sabiedr&#x12B;ba. Ar&#x12B; t&#x101; griez&#x101;s pie Ilinoisas universit&#x101;tes, lai tas pats kolekt&#x12B;vs, kas doktora Sadoves vad&#x12B;b&#x101; bija p&#x113;t&#x12B;jis m&#x101;ksl&#x12B;g&#x101;s elpo�anas jaut&#x101;jumus, nu nodarbotos ar probl&#x113;mu, kas elektr&#x12B;bas uz&#x146;&#x113;mumam bija sevi�&#x137;i svar&#x12B;ga.</p><p>Vajadz&#x113;ja noskaidrot, k&#x101; elektromontieri, kuru augstsprieguma mast&#x101; sk&#x101;rusi str&#x101;va un kur� bezpal&#x12B;dz&#x12B;gi kar&#x101;jas sav&#x101; jost&#x101;, vislab&#x101;k atdz&#x12B;vin&#x101;t, nenonesot vi&#x146;u lej&#x101;, jo tas prasa laika pat&#x113;ri&#x146;u un sakar&#x101; ar to stipri mazin&#x101;s izredzes cietu�o gl&#x101;bt.</p><p>Sai nol&#x16B;k&#x101; griez&#x101;s pie doktora Sadoves; doktors jaut&#x101;ja saviem l&#x12B;dzstr&#x101;dniekiem, vai b&#x16B;tu k&#x101;ds, kas br&#x12B;vpr&#x101;t&#x12B;gi uz&#x146;emtos �&#x101;du eksperimentu. Pieteic&#x101;s tas pats students, kas bija veicis iepriek� min&#x113;to eksperimentu.</p><p>Ar&#x12B; �e runa bija par to, k&#x101; atrast lab&#x101;ko metodi m&#x101;ksl&#x12B;gai elpo�anai, jo elektrisk&#x101;s str&#x101;vas rad&#x12B;t&#x101; �oka rezult&#x101;t&#x101; n&#x101;ves c&#x113;lonis ir elpo�anas apst&#x101;�an&#x101;s un, ja to &#x101;tri atjauno, tad ir cer&#x12B;bas, ka cietu�ais dz&#x12B;vos. Medic&#x12B;nas studentam Konicam deva narkozi, p&#x113;c tam vi&#x146;u novietoja &#x12B;pa�i �im nol&#x16B;kam uzcelt&#x101; mast&#x101;, t&#x101;d&#x101; pa�&#x101; st&#x101;vokl&#x12B; k&#x101; montieri, kuru sk&#x101;rusi elektrisk&#x101; str&#x101;va. Tad pie vi&#x146;a uzs&#x16B;t&#x12B;ja da�us profesion&#x101;lus montierus. Iepriek� tie bija apguvu�i da�&#x101;dos m&#x101;ksl&#x12B;g&#x101;s elpin&#x101;�anas pa&#x146;&#x113;mienus, un vi&#x146;u uzdevums vainagoj&#x101;s pan&#x101;kumiem. Izdev&#x101;s atrast vislab&#x101;ko metodi pal&#x12B;dz&#x12B;bas snieg�anai elektrisk&#x101;s str&#x101;vas rad&#x12B;tajos nelaimes gad&#x12B;jumos. �odien Amerik&#x101; ir zin&#x101;ms, k&#x101; �&#x101;dos gad&#x12B;jumos j&#x101;r&#x12B;kojas, un no turienes �&#x12B; metode, kas atrasta, pateicoties topo�&#x101; &#x101;rsta gatav&#x12B;bai ziedoties, p&#x101;rn&#x101;k ar&#x12B; uz Eiropu.</p><p><strong>IX</strong></p></section><section><title><p><emphasis>UZ VISAUGST&#x100;KAJ&#x100;M VIRSOTN&#x112;M</emphasis></p></title><p>Tieksme nok&#x13C;&#x16B;t kalnu virsotn&#x113;s cilv&#x113;kam dro�i vien nav iedzimta. Sen&#x101;s tautas alp&#x12B;nismu nepazina; senie cilv&#x113;ki augstos kalnus uzskat&#x12B;ja par dievu un d&#x113;monu m&#x101;jok&#x13C;iem un, raudz&#x12B;damies uz kalnu virsotn&#x113;m, izjuta godbij&#x12B;bu. Kaln&#x101; k&#x101;p�anas prieks rad&#x101;s daudz v&#x113;l&#x101;k, un t&#x101; psiholo&#x123;isko pusi nav viegli pamatot. K&#x101;ds medic&#x12B;nas �urn&#x101;ls nesen atst&#x101;st&#x12B;ja �&#x101;du anekdoti. Slavenajam kaln&#x101; k&#x101;p&#x113;jam D�ord�am L&#x12B;-Mallorijam reiz jaut&#x101;ts, k&#x101;p&#x113;c vi&#x146;� &#x12B;sti gribot uzveikt Everesta kalnu. Br&#x12B;di padom&#x101;jis, alp&#x12B;nists teica: � T&#x101;p&#x113;c, ka vi&#x146;� tur ir. � S&#x12B; iemesla d&#x113;&#x13C; tad laikam ar&#x12B; tik daudzi cilv&#x113;ki k&#x101;pj kalnos, un ar&#x12B; &#x101;rstus vilina t&#x101; pati burvju vara. Bez tam vi&#x146;us mudina ar&#x12B; zin&#x101;tniska interese uz&#x146;emties neapjau�am&#x101;s gr&#x16B;t&#x12B;bas, lai konstat&#x113;tu un re&#x123;istr&#x113;tu fiziolo&#x123;isk&#x101;s par&#x101;d&#x12B;bas, kas rodas, k&#x101;pjot visaugst&#x101;kaj&#x101;s virsotn&#x113;s. Jaut&#x101;jums par organisma piel&#x101;go�an&#x101;s sp&#x113;j&#x101;m kalnu apst&#x101;k&#x13C;os vienm&#x113;r b&#x16B;s aktu&#x101;ls, kam&#x113;r vien cilv&#x113;ku vilin&#x101;s Himalaja virsotnes.</p><p>Kop� cilv&#x113;ki pas&#x101;ku�i k&#x101;pt augst&#x101;kos kalnos, vi&#x146;i paz&#x12B;st kalnu slim&#x12B;bu. Ir zin&#x101;ms ar&#x12B; �&#x12B;s slim&#x12B;bas c&#x113;lonis. Uz cilv&#x113;ka organismu iedarbojas gan gaisa spiediens, kas, pace&#x13C;oties augst&#x101;k, past&#x101;v&#x12B;gi mazin&#x101;s, gan retin&#x101;tais gaiss ar maz&#x101;ku sk&#x101;bek&#x13C;a daudzumu. Sarkano asins&#x137;ermen&#x12B;�u uzdevums ir pieg&#x101;d&#x101;t sk&#x101;bekli visiem org&#x101;niem, lai &#x13C;autu �&#x16B;n&#x101;m elpot un org&#x101;nam funkcion&#x113;t, bet, tikl&#x12B;dz eritroc&#x12B;ti sa&#x146;em par maz sk&#x101;bek&#x13C;a, tas j&#x16B;tams visos org&#x101;nos, &#x12B;pa�i smadzen&#x113;s, kur par&#x101;d&#x101;s trauc&#x113;jumi un kalnu slim&#x12B;bai rakstur&#x12B;gie simptomi. Ta�u zin&#x101;tnei nepietiek ar tiem visp&#x101;r&#x12B;gajiem atzinumiem, kas pamatojas tikai uz atsevi�&#x137;u alp&#x12B;nistu nov&#x113;rojumiem p&#x101;ri par 3000 metru liel&#x101; augstum&#x101;; zin&#x101;tne prasa kaut ko prec&#x12B;z&#x101;ku, eksakt&#x101;ku. Neskait&#x101;mi eksperimenti sekm&#x113;ja �&#x12B;s pras&#x12B;bas realiz&#x113;�anu.</p><p>To, ka visaugst&#x101;ko virsot&#x146;u sasnieg�an&#x101; galven&#x101; probl&#x113;ma ir sk&#x101;bek&#x13C;a tr&#x16B;kums, zin&#x101;ja jau kop� t&#x101; br&#x13C;�a, kad &#x137;&#x12B;mija iem&#x101;c&#x12B;j&#x101;s analiz&#x113;t. Jau Aleksandrs Humbolts izteicis domu, ka, ja gribot uzk&#x101;pt tais kalnos, kas bija visaugst&#x101;kie no toreiz v&#x113;l pieejamiem, j&#x101;&#x146;emot l&#x12B;dzi sk&#x101;bek&#x13C;a apar&#x101;ts.</p><p>Augst&#x101;ko virsot&#x146;u probl&#x113;ma par&#x101;d&#x12B;j&#x101;s pavisam cit&#x101; gaism&#x101;, kad rad&#x101;s aeronautika un cilv&#x113;ki tiec&#x101;s ne tikai aizsniegt augsto kalnu virsotnes, bet ari pacelties balon&#x101; vai lidma�&#x12B;n&#x101; t&#x101;d&#x101; augstum&#x101;, kas t&#x101;lu p&#x101;rsniedza robe�u, kur cilv&#x113;kam ir piem&#x113;rots gaisa spiediens un pieliekams sk&#x101;bek&#x13C;a daudzums.</p><p>C&#x12B;&#x146;&#x101; par Himalaju iekaro�anu daudz&#x101;m eksped&#x12B;cij&#x101;m izvirz&#x12B;ja jaunas alp&#x12B;nisma probl&#x113;mas. Jau pirmie alp&#x12B;nisti, kas tuvoj&#x101;s Everestam, var&#x113;ja izmantot padomus, ko vi&#x146;iem deva fiziologi, pamatojoties uz eksperimentiem ar dz&#x12B;vniekiem un cilv&#x113;kiem. Dr&#x12B;z vien nebija vairs nevienas �&#x101;da veida eksped&#x12B;cijas, kurai neb&#x16B;tu pievienojies &#x101;rsts, kas izbaud&#x12B;ja visus �&#x12B; pas&#x101;kuma p&#x101;rdz&#x12B;vojumus un risku, lai tikai bag&#x101;tin&#x101;tu zin&#x101;�anas par noris&#x113;m organism&#x101; augstu kalnu apst&#x101;k&#x13C;os. Protams, atrast eksped&#x12B;cijas &#x101;rstu ne ikreiz bija viegli, kaut ari &#x13C;oti daudzi &#x101;rsti bija ar mieru piedal&#x12B;ties �&#x101;d&#x101; d&#x113;k&#x101;, kas ietv&#x113;ra sev&#x12B; gan t&#x16B;rismu, gan fiziolo&#x123;ijas probl&#x113;mas. Katr&#x101; zi&#x146;&#x101; �&#x101;dam &#x101;rstam j&#x101;b&#x16B;t alp&#x12B;nistam. Bet jaun&#x12B;b&#x101; &#x101;rstiem j&#x101;apg&#x16B;st specialit&#x101;te, t&#x101;p&#x113;c ilgsto�am treni&#x146;am nepietiek laika un nav ar&#x12B; iesp&#x113;jams p&#x101;rtraukt darbu kl&#x12B;nik&#x101;. T&#x101;tad &#x101;rstam j&#x101;dodas eksped&#x12B;cij&#x101;, t&#x101; sakot, tie�i no slimn&#x12B;cas.</p><p>M&#x16B;su r&#x12B;c&#x12B;b&#x101; ir ari &#x101;rstu Himalaju eksped&#x12B;ciju dal&#x12B;bnieku p&#x113;d&#x113;j&#x101; laika zi&#x146;ojumi. Doktors Lohmaters piedal&#x12B;j&#x101;s �&#x101;d&#x101; eksped&#x12B;cij&#x101; 1954. gad&#x101;, bet doktors �pirigs � 1955, gad&#x101;. Protams, ar&#x12B; vi&#x146;i izjuta vesel&#x12B;bas trauc&#x113;jumus, ta�u vi&#x146;i dar&#x12B;ja visu, lai no tiem izsarg&#x101;tos un var&#x113;tu izpild&#x12B;t savus uzdevumus, t. i., sniegt citiem medic&#x12B;nisko pal&#x12B;dz&#x12B;bu un reiz&#x113; izdar&#x12B;t un atz&#x12B;m&#x113;t zin&#x101;tniskus nov&#x113;rojumus.</p><p>K&#x101;pjot kalnos, ar&#x12B; &#x101;rsti p&#x113;c zin&#x101;ma laika s&#x101;ka izjust starp&#x12B;bu augstuma zi&#x146;&#x101;, maz&#x101;ka gaisa sk&#x101;bek&#x13C;a daudzuma d&#x113;j vi&#x146;iem rad&#x101;s elpo�anas trauc&#x113;jumi, kas sevi�&#x137;i pastiprin&#x101;j&#x101;s nakt&#x12B;s. Eksped&#x12B;cijas dal&#x12B;bniekiem tr&#x16B;ka gaisa, un nosmak�a-nas l&#x113;kmes vi&#x146;us uzmodin&#x101;ja no miega. Tikai p&#x113;c zin&#x101;ma laika izdev&#x101;s piel&#x101;goties pazemin&#x101;tajam gaisa spiedienam, bet augstum&#x101; virs 5000 metriem piel&#x101;go�an&#x101;s vairs nebija iesp&#x113;jama un sp&#x113;ki ac&#x12B;m redzami izs&#x12B;ka.</p><p>Starp �&#x137;&#x113;r�&#x13C;iem, kas eksped&#x12B;cijas dal&#x12B;bniekus kav&#x113;ja, j&#x101;min ari aukstums. Nakt&#x12B;s gu&#x13C;ammais&#x101; sala rokas un k&#x101;jas. L&#x12B;dz&#x113;ja iezie�an&#x101;s ar trafurila ziedi. V&#x113;l&#x101;k doktors �pirigs st&#x101;st&#x12B;ja, ka trafurils �ai augstum&#x101; izr&#x101;d&#x12B;jies par lab&#x101;ko miega l&#x12B;dzekli, jo, k&#x101; zin&#x101;ms, augstums kav&#x113; iemigt. K&#x101;dai citai probl&#x113;mai � uztura jaut&#x101;jumam �ai augstum&#x101; nebija tik lielas noz&#x12B;mes. Jaut&#x101;jums par vispiem&#x113;rot&#x101;ko uzturu �&#x101;dos kalnu mar�rutos gan v&#x113;l nav zin&#x101;tniski piln&#x12B;gi atrisin&#x101;ts, bet jau no agr&#x101;kiem laikiem zin&#x101;ms, ka og&#x13C;hidr&#x101;ti, t&#x101;tad saldumi, �ai gad&#x12B;jum&#x101; &#x13C;oti v&#x113;rt&#x12B;gi; tos tad ar&#x12B; ieteicams &#x146;emt l&#x12B;dzi.</p><p>B&#x16B;dams eksped&#x12B;cijas &#x101;rsts, �pirigs guva ari savu &#x12B;pa�u pieredzi. Lielas r&#x16B;pes vi&#x146;am sag&#x101;d&#x101;ja elpo�anas ce|u iekaisumi, jo gais&#x101;, kur&#x101; maz sk&#x101;bek&#x13C;a, plau�u karsonis, kas viegli var pievienoties aug�&#x113;jo elpo�anas ce&#x13C;u iekaisumam, apdraud dz&#x12B;v&#x12B;bu. Himalaju t&#x16B;ristiem &#x13C;oti b&#x12B;stams ir ar&#x12B; ak&#x16B;ts balsenes iekaisums, jo �&#x101;d&#x101; gad&#x12B;jum&#x101; &#x101;tri rodas balsenes t&#x16B;ska, kuras rezult&#x101;t&#x101; cilv&#x113;ks nosmok. Nedr&#x12B;kst ar&#x12B; piemirst aizsarg&#x101;t acis, jo augstu kalnos un visp&#x101;r augst&#x101;kajos atmosf&#x113;ras sl&#x101;&#x146;os t&#x101;s apdraud pastiprin&#x101;tie ultravioletie stari. K&#x101;dreiz eksped&#x12B;cijas &#x101;rsts pats �o piesardz&#x12B;bu &#x12B;su laiku nebija iev&#x113;rojis, un �&#x12B;s neuzman&#x12B;bas sekas bija triju dienu ilgs redzes zudums.</p><p>Liel&#x101; augstum&#x101; j&#x101;izmanto sk&#x101;bek&#x13C;a apar&#x101;ts: tas pal&#x12B;dz p&#x101;rvar&#x113;t ar&#x12B; infekcijas. Beidzot, &#x101;rsts konstat&#x113;ja, ka augstum&#x101; virs 7000 metriem iesp&#x113;jamas halucin&#x101;cijas; cilv&#x113;ks var p&#x101;rdz&#x12B;vot pavisam neparastas izj&#x16B;tas.</p><p>K&#x101;ds no eksped&#x12B;cijas dal&#x12B;bniekiem st&#x101;st&#x12B;ja, ka vi&#x146;� non&#x101;cis uz lauka, ko iesl&#x113;dz liels m&#x16B;ris, otrs pazaud&#x113;ja proporciju izj&#x16B;tu, &#x12B;si sakot, bez jau paredz&#x113;taj&#x101;m gr&#x16B;t&#x12B;b&#x101;m rad&#x101;s ar&#x12B; daudzas neparedz&#x113;tas. �ie notikumi, starpgad&#x12B;jumi un briesmas eksped&#x12B;cijas &#x101;rstu sk&#x101;ra t&#x101;pat k&#x101; jebkuru t&#x101;s dal&#x12B;bnieku, kaut ar&#x12B; vi&#x146;� parasti prec&#x12B;z&#x101;k nek&#x101; p&#x101;r&#x113;jie iev&#x113;roja nepiecie�amos aizsardz&#x12B;bas pas&#x101;kumus. Ja nu tom&#x113;r rodas cilv&#x113;ki un to vid&#x16B; ar&#x12B; &#x101;rsti, kas br&#x12B;vpr&#x101;t&#x12B;gi dodas gr&#x16B;t&#x12B;b&#x101;s un briesm&#x101;s, tad tie patie�&#x101;m j&#x101;apbr&#x12B;no. Vi&#x146;us, ac&#x12B;m redzot, iek�&#x113;ji atalgo p&#x101;rdz&#x12B;vojuma di�ums un neatk&#x101;rtojamais dabas kr&#x101;�&#x146;ums, ko baud&#x12B;t lemts tikai nedaudziem. &#x100;rstam, protams, svar&#x12B;gs ar&#x12B; zin&#x101;tniskais moments un apzi&#x146;a, ka t&#x16B;ristisko eksperimentu ar sevi vi&#x146;� uz&#x146;&#x113;mies, pildot savu tie�o pien&#x101;kumu.</p><p>&#x100;rsti piedal&#x12B;j&#x101;s ne vien kalnu eksped&#x12B;cij&#x101;s, kur vajadz&#x113;ja noskaidrot fiziolo&#x123;iskus jaut&#x101;jumus, bet cent&#x101;s �&#x12B;s probl&#x113;mas risin&#x101;t ar&#x12B; da�&#x101;dos eksperimentos laboratorij&#x101;, radot tur iesp&#x113;jami l&#x12B;dz&#x12B;gus apst&#x101;k&#x13C;us tiem, ar k&#x101;diem sastap&#x101;s Himalaju kalnu k&#x101;p&#x113;ji. Sie eksperimenti pa da&#x13C;ai identiski ar tiem, kas dom&#x101;ti apst&#x101;k&#x13C;u p&#x113;t&#x12B;�anai augstos lidojumos. Protams, starp alp&#x12B;nistu un augsto tra�u lidot&#x101;ju ir iev&#x113;rojamas fiziolo&#x123;iskas at�&#x137;ir&#x12B;bas. Himalaju eksped&#x12B;cijas dal&#x12B;bnieka organismam ir iesp&#x113;ja, cilv&#x113;kam l&#x113;ni k&#x101;pjot kalnup, piem&#x113;roties zem&#x101;kam gaisa spiedienam. Augsto tra�u lidot&#x101;jam j&#x101;piem&#x113;rojas pavisam &#x12B;s&#x101; laik&#x101;. T&#x101; ir liela at�&#x137;ir&#x12B;ba. Un tom&#x113;r te past&#x101;v ar&#x12B; zin&#x101;ma l&#x12B;dz&#x12B;ba, t&#x101;d&#x113;&#x13C; pieredzi, kas ieg&#x16B;ta eksperimentos laboratorij&#x101;, izmanto abas grupas: gan alp&#x12B;nisti, gan augsto tra�u lidot&#x101;ji. Vi&#x146;iem ir paz&#x12B;stamas k&#x101; at�&#x137;ir&#x12B;bas, t&#x101; ar&#x12B; no t&#x101; izrieto�&#x101;s konsekvences, bet kop&#x113;jais attiecas uz abiem, t&#x101;p&#x113;c par �&#x101;du laboratoriju eksperimentu rezult&#x101;tiem parasti interes&#x113;jas abas puses. K&#x101; jau min&#x113;ts, liela loma te ir &#x101;rstu eksperimentiem ar sevi.</p></section><section><title><p><emphasis>CE&#x13B;OJUMS KOSMOS&#x100;</emphasis></p></title><p>Nav pag&#x101;jis pat ne 200 gadu kop� v&#x113;sturisk&#x101; notikuma, kad pirmoreiz divi cilv&#x113;ki � tie bija fran�i � par&#x101;d&#x12B;ja neredz&#x113;tu drosmi � atst&#x101;ja zemi un uztic&#x113;j&#x101;s gaisa balonam, kas vi&#x146;us nesa aug�up. �&#x101;da eksperimenta iesp&#x113;jam&#x12B;bu jau agr&#x101;k bija pier&#x101;d&#x12B;jis izm&#x113;&#x123;in&#x101;juma balons ar trim dz&#x12B;vniekiem: aunu, gaili un p&#x12B;li. Nepag&#x101;ja necik ilgs laiks, un g&#x101;zes balons sasniedza 3460 metru augstumu � t&#x101;tad aeronautikas v&#x113;sture bija s&#x101;kusies. Tom&#x113;r tikai p&#x113;c 70 gadiem � 1850. gad&#x101; k&#x101;ds balona brauc&#x113;js p&#x101;rsniedza cilv&#x113;ka piem&#x113;ro�an&#x101;s sp&#x113;j&#x101;m noteikto maksim&#x101;lo robe�u. Tad ar&#x12B; rad&#x101;s &#x101;rsti, kas uz&#x146;&#x113;m&#x101;s p&#x113;t&#x12B;t cilv&#x113;ka darba sp&#x113;ju probl&#x113;mas augstos lidojumos.</p><p>&#x13B;oti dr&#x12B;z k&#x13C;uva skaidrs, ka �os jaut&#x101;jumus neb&#x16B;s iesp&#x113;jams atrisin&#x101;t vienk&#x101;r�i gais&#x101;, t. i., uz vietas. Uzdevums b&#x16B;tu gr&#x16B;ti realiz&#x113;jams, ja nov&#x113;rot&#x101;js &#x101;rsts atrastos t&#x101;d&#x101; pa�&#x101; situ&#x101;cij&#x101; k&#x101; nov&#x113;rojamais cilv&#x113;ks, t. i., ja vi&#x146;� reiz&#x113; b&#x16B;tu objekts un subjekts. T&#x101;d&#x113;&#x13C; bija nepiecie�ams aeronautikas apst&#x101;k&#x13C;us, t&#x101; sakot, rad&#x12B;t uz zemes. �o iesp&#x113;ju atkal sag&#x101;d&#x101;ja franc&#x16B;zis fiziologs Pols B&#x113;rs, konstru&#x113;dams barokameru, kas &#x13C;&#x101;va laboratorij&#x101; veikt m&#x113;&#x123;in&#x101;jumus, kuri bija tikpat &#x12B;steni, it k&#x101; tie notiktu gais&#x101;. Barokamer&#x101; gaisa spiedienu var&#x113;ja pazemin&#x101;t l&#x12B;dz&#x12B;gi tam, k&#x101; tas samazin&#x101;s aug�&#x113;jos atmosf&#x113;ras sl&#x101;&#x146;os, un eksperiment&#x113;t&#x101;jam �e var&#x113;ja pievad&#x12B;t sk&#x101;bekli, t&#x101;pat ka dabiskos apst&#x101;k&#x13C;os augstu gais&#x101;.</p><p>Pols B&#x113;rs, kam, starp citu, bija iev&#x113;rojama noz&#x12B;me ar&#x12B; Francijas politiskaj&#x101; dz&#x12B;v&#x113;, s&#x101;kum&#x101; bija jurists. K&#x101;da &#x100;frikas ce&#x13C;ojuma laik&#x101; vi&#x146;&#x101; mod&#x101;s liela intereses par dabas zin&#x101;tn&#x113;m un medic&#x12B;nu; p&#x113;c tam vi&#x146;� Par&#x12B;z&#x113; izgl&#x12B;toj&#x101;s par &#x101;rstu. Polu B&#x113;ru visvair&#x101;k saist&#x12B;ja fiziolo&#x123;ija, t&#x101;p&#x113;c vi&#x146;� k&#x13C;uva par asistentu pie t&#x101; laika slaven&#x101;k&#x101; fiziologa Kloda Bem&#x101;ra.</p><p>Kad B&#x113;rs k&#x13C;uva profesors Sorbon&#x101;, vi&#x146;u uzskat&#x12B;ja par vienu no iev&#x113;rojam&#x101;kajiem savas zemes zin&#x101;tniekiem. T&#x101; k&#x101; B&#x113;rs ir public&#x113;jis vair&#x101;kus rakstus par gaisa spiediena ietekmi uz organismu (1878. gad&#x101; vi&#x146;� tos apvienoja pla�a apjoma darb&#x101;), fran�i vi&#x146;u god&#x101; par avi&#x101;cijas t&#x113;vu.</p><p>B&#x113;ra pa�konstru&#x113;taj&#x101; barokamer&#x101; veiktie eksperimenti par&#x101;d&#x12B;ja cilv&#x113;ka dz&#x12B;vessp&#x113;ju robe�as un ar&#x12B; to, ka, uzman&#x12B;gi nov&#x113;rojot gan augstuma m&#x113;r&#x12B;t&#x101;ju, gan sevi pa�u un savlaic&#x12B;gi pievadot sk&#x101;bekli, iesp&#x113;jams c&#x12B;n&#x12B;ties ar sk&#x101;bek&#x13C;a tr&#x16B;kumu retin&#x101;t&#x101; gaisa sl&#x101;&#x146;os un nov&#x113;rst augst&#x101; lidojuma briesmas. Bez tam ar m&#x113;&#x123;in&#x101;jumiem sav&#x101; kamer&#x101; B&#x113;rs grib&#x113;ja pier&#x101;d&#x12B;t, ka sk&#x101;bek-lis � �is cilv&#x113;kiem un dz&#x12B;vniekiem nepiecie�amais elements � ir inde, ja to ieelpo p&#x101;rliec&#x12B;gi lielos daudzumos. Tikai daudzus gadu desmitus v&#x113;l&#x101;k, p&#x101;rbaudot �os eksperimentus, konstat&#x113;ja, cik B&#x113;ra secin&#x101;jumi biju�i pareizi.</p><p>Toreiz, kad B&#x113;rs p&#x113;t&#x12B;ja aeronautikas probl&#x113;mas un dom&#x101;ja, ka no augstuma slim&#x12B;bas nav vairs ko b&#x12B;ties, vi&#x146;� ieteica veikt �&#x101;du eksperimentu. Iek&#x101;rtoja balonu un apg&#x101;d&#x101;ja to ar nepiecie�amajiem m&#x113;rinstrumentiem un sk&#x101;bek&#x13C;a tvertn&#x113;m. Balona vad&#x12B;t&#x101;ju profesoru Gastonu Tisandj&#x113; B&#x113;rs apm&#x101;c&#x12B;ja ier&#x12B;ces vad&#x12B;t un vi&#x146;am s&#x12B;ki izskaidroja, k&#x101;das briesmas draud atmosf&#x113;r&#x101;. Tisandj&#x113; pac&#x113;l&#x101;s balon&#x101;, lai veiktu jaunu eksperimentu. Diviem citiem &#x101;rstiem � Kro�em Spinelli un Sivelam bija j&#x101;veic nov&#x113;rojumi un j&#x101;apkalpo sk&#x101;bek&#x13C;a apar&#x101;ts. Tisandj&#x113; bija liels zin&#x101;tnieks un pieredz&#x113;jis balona brauc&#x113;js. Vi&#x146;� jau ne reiz vien bija pac&#x113;lies gais&#x101;. 1870. gad&#x101; vi&#x146;� k&#x13C;uva slavens, iedro�in&#x101;damies gaisa balon&#x101; b&#x113;gt no aplenkt&#x101;s Par&#x12B;zes. Tisandj&#x113; lidojums kop&#x101; ar abiem min&#x113;tajiem &#x101;rstiem notika 1875. gad&#x101;, p&#x113;c tam, kad bija veikts 23 stundu ilgs sagatavo�an&#x101;s lidojums. Otrais lidojums abiem pavado&#x146;iem maks&#x101;ja dz&#x12B;v&#x12B;bu. Tisandj&#x113; sasniedza 8800 metru augstumu. Tad sk&#x101;bek&#x13C;a tr&#x16B;kuma d&#x113;&#x13C; vi&#x146;� zaud&#x113;ja sama&#x146;u, jo abi pavado&#x146;i, iegrimu�i nov&#x113;ro�an&#x101;, bija aizmirsu�i uzman&#x12B;t savu un pilota, vesel&#x12B;bas st&#x101;vokli. T&#x101; vi&#x146;i nokav&#x113;ja &#x12B;sto sk&#x101;bek&#x13C;a apar&#x101;ta iesl&#x113;g�anas br&#x12B;di, krita nesama&#x146;&#x101; un vairs neatmod&#x101;s, bet Tisandj&#x113; v&#x113;l laim&#x113;j&#x101;s nolaisties. Abi &#x101;rsti k&#x13C;uva par sava eksperimenta upuriem. Toreiz v&#x113;l nezin&#x101;ja, cik &#x101;tri s&#x101;kas augstuma slim&#x12B;bas briesmas, kaut ar&#x12B; B&#x113;ra eksperimenti uz t&#x101;m nor&#x101;d&#x12B;ja sam&#x113;r&#x101; skaidri.</p></section><section><title><p><emphasis>S&#x100;KAS AVI&#x100;CIJAS &#x112;RA</emphasis></p></title><p>Garaj&#x101; laika posm&#x101; starp 1783. un 1905. gadu avi&#x101;cijas att&#x12B;st&#x12B;b&#x101; paties&#x12B;b&#x101; nav noticis nekas iev&#x113;rojams. Un tad viss main&#x12B;j&#x101;s. No pa�iem pirms&#x101;kumiem, no pirmajiem lidojumiem, kas ierobe�oj&#x101;s ar da�iem kilometriem, bet, bez �aub&#x101;m, pras&#x12B;ja izcilu varon&#x12B;bu, rad&#x101;s ne tikai �odien tik parastie satiksmes un transporta lidojumi vien; avi&#x101;cijas izveido�anos noteica pirmk&#x101;rt kara strat&#x113;&#x123;ijas pras&#x12B;bas. Labi saprotams, ka �&#x101;dos lidojumos tiec&#x101;s sasniegt arvien augst&#x101;kus atmosf&#x113;ras sl&#x101;&#x146;us � stratosf&#x113;ru. Lai var&#x113;tu palielin&#x101;t &#x101;trumu un sa&#x12B;sin&#x101;t lidojuma laiku, mekl&#x113;ja tie�i maz&#x101;k&#x101;s pretest&#x12B;bas joslas; tam v&#x113;l&#x101;k bija liela noz&#x12B;me, izveidojot starpkontinent&#x101;l&#x101;s satiksmes l&#x12B;nijas, kas sniedzas p&#x101;ri j&#x16B;r&#x101;m.</p><p>S&#x101;kums tam bija 1905. gad&#x101; br&#x101;&#x13C;u Raitu veiktie lidojumi lidma�&#x12B;n&#x101; ar motora dzin&#x113;ju. Br&#x101;&#x13C;i Raiti pal&#x12B;dz&#x113;ja uzvar&#x113;t principam �smag&#x101;ks par gaisu� un t&#x101;d&#x113;j&#x101;di ievad&#x12B;ja jaunu noda&#x13C;u cilv&#x113;ces v&#x113;stur&#x113;. Toreiz vi&#x146;i lidoja ar 55 km &#x101;trumu stund&#x101;. �odien mums t&#x101;ds temps liekas smiekl&#x12B;gs, gaisa satiksmei neder&#x12B;gs.</p><p>Nedaudzos gadu desmitos, kas aiztec&#x113;ju�i kop� br&#x101;&#x13C;u Raitu pirm&#x101; lidojuma, avi&#x101;cijas att&#x12B;st&#x12B;ba g&#x101;jusi uz priek�u milzu so&#x13C;iem, gandr&#x12B;z satrauco�i &#x101;tr&#x101; temp&#x101;. 1957. gad&#x101; tika sasniegts jau vair&#x101;k nek&#x101; 58 km augstums un 3600 km &#x101;trums stund&#x101; un bija j&#x101;pie&#x146;em, ka dr&#x12B;zum&#x101; tiks sasniegts 160 kilometru augstums un t&#x101;ds &#x101;trums, kas v&#x113;l vair&#x101;k p&#x101;rsp&#x113;s ska&#x146;as &#x101;trumu (1200 km stund&#x101;), un ka lidojuma laik&#x101; iest&#x101;sies pat bezsvara st&#x101;voklis, s&#x101;kum&#x101; gan tikai uz da�&#x101;m min&#x16B;t&#x113;m. Smagums, kas cilv&#x113;ku saista pie zemes, ir p&#x101;rvar&#x113;ts, starpplan&#x113;tu satiksme k&#x13C;&#x16B;st re&#x101;li iesp&#x113;jama, �ila Verna fant&#x101;ziju pasaule k&#x13C;uvusi par zin&#x101;tni, &#x12B;sten&#x12B;bu, un, kas tagad dom&#x101; par probl&#x113;m&#x101;m, kuras izvirz&#x12B;tas �odien, tas to dara ar �zin&#x101;tnes vad&#x12B;tu fant&#x101;ziju�.</p><p>Un tas viss s&#x101;k&#x101;s tikai 1905. gad&#x101;. �Tas pier&#x101;da,� saka D&#x12B;nngshofens, �cilv&#x113;ka apbr&#x12B;nojam&#x101;s piem&#x113;ro�an&#x101;s sp&#x113;jas piln&#x12B;gi jauniem apst&#x101;k&#x13C;iem, kas, protams, k&#x13C;uva iesp&#x113;jami, tikai medic&#x12B;nai piedaloties tehnikas att&#x12B;st&#x12B;b&#x101;.�</p><p>Jo liel&#x101;ks k&#x13C;uva lidojumu &#x101;trums un augstums, jo vair&#x101;k rad&#x101;s neatrisin&#x101;to probl&#x113;mu. Visiem �&#x137;ita skaidrs, ka ar l&#x12B;dz�in&#x113;jiem pan&#x101;kumiem v&#x113;l ne tuvu nav sasniegtas visu iesp&#x113;jam&#x12B;bu robe�as, jo cilv&#x113;ka garam robe�u nav.</p><p>Tagad gaisku&#x123;is jau pametis atmosf&#x113;ru, un kosmiskie lidojumi izvirza jaunus uzdevumus, &#x12B;pa�i v&#x113;l sakar&#x101; ar no jauna saasin&#x101;ju�os konfliktu starp ma�&#x12B;nu un cilv&#x113;ka sp&#x113;j&#x101;m, kas radies �eksplod&#x113;jot izgudrot&#x101;ja garam�.</p><p>&#x100;rstiem visos �ajos jaut&#x101;jumos bija un ir sak&#x101;ms savs v&#x101;rds. Priek�&#x101; pav&#x113;r&#x101;s liel&#x101;, �&#x137;ietami nep&#x101;rvaram&#x101; diference starp cilv&#x113;ku un ma�&#x12B;nu, bet p&#x101;rk&#x101;pt robe�as, ko lidojumam gais&#x101; bija noteicis pats cilv&#x113;ks, negrib&#x113;j&#x101;s. Vispirms �&#x137;ila, ka lidma�&#x12B;nas apkalpei nepietiks fizisko un gar&#x12B;go sp&#x113;ku, lai vad&#x12B;tu gaisku&#x123;i un pielietotu visus tehnikas sasniegumus. Tehnika draud&#x113;ja cilv&#x113;ku p&#x101;rsp&#x113;t, tam �&#x137;ita, ka lidapar&#x101;ts var no vi&#x146;a aizb&#x113;gt.</p><p>Ar tehni&#x137;u un fizi&#x137;u sp&#x113;kiem vien �&#x12B;s probl&#x113;mas nebija atrisin&#x101;mas. T&#x101;s bija k&#x13C;uvu�as par visp&#x101;rcilv&#x113;cisk&#x101;m probl&#x113;m&#x101;m un sakar&#x101; ar to ievirz&#x12B;ju�&#x101;s fiziolo&#x123;ijas, patolo&#x123;ijas, visp&#x101;r medic&#x12B;nas gultn&#x113;. Izviiz&#x12B;tie jaut&#x101;jumi pras&#x12B;ja atbildi medic&#x12B;nai. T&#x101;p&#x113;c gan diplom&#x113;ti, gan topo�i &#x101;rsti, kas nodarboj&#x101;s ar avi&#x101;cijas medic&#x12B;nu, atkal veica neskait&#x101;mus eksperimentus ar sevi.</p><p>Protams, ar&#x12B; jaut&#x101;jums par pilota sagatavo�anu un vi&#x146;a piem&#x113;rot&#x12B;bas p&#x101;rbaude pieder medic&#x12B;nai. Pilota piem&#x113;rot&#x12B;ba ir priek�noteikums, lai veiktu lidojumu un atgrieztos uz zemes. Gan Amerik&#x101;, gan Padomju Savien&#x12B;b&#x101;, gan V&#x101;cij&#x101; avi&#x101;cijas medic&#x12B;na att&#x12B;st&#x12B;jusies par varenu zin&#x101;tnes nozari, kas robe�ojas ar &#x101;rstniec&#x12B;bu un tehniku, ir kontakt&#x101; ar ab&#x101;m un no ab&#x101;m nozar&#x113;m g&#x16B;st p&#x113;tniekus un eksperiment&#x113;t&#x101;jus. Visus attiec&#x12B;gos jaut&#x101;jumus pirmoreiz izsme&#x13C;o�i noskaidroja san&#x101;ksm&#x113;, ko 1953. gad&#x101; Losand�elos&#x101; sar&#x12B;koja Kalifornijas universit&#x101;te un Avi&#x101;cijas medic&#x12B;nas in�enieru asoci&#x101;cija.</p><p>Galvenais jaut&#x101;jums bija tas, vai cilv&#x113;ks var&#x113;s spert soli kosmos&#x101;, neejot tur boj&#x101; vai nezaud&#x113;jot vesel&#x12B;bu. Un ko sp&#x113;j dar&#x12B;t medic&#x12B;na un tehnika, lai kosmonauts vesels atgrieztos uz zemes? Tie vairs nebija n&#x101;kotnes jaut&#x101;jumi, bet gan tagadnes probl&#x113;mas, jo avi&#x101;cijas tehnika gatavoj&#x101;s lidojumam kosmos&#x101;. Reakt&#x12B;vo un ra&#x137;e�u lidma�&#x12B;nu att&#x12B;st&#x12B;ba sniedz&#x101;s jau tik t&#x101;lu, ka n&#x101;kamajam solim vajadz&#x113;ja b&#x16B;t kosmiskam lidojumam. T&#x101;tad no avi&#x101;cijas medic&#x12B;nas nu jau izveidoj&#x101;s kosmisk&#x101; medic&#x12B;na.</p><p>Kad vajadz&#x113;ja uzst&#x101;d&#x12B;t priek�noteikumus lidojumam kosmos&#x101;, tad &#x101;rstiem un tehni&#x137;iem uzdeva jaut&#x101;jumu, vai cilv&#x113;ks visp&#x101;r sp&#x113;j panest &#x101;trumu, ar k&#x101;du tas no zemes atmosf&#x113;ras tiktu izmests kosmos&#x101;. J&#x101;pie&#x146;em, ka �is &#x101;trums ir vismaz 8 km sekund&#x113;, un �&#x137;ita, ka cilv&#x113;ks to nesp&#x113;s iztur&#x113;t. Ta�u, pamatojoties uz izdar&#x12B;tajiem eksperimentiem, uz �o jaut&#x101;jumu bija j&#x101;atbild pozit&#x12B;vi. Cilv&#x113;ks sp&#x113;j panest �o un v&#x113;l liel&#x101;kus &#x101;trumus, ja kab&#x12B;ne, kur&#x101; vi&#x146;� uzturas, pasarg&#x101;ta no liel&#x101; karstuma, ko rada gaisa berze, kosmiskajam ku&#x123;im ejot caur zemes atmosf&#x113;ru.</p><p>P&#x113;c medi&#x137;u un fizi&#x137;u apsv&#x113;rumiem, kosmisk&#x101; ku&#x123;a komandai nevar&#x113;tu kait&#x113;t pat gaismas &#x101;trums � 300 000 km sekund&#x113;, bet &#x13C;oti iesp&#x113;jams, ka �&#x101;diem ce&#x13C;ojumiem var&#x113;tu likt �&#x137;&#x113;r�&#x13C;us fizik&#x101;las par&#x101;d&#x12B;bas. Zin&#x101;tne par tiem var tikai sap&#x146;ot, tui pretim savai izt&#x113;lei m&#x113;s �ai zi&#x146;&#x101; varam &#x13C;aut pilnu va&#x13C;u.</p><p>P&#x113;c Ein�teina relativit&#x101;tes teorijas �tuvo�an&#x101;s gaismas &#x101;trumam noved pie telpas sarau�an&#x101;s, pie laika paildzin&#x101;�an&#x101;s un masas pieauguma�. Ko tas noz&#x12B;m&#x113; kosmonautam? Konkr&#x113;ti � nek&#x101;, bet relat&#x12B;vi � visu. Cilv&#x113;kam, kas ce&#x13C;ojuma laik&#x101; uzturas kosmisk&#x101; ku&#x123;a kab&#x12B;n&#x113;, sirds nepukst &#x101;tr&#x101;k k&#x101; parasti un laika spr&#x12B;dis starp diviem pulsa sitieniem ir tikpat gar� k&#x101; vienm&#x113;r � apm&#x113;ram vienu sekundi. Bet tas attiecas tikai uz �o kab&#x12B;ni un �o cilv&#x113;ku. Uz zemes diference starp kosmonauta diviem sirds pukstiem ilgtu da�as min&#x16B;tes, varb&#x16B;t pat stundas � �e par&#x101;d&#x101;s laika paildzin&#x101;jums. T&#x101;d&#x101; k&#x101;rt&#x101; cilv&#x113;ks, kas ar gaismas &#x101;trumu traucas uz zviagzn&#x113;m, dz&#x12B;vo pats savus gadus, kuri atbilst 100 un 1000 gadiem uz Zemes. �is cilv&#x113;ks nav nemirst&#x12B;gs, bet vi&#x146;a m&#x16B;�s ir t&#x101;d&#x101; m&#x113;i&#x101; paildzin&#x101;ts, ka vi&#x146;� �&#x137;iet l&#x12B;dz&#x12B;gs diev&#x12B;bai. Prometejs triumf&#x113;, Zevs ir uzvar&#x113;ts � ja pie&#x146;em, ka Ein�teina relativit&#x101;tes teorija ir attiecin&#x101;ma ar&#x12B; uz kosmiskajiem ce&#x13C;ojumiem, k&#x101; to apgalvo iev&#x113;rojam&#x101;kie fizi&#x137;i.</p><p>Bet sapni, kas varb&#x16B;t jau r&#x12B;t &#x12B;stenosies, apklusin&#x101;ja pa�i fizi&#x137;i, nor&#x101;dot uz vienu no liel&#x101;kaj&#x101;m kosmisk&#x101; lidojuma briesm&#x101;m � uz meteor&#x12B;tiem un kosmiskajiem putek&#x13C;iem: &#x101;truma d&#x113;&#x13C;, ar k&#x101;du traucas kosmiskais ku&#x123;is, tiem ir tik liels trieciena sp&#x113;ks, ka to neiztur&#x113;tu pat bru&#x146;u pl&#x101;ksnes.</p><p>Ta�u p&#x101;rdro�niekus neiebaid&#x12B;s ar&#x12B; �&#x12B;s briesmas. Fiziologi un fizi&#x137;i beigs eksperimentus un iem&#x101;c&#x12B;sies briesmas p&#x101;rvar&#x113;t. C&#x12B;&#x146;a starp cilv&#x113;ku un visumu, starp mikrokosmu un makro-kosmu, starp vismaz&#x101;ko un visliel&#x101;ko nu reiz ir s&#x101;kusies, un, �&#x137;iet, neviens un nekas to nesp&#x113;s aptur&#x113;t.</p></section><section><title><p><emphasis>M&#x112;&#x122;IN&#x100;JUMI BAROKAMER&#x100;</emphasis></p></title><p>Biologi, kas specializ&#x113;ju�ies fizik&#x101;, nor&#x101;d&#x12B;ja uz faktu, ka, strauji att&#x12B;stot lidojumam nepiecie�amo &#x101;trumu, daudzk&#x101;rt palielin&#x101;s lidot&#x101;ja &#x137;erme&#x146;a svars. Lietojot tr&#x12B;spak&#x101;pju ra&#x137;eti, ko �odien izmanto pa&#x101;trin&#x101;juma sasnieg�anai, &#x137;erme&#x146;a svars palielin&#x101;s pat asto&#x146;k&#x101;rt&#x12B;gi. Un tie�i jaut&#x101;jums par to, vai cilv&#x113;ks sp&#x113;j panest tik lielu pa&#x101;trin&#x101;jumu un svara pieaugumu (p&#x113;c ra&#x137;etes p&#x113;d&#x113;j&#x101;s pak&#x101;pes sadeg�anas svara pieaugumu nomaina bezsvara st&#x101;voklis), jau pirms vair&#x101;kiem gadiem ierosin&#x101;ja p&#x113;tniekus izmantot B&#x113;ra konstru&#x113;to barokameru,_to pilnveidot un veikt eksperimentus, kas sp&#x113;tu risin&#x101;t probl&#x113;mas par visliel&#x101;ko &#x101;trumu, par cilv&#x113;ka fiziolo&#x123;iskiem procesiem augst&#x101;kaj&#x101;s kalnu virsotn&#x113;s un lidma�&#x12B;n&#x101;. �e, barokamer&#x101;, sastopas �&#x12B;s abas nozares � alp&#x12B;nisms un lidojumi liel&#x101; augstum&#x101;.</p><p>Glu�i saprotams, ka l&#x12B;dz ar otr&#x101; pasaules kara s&#x101;kumu (vai, pareiz&#x101;k sakot, jau ar gatavo�anos karam) ar&#x12B; augsto lidojumu medic&#x12B;nisk&#x101; puse k&#x13C;uva par r&#x16B;p&#x12B;gu p&#x113;t&#x12B;jumu objektu. T&#x101;d&#x113;&#x13C; vis&#x101;s valst&#x12B;s, kas &#x12B;pa�u v&#x113;r&#x12B;bu velt&#x12B;ja avi&#x101;cijai, p&#x113;c B&#x113;ra principa ier&#x12B;koja barokameras, lai t&#x101;pat k&#x101; laboratorij&#x101; eksperiment&#x101;li var&#x113;tu p&#x113;t&#x12B;t fiziolo&#x123;ik&#x101;s norises augstos lidojumos; un atkal pieteic&#x101;s &#x101;rsti un medic&#x12B;nas studenti, kas grib&#x113;ja dot savu ieguld&#x12B;jumu �o probl&#x113;mu atrisin&#x101;�an&#x101;. Toreiz &#x12B;si pirms otr&#x101; pasaules kara, ier&#x12B;koja, piem&#x113;ram, v&#x101;cu avi&#x101;cijas ministrijas avi&#x101;cijas medic&#x12B;nas zin&#x101;tnisk&#x101; p&#x113;tniec&#x12B;bas instit&#x16B;ta baro-kameru. �&#x12B; kamera, protams, at�&#x137;&#x12B;r&#x101;s no B&#x113;ra ori&#x123;in&#x101;la un bija paredz&#x113;ta ne vairs eksperimentiem ar dz&#x12B;vniekiem, bet gan ar cilv&#x113;kiem. T&#x101; bija liela, herm&#x113;tiski nosl&#x113;gta telpa, kur var&#x113;ja rad&#x12B;t jebkuru v&#x113;lamo gaisa spiediena pazemin&#x101;jumu, k&#x101; ar&#x12B; imit&#x113;t citus augst&#x101; lidojuma apst&#x101;k&#x13C;us: zemu temperat&#x16B;ru, mitruma mai&#x146;u, izstarojumus utt. Jaunie &#x101;rsti, ies&#x113;du�ies �&#x101;d&#x101; kamer&#x101;, jut&#x101;s, k&#x101; lidojot liel&#x101; augstum&#x101;.</p><p>Visi p&#x113;t&#x12B;jumi un m&#x113;&#x123;in&#x101;jumi barokamer&#x101; tika veikti sistem&#x101;tiski. Izmai&#x146;as, kas liel&#x101; augstum&#x101; rodas asin&#x12B;s, bija jau iepaz&#x12B;tas, izmekl&#x113;jot kalnu t&#x16B;ristus. Strauji pace&#x13C;oties liel&#x101; augstum&#x101;, k&#x101; tas notiek lidojum&#x101;, retin&#x101;tais gaiss j&#x16B;tami iedarbojas uz cilv&#x113;ka organismu da�&#x101;d&#x101; veid&#x101; (to pier&#x101;d&#x12B;ja ar&#x12B; izm&#x113;&#x123;in&#x101;jumi barokamei&#x101;). Turkl&#x101;t izr&#x101;d&#x12B;j&#x101;s, ka sirds un asinsrite sk&#x101;bek&#x13C;a tr&#x16B;kumu panes ilg&#x101;k nek&#x101; centr&#x101;l&#x101; nervu sist&#x113;ma, smadzenes; kritiskaj&#x101; augstum&#x101; aptum�ojas apzi&#x146;a, s&#x101;kas krampji, un lidot&#x101;ja dz&#x12B;v&#x12B;bai draud briesmas.</p><p>Pulss strauji pal&#x113;nin&#x101;s jau tad, kad gaisa retin&#x101;jums v&#x113;l nav j&#x16B;tami izmain&#x12B;jies. So pulsa kr&#x12B;zi izskaidroja ar klejot&#x101;j-nerva kairin&#x101;jumu (klejot&#x101;jnervs, k&#x101; zin&#x101;ms, darbojas pret&#x113;ji simp&#x101;tiskajam nervam, kas sekm&#x113; pulsa pa&#x101;trin&#x101;�anos). Pulsam pal&#x113;ninoties, iest&#x101;jas apzi&#x146;as aptum�o�an&#x101;s, kolapss, kura tie�ais c&#x113;lonis ir sk&#x101;bek&#x13C;a tr&#x16B;kums, no k&#x101; sav&#x101; laik&#x101; g&#x101;ja boj&#x101; Tisandj&#x113; pavado&#x146;i.</p><p>To visu var&#x113;ja nov&#x113;rot barokamer&#x101;. Eksperiment&#x113;jot, protams, netika p&#x101;rk&#x101;ptas cilv&#x113;ka vesel&#x12B;bai b&#x12B;stam&#x101;s robe�as � kritiskaj&#x101; moment&#x101; palielin&#x101;ja spiedienu un pievad&#x12B;ja sk&#x101;-bekli. Interesanti atz&#x12B;m&#x113;t, ka agrs kolapss (jau 4500�5000 metru augstum&#x101;) iest&#x101;j&#x101;s gandr&#x12B;z tikai jauniem cilv&#x113;kiem, bet gados vec&#x101;kie panesa �augst&#x101;kus lidojumus�. Kolapss s&#x101;kas &#x101;tr&#x101;k, ja kamer&#x101; gaiss ir &#x13C;oti mitrs vai ar&#x12B; p&#x101;r&#x101;k silts; tas atbilst ar&#x12B; nov&#x113;rojumiem dz&#x12B;v&#x113;. Var&#x113;ja ar&#x12B; konstat&#x113;t, ka kolapsa iest&#x101;�anos veicina st&#x101;v&#x113;�ana, bet s&#x113;d&#x113;�ana un &#x12B;pa�i gul&#x113;�ana pal&#x12B;dz �o tendenci mazin&#x101;t.</p><p>Sk&#x101;bek&#x13C;a samazin&#x101;�an&#x101;s gais&#x101; ietekm&#x113; ar&#x12B; musku&#x13C;u sp&#x113;ku. Sk&#x101;beklis nepiecie�ams musku&#x13C;u darb&#x12B;bai. �o faktu var&#x113;ja viegli p&#x101;rbaud&#x12B;t eksperimentos barokamer&#x101;, pielietojot sp&#x113;ka m&#x113;r&#x12B;t&#x101;ju � dinamometru. Tas ir vienk&#x101;r�s instruments ar atsperi, kas saspie�ama ar sp&#x113;c&#x12B;gu rokas spiedienu. L&#x12B;dz 4000 metru augstumam musku&#x13C;u sp&#x113;ks paliek sam&#x113;r&#x101; konstants. Pie 5000 metru augstuma sp&#x113;ka l&#x12B;kne uzr&#x101;da krasu l&#x16B;zumu. P&#x113;c tam k&#x101;du laiku t&#x101; paliek bez izmai&#x146;&#x101;m, bet 7000 metru augstum&#x101; strauji kr&#x12B;t, sp&#x113;ki piln&#x12B;gi izs&#x12B;kst, iest&#x101;jas dzi&#x13C;a apzi&#x146;as aptum�o�an&#x101;s. �o eksperimentu rezult&#x101;tus apstiprina ar&#x12B; lidot&#x101;ji un kalnu t&#x16B;risti, piem&#x113;ram, Himalaju �iekarot&#x101;ji�, kas grib&#x113;ja sasniegt visaugst&#x101;k&#x101;s virsotnes.</p><p>Nav ko br&#x12B;n&#x12B;ties, ka centr&#x101;l&#x101; nervu sist&#x113;ma � t&#x101;tad smadzenes uz sk&#x101;bek&#x13C;a tr&#x16B;kumu t&#x16B;li&#x146; rea&#x123;&#x113; ar sama&#x146;as zudumu un cit&#x101;m par&#x101;d&#x12B;b&#x101;m. Tas ir jut&#x12B;g&#x101;kais org&#x101;ns, un katrs trauc&#x113;jums sk&#x101;bek&#x13C;a pieg&#x101;d&#x113; vai asinsrit&#x113; � abi izpau�as vien&#x101;di � iedarbojas moment&#x101;ni. Visas �o iedarb&#x12B;bu pak&#x101;pes iesp&#x113;jams sasniegt un re&#x123;istr&#x113;t eksperimentos. Atrazdamies barokamer&#x101; jau tik retin&#x101;t&#x101; gais&#x101;, k&#x101;ds atbilst 4000 metru augstumam, medi&#x137;i apgalvoja, ka viss s&#x101;kot tumst, bet, tikl&#x12B;dz vi&#x146;iem pievad&#x12B;ja sk&#x101;bekli, vi&#x146;i zi&#x146;oja, ka viss starojot spo�&#x101; gaism&#x101;, it k&#x101; logam b&#x16B;tu atvilkti aizkari. �ai augstum&#x101; bija v&#x113;rojama v&#x113;l viena interesanta par&#x101;d&#x12B;ba � zuda sp&#x113;ja at�&#x137;irt kr&#x101;sas.</p><p>Sasniedzot 4000�5000 metru augstumu, v&#x101;jin&#x101;s ar&#x12B; citu ma&#x146;u org&#x101;nu funkcijas. Tas sak&#x101;ms par dzirdi un ari par o�as, gar�as un kust&#x12B;bas saj&#x16B;t&#x101;m. Pats par sevi saprotams, ka barokamer&#x101; p&#x101;rbaud&#x12B;ja ari dom&#x101;�anas, uzman&#x12B;bas un koncentr&#x113;�an&#x101;s sp&#x113;jas. T&#x101;s ir svar&#x12B;gas probl&#x113;mas lidojuma dro�&#x12B;bai. Pace&#x13C;oties l&#x113;n&#x101;m, trauc&#x113;jumi par&#x101;d&#x101;s jau 3000 metru augstum&#x101;, pace&#x13C;oties &#x101;tri � pie 5000 metriem, bet 6000 metru augstum&#x101;, k&#x101; reiz izteicies k&#x101;ds speci&#x101;lists, matem&#x101;tika ari matem&#x101;ti&#x137;im ir gr&#x101;mata, aizz&#x12B;mogota septi&#x146;iem z&#x12B;mogiem. Tas viss ir &#x13C;oti svar&#x12B;gs praksei � lidojumiem liel&#x101;kos augstumos.</p><p>Svar&#x12B;gs ir ar&#x12B; reakcijas laiks. Barokamer&#x101; veiktie eksperimenti ar jauniem &#x101;rstiem par&#x101;d&#x12B;ja, ka 5000 metru augstum&#x101; vienk&#x101;r�&#x101;s reakcijas nav trauc&#x113;tas. Ja lidot&#x101;js vai izm&#x113;&#x123;in&#x101;t&#x101;ja persona zina, ka pie za&#x13C;&#x101;s gaismas j&#x101;veic viena, pie sarkan&#x101;s � otra darb&#x12B;ba un ja �&#x12B;s darb&#x12B;bas ir tik t&#x101;lu ievingrin&#x101;tas, ka t&#x101;s norisin&#x101;s, t&#x101; sakot, autom&#x101;tiski, tad ar&#x12B; 5000 metru augstum&#x101; neb&#x16B;s konstat&#x113;jamas nek&#x101;das izmai&#x146;as. Cit&#x101;di ir, ja attiec&#x12B;gai personai �ai augstum&#x101; pa�ai j&#x101;pie&#x146;em l&#x113;mumi. Tad redzams, ka cilv&#x113;ka gribas darb&#x12B;ba ir trauc&#x113;ta. Jo augst&#x101;k lido, jo skaidr&#x101;k un piln&#x12B;g&#x101;k izpau�as impulsu zudums. �is atzinums ir &#x101;rk&#x101;rt&#x12B;gi svar&#x12B;gs lidojuma nodro�in&#x101;�anai. Roku rok&#x101; ar gribas impulsu tr&#x16B;kumu iet izklaid&#x12B;ba, vienaldz&#x12B;ba, un rezult&#x101;t&#x101; izj&#x16B;k viss nospraustais uzdevums, augst&#x101; lidojuma vai kaln&#x101; k&#x101;p�anas m&#x113;r&#x137;is, jo iz�&#x137;iro�aj&#x101; mirkl&#x12B; akt&#x12B;v&#x101; griba p&#x101;rv&#x113;r�as par neko. Daudz �&#x101;du piem&#x113;ru zina &#x101;rsti, kas piedal&#x12B;ju�ies l&#x12B;dz&#x12B;gos lidojumos vai ari kam n&#x101;cies nov&#x113;rt&#x113;t sevi�&#x137;us atgad&#x12B;jumus</p><p>Spiediena pazemin&#x101;�anas un sk&#x101;bek&#x13C;a tr&#x16B;kuma ietekmi uz cilv&#x113;ku skaidri r&#x101;da ar&#x12B; rakstu paraugi, kas ieg&#x16B;ti barokamer&#x101; da�&#x101;dos augstumos. Viegli las&#x101;ms raksts &#x101;tri vien k&#x13C;&#x16B;st par tikko salas&#x101;mu un beidzot par gandr&#x12B;z neat�ifr&#x113;jamu. �&#x12B;s gr&#x16B;t&#x12B;bas s&#x101;kas 7000 metru augstum&#x101;, bet 8000 metru augstum&#x101; raksts ir jau gandr&#x12B;z nelas&#x101;ms.</p><p>Barokamer&#x101; p&#x101;rbaud&#x12B;ja ar&#x12B; refleksus. Norm&#x101;los apst&#x101;k&#x13C;os, k&#x101; zin&#x101;ms, apak�stilbs atlec horizont&#x101;l&#x101; st&#x101;vokl&#x12B;, ja pa c&#x12B;pslu zem ce&#x13C;gala iesit ar plaukstas malu vai &#x101;muri&#x146;u. �Pace&#x13C;oties� barokamer&#x101; l&#x12B;dz 2000 vai pat 3000 metriem, �is reflekss nemain&#x101;s. Tad tas k&#x13C;&#x16B;st v&#x101;j&#x101;ks, un, kad sasniegti 5000 metri, v&#x101;jin&#x101;tais reflekss p&#x113;k�&#x146;i pastiprin&#x101;s, turpina pieaugt un beidzas ar krampjiem. Musku&#x13C;u krampji visp&#x101;r pieder pie slim&#x12B;g&#x101;m par&#x101;d&#x12B;b&#x101;m, kas rodas liel&#x101; augstum&#x101;.</p><p>Min&#x113;t&#x101;s slim&#x12B;bas par&#x101;d&#x12B;bas ir r&#x16B;p&#x12B;gi p&#x113;t&#x12B;tas, eksperiment&#x113;jot ar dz&#x12B;vniekiem, bet ar cilv&#x113;kiem � tikai to s&#x101;kuma stadij&#x101;. Tom&#x113;r daudzi medi&#x137;i, uzturoties barokamer&#x101;, dab&#x16B;ja augstuma krampjus; vispirms tie s&#x101;k&#x101;s rok&#x101;s, t&#x101;s k&#x13C;uva st&#x12B;vas, p&#x113;c tam sar&#x101;v&#x101;s tipisk&#x101; krampju st&#x101;vokl&#x12B;. Bet ar&#x12B; sejas raust&#x12B;�an&#x101;s vai krampjaini savilktas l&#x16B;pas noder par sign&#x101;lu, ka krampju robe�a jau p&#x101;rsniegta un steidz&#x12B;gi j&#x101;pievada sk&#x101;-beklis.</p><p>Prakse jau sen apliecin&#x101;jusi, ka augstajos lidojumos nepiecie�ams &#x12B;pa�s aizsargs pret aukstumu. Ta�u temperat&#x16B;ra var ar&#x12B; k&#x101;pt un k&#x13C;&#x16B;t pat nepanesama, &#x12B;pa�i v&#x113;l, ja kab&#x12B;n&#x113; palielin&#x101;s mitrums, kas iedarbojas nelabv&#x113;l&#x12B;gi. Ar k&#x101;du medi&#x137;i kamer&#x101; izdar&#x12B;ja �&#x101;du eksperimentu. Strauji pace&#x13C;ot temperat&#x16B;ru no 16 uz 40 gr&#x101;diem Celsija, var&#x113;ja nov&#x113;rot, ka sirds slodze sp&#x113;ji palielin&#x101;j&#x101;s, kaut ar&#x12B; sk&#x101;bek&#x13C;a pat&#x113;ri&#x146;� palika iepriek�&#x113;jais.</p><p>Se att&#x113;lotie m&#x113;&#x123;in&#x101;jumi, k&#x101; jau min&#x113;ts, veikti 30. gadu beig&#x101;s, t&#x101;tad laik&#x101;, kad v&#x113;l nepl&#x101;noja nek&#x101;dus kosmiskos lidojumus, bet dom&#x101;ja galvenok&#x101;rt par milit&#x101;riem nol&#x16B;kiem. Fiziologi tom&#x113;r p&#x113;t&#x12B;ja dz&#x12B;va organisma iztur&#x113;�anos augst&#x101;k&#x101;s gaisa josl&#x101;s, vispirms eksperiment&#x113;jot ar dz&#x12B;vniekiem, &#x12B;pa�i ar pel&#x113;m. T&#x101; k&#x101; �ie m&#x113;&#x123;in&#x101;jumi papildina medi&#x137;u eksperimentus ar sevi, tad apl&#x16B;kosim tos tikai &#x12B;sum&#x101;. Tie deva zin&#x101;mus, kaut ar&#x12B; pavisam nepretenciozus secin&#x101;jumus, ko iesp&#x113;jams attiecin&#x101;t ar&#x12B; uz cilv&#x113;ku. Eksperimentos atkl&#x101;j&#x101;s, ka p&#x101;ri par 1600 m augstumu loti labi iztur glu�i jaunas, apm&#x113;ram m&#x113;nesi vecas peles; ja ar&#x12B; to sirdsdarb&#x12B;b&#x101; vai centr&#x101;laj&#x101; nervu sist&#x113;m&#x101; rad&#x101;s kaut k&#x101;das izmai&#x146;as, tad t&#x101;m nebija palieko�as noz&#x12B;mes: p&#x113;c nolai�an&#x101;s uz zemes t&#x101;s izzuda. Skaidrs, ka nervu centri �&#x12B;m pel&#x113;m v&#x113;l nebija pietiekami att&#x12B;st&#x12B;ti. Mazliet vec&#x101;ku pe&#x13C;u iztur&#x12B;ba pret augstumu bija visai neliela; to pa�u var&#x113;ja nov&#x113;rot, ka jau teikts, pie jauniem medi&#x137;iem. V&#x113;l&#x101;k �&#x12B; iztur&#x12B;ba pieauga, bet divu gadu vecum&#x101; peles lidojumos atkal k&#x13C;uva maz iztur&#x12B;gas.</p><p>Barokamera deva atbildi v&#x113;l uz vienu jaut&#x101;jumu. Pie&#x146;emsim, ka sk&#x101;bek&#x13C;a apar&#x101;ts saboj&#x101;jies vai ar&#x12B; sk&#x101;bek&#x13C;a ieelpo�ana p&#x101;rtraukta k&#x101;du citu iemeslu d&#x113;&#x13C;. Kas tad notiek, un p&#x113;c cik ilga laika sk&#x101;bek&#x13C;a tr&#x16B;kums liek sevi man&#x12B;t? Par m&#x113;&#x123;in&#x101;jumiem kamer&#x101; zi&#x146;oja divi &#x101;rsti � Rufs un Strugholds; abi toreiz p&#x113;t&#x12B;ja avi&#x101;cijas medic&#x12B;nas jaut&#x101;jumus. Medi&#x137;i, ieelpodami sk&#x101;bekli, pac&#x113;l&#x101;s noteikt&#x101; augstum&#x101;. Palikdami sasniegtaj&#x101; augstum&#x101;, vi&#x146;i no&#x146;&#x113;ma elpo�anas maskas. Nu var&#x113;ja p&#x113;t&#x12B;t aug- -st&#x16B;ma iedarb&#x12B;bu t&#x101;pat k&#x101; parast&#x101; lidojum&#x101;. Audu apg&#x101;di ar sk&#x101;bekli visvienk&#x101;r�&#x101;k var uzzin&#x101;t, p&#x101;rbaudot ce&#x13C;gala refleksu. Izr&#x101;d&#x12B;j&#x101;s, ka starp abiem m&#x113;&#x123;in&#x101;jumiem � parasto pacel�anos un pacel�anos ar sk&#x101;bek&#x13C;a masku kvalitat&#x12B;vas at�&#x137;ir&#x12B;bas nav. Bet cik ilgs laiks paiet no sk&#x101;bek&#x13C;a ier&#x12B;ces atvieno�anas l&#x12B;dz trauc&#x113;jumu s&#x101;kumam? Cik liela laika rezerve ir pilota r&#x12B;c&#x12B;b&#x101;, ja st&#x101;voklis k&#x13C;&#x16B;st nopietns?</p><p>K&#x101;ds jauns medi&#x137;is, kas labi panesa augstumu, p&#x101;rtraucis sk&#x101;bek&#x13C;a ieelpo�anu 9000 metru augstum&#x101;, m&#x113;&#x123;in&#x101;ja rakst&#x12B;t; eksperiments skaidri par&#x101;d&#x12B;ja, ka trauc&#x113;jumi s&#x101;kas jau p&#x113;c div&#x101;m min&#x16B;t&#x113;m. No raksta k&#x13C;uva redzams, ka rok&#x101;m ir tendence savilkties krampjos, ka rodas b&#x12B;stama situ&#x101;cija. Atsevi�&#x137;u cilv&#x113;ku starp&#x101; gan ir ar&#x12B; lielas individu&#x101;las novirzes. K&#x101;dai citai pret augstumu maz&#x101;k iztur&#x12B;gai personai laika rezerve bija izmantota jau pie 5000�6000 metriem un trauc&#x113;jumi par&#x101;d&#x12B;j&#x101;s jau �ai relat&#x12B;vi nelielaj&#x101; augstum&#x101;. Ja vienlaikus bija j&#x101; veic darbs, tad st&#x101;voklis bija pavisam cit&#x101;ds � daudz nopietn&#x101;ks. Darbs laika rezervi sa&#x12B;sina.</p><p>Sis atzinums ir &#x13C;oti svar&#x12B;gs praksei. Ja 8000 vai 9000 metru augstum&#x101; p&#x101;rtrauc sk&#x101;bek&#x13C;a pievad&#x12B;�anu, tad nedr&#x12B;kst vilcin&#x101;ties ne min&#x16B;ti, jo visu iz�&#x137;ir sekundes: pilotam t&#x16B;da&#x13C; j&#x101;lai�as lejup, lai sasniegtu t&#x101;du atmosf&#x113;ru, kur cilv&#x113;ks sp&#x113;j eksist&#x113;t, vai ar&#x12B; j&#x101;izlec ar izpletni. Turkl&#x101;t j&#x101;patur pr&#x101;t&#x101;, ka ar neatv&#x113;rtu izpletni kritiens norisin&#x101;s &#x13C;oti &#x101;tri. 1000 metriem vajadz&#x12B;gas 18 sekundes. Tas ir &#x13C;oti maz. Izpletnis dr&#x12B;z j&#x101;atver, vai ar&#x12B; tam j&#x101;atveras autom&#x101;tiski, tad kritiens tiek strauji nobremz&#x113;ts � t&#x16B;ksto� metriem tagad nepiecie�amas 3 min&#x16B;tes un 20 sekundes. Ja pie&#x146;emam (to var dar&#x12B;t, pamatojoies uz eksperimentiem), ka 9000 metru augstum&#x101; laika rezerve ir viena min&#x16B;te, tad redzamk&#x101;d&#x101;m briesm&#x101;m pak&#x13C;auts cilv&#x113;ks, lecot no �&#x101;da augstuma. &#x100;rsta uzdevums ir noskaidrot, k&#x101; �o laiku iesp&#x113;jami lab&#x101;k izmantot, lai paaugstin&#x101;tu vai stiprin&#x101;tu organisma rezerves un lidot&#x101;js laim&#x12B;gi sasniegtu zemi.</p><p>Augst&#x101; lidojum&#x101; &#x137;erme&#x146;a reakcija ir cit&#x101;da, nek&#x101; k&#x101;pjot kalnos. Kas vien&#x101; gad&#x12B;jum&#x101; norisin&#x101;s nedaudz min&#x16B;t&#x113;s, tam otr&#x101; gad&#x12B;jum&#x101; vajadz&#x12B;gas dienas un ned&#x113;&#x13C;as; sakar&#x101; ar to piel&#x101;go�an&#x101;s augstumam ir da�&#x101;da. Organismam piem&#x12B;t br&#x12B;ni�&#x137;&#x12B;ga sp&#x113;ja piel&#x101;goties, un lidojot �is process norisin&#x101;s &#x13C;oti &#x101;tri. Patolo&#x123;isk&#x101;s augstuma par&#x101;d&#x12B;bas liek sevi &#x101;tri vien man&#x12B;t, ta�u dr&#x12B;z t&#x101;s ar&#x12B; izz&#x16B;d. Studenti, kas barokamer&#x101; bija veiku�i eksperiment&#x101;lo lidojumu liel&#x101; augstum&#x101;, p&#x113;c &#x12B;sa laika atkal jut&#x101;s veseli; izmai&#x146;as, kas rad&#x101;s, p&#x101;rsniedzot zin&#x101;mu augstumu, nebija paliku�as ne asin&#x12B;s, ne elpo�an&#x101; vai centr&#x101;l&#x101;s nervu sist&#x113;mas funkcij&#x101;s. Bet cit&#x101;di ir ar alp&#x12B;nistiem, ar Himalaju eksped&#x12B;cijas dal&#x12B;bniekiem. Kam&#x113;r sasniedz t&#x12B;koto virsotni, paiet ned&#x113;&#x13C;as, organisms pak&#x101;penski piem&#x113;rojas augsto kalnu apst&#x101;k&#x13C;iem, iepriek� min&#x113;t&#x101;s slim&#x12B;g&#x101;s par&#x101;d&#x12B;bas izpau�as l&#x113;n&#x101;m. Bet, kad atkal sasniegts j&#x16B;ras l&#x12B;menis, kalnu slim&#x12B;bas simptomi uzreiz neizz&#x16B;d, izvese&#x13C;o�an&#x101;s prasa ned&#x113;&#x13C;as.</p><image l:href="#28"/><image l:href="#29"/><image l:href="#30"/><image l:href="#31"/><image l:href="#32"/></section><section><title><p><emphasis>NO PLAN&#x112;TAS UZ PLAN&#x112;TU</emphasis></p></title><p>Kop� tikko aizrit&#x113;ju�&#x101; laika posma � otr&#x101; pasaules kara s&#x101;kuma avi&#x101;cija att&#x12B;st&#x12B;jusies ziben&#x12B;g&#x101; temp&#x101;; tagad cilv&#x113;ks jau gatavojas doties lidojum&#x101; uz cit&#x101;m plan&#x113;t&#x101;m. Liekas piln&#x12B;gi dro�i, ka p&#x113;c neilga laika tas izdosies. Ar ra&#x137;e�u dzin&#x113;jiem apg&#x101;d&#x101;t&#x101;s lidma�&#x12B;nas traucas arvien augst&#x101;k, un lidojuma &#x101;trums ir milz&#x12B;gi palielin&#x101;jies. To visu cilv&#x113;ks sasniedzis vienas paaudzes laik&#x101;. Strauji izvirz&#x12B;j&#x101;s jaut&#x101;jums, k&#x101; uz to rea&#x123;&#x113; cilv&#x113;ks, proti, vi&#x146;a &#x137;ermenis, vi&#x146;a piem&#x113;ro�an&#x101;s un uztveres sp&#x113;jas, &#x12B;si sakot, vi&#x146;a organisms.</p><p>Jau min&#x113;j&#x101;m par gr&#x16B;t&#x12B;b&#x101;m, ko sag&#x101;d&#x101; lidojuma &#x101;truma pieaugums vai m&#x101;ksl&#x12B;g&#x101; zemes pavado&#x146;a &#x101;trums; un ar&#x12B; avi&#x101;cijas medic&#x12B;nas speci&#x101;lists (lidz 1959. gadam) uz visiem �iem jaut&#x101;jumiem nevar&#x113;ja atbild&#x113;t. Eksperimenta ar cilv&#x113;ku v&#x113;l nebija, un, ja ar&#x12B; �&#x101;dos lidojumos bija s&#x16B;t&#x12B;tas peles, �urkas, p&#x113;rti&#x137;i, tad attiec&#x12B;b&#x101; uz cilv&#x113;ku v&#x113;l nevar&#x113;ja izdar&#x12B;t pilnv&#x113;rt&#x12B;gus secin&#x101;jumus. Bet &#x101;rsts jau tad var&#x113;ja kaut ko pateikt par pa&#x101;trin&#x101;jumu, kas saist&#x101;s ar &#x101;trajiem lidojumiem. $o n&#x101;kotnes avi&#x101;cijas probl&#x113;mas svar&#x12B;go jaut&#x101;jumu noskaidro�anu liel&#x101; m&#x113;r&#x101; sekm&#x113;ju�i &#x101;rstu eksperimenti ar sevi. Pa&#x101;trin&#x101;juma probl&#x113;mas p&#x113;t&#x12B;�anai br&#x101;&#x13C;i Bernds un Heines fon D&#x12B;ringshofeni jau 1934. gad&#x101; izgatavoja lielu centrif&#x16B;gu. S&#x12B;s ier&#x12B;ces diametrs bija 5�/&#x433; metri. K&#x101;ds jauns avi&#x101;cijas medic&#x12B;nas doktors B&#x12B;r-lens (v&#x113;l&#x101;k vi&#x146;� krita kar&#x101;) ies&#x113;d&#x101;s centrif&#x16B;g&#x101; un lika to griezt. Ar �o eksperimentu &#x101;rstam izdev&#x101;s pier&#x101;d&#x12B;t, ka cilv&#x113;ks divas min&#x16B;tes bez j&#x16B;tamiem trauc&#x113;jumiem sp&#x113;j panest pa&#x101;trin&#x101;juma sp&#x113;kus ar �elrpadsmitk&#x101;rl&#x12B;gu p&#x101;rslodzi (t&#x101;tad 14 �g�, k&#x101; to saka speci&#x101;listi), ja iev&#x113;ro vienu noteikumu, �iem sp&#x113;kiem j&#x101;darbojas virzien&#x101; no kr&#x16B;t&#x12B;m uz muguru. Birlens g&#x101;ja v&#x113;l t&#x101;l&#x101;k un �os sp&#x113;kus palielin&#x101;ja l&#x12B;dz 17 �g� (tie�&#x101;m varon&#x12B;gs eksperiments ar sevi!), un to visu vi&#x146;� iztur&#x113;ja bez redzes un apzi&#x146;as trauc&#x113;jumiem.</p><p>Interesanti atz&#x12B;m&#x113;t, ka sievie�u dzimuma peles barokamer&#x101; lielos augstumus panes daudz lab&#x101;k nek&#x101; t&#x113;vi&#x146;i. Bet nevar apgalvot, ka �is fakts b&#x16B;tu attiecin&#x101;ms uz cilv&#x113;ka dzimumu.</p><p>Vienk&#x101;r�&#x101;k un m&#x113;r&#x137;tiec&#x12B;g&#x101;k nek&#x101; re&#x101;los apst&#x101;k&#x13C;os baro- \ kamer&#x101; iesp&#x113;jams konstat&#x113;t ar&#x12B; alkohola iedarb&#x12B;bu uz lidot&#x101;ju. Ja medi&#x137;i pirms eksperimenta barokamer&#x101; lietoja alkoholu, tad pat neliel&#x101; augstum&#x101; var&#x113;ja nov&#x113;rot gar&#x12B;go sp&#x113;ju mazin&#x101;�anos. Liel&#x101; augstum&#x101; turpretim reibumu rad&#x12B;ja jau neliels alkohola daudzums. Lai cilv&#x113;ks noreibtu, 3500 metru augstum&#x101; pietika ar gl&#x101;zi alus, t. L, ar loti niec&#x12B;gu alkohola devu. Barokamer&#x101; var&#x113;ja ar&#x12B; v&#x113;rot, ka stipra sm&#x113;&#x137;&#x113;�ana tie�i pirms lidojuma vai iepriek�&#x113;j&#x101; nakt&#x12B; mazina gara sp&#x113;jas. Toreiz �is konstat&#x113;jums jo svar&#x12B;g&#x101;ks bija t&#x101;p&#x113;c, ka lidot&#x101;ji bie�i vien nakti pirms lidojuma pavad&#x12B;ja jautr&#x101; sabiedr&#x12B;b&#x101;, kur daudz tika dzerts un sm&#x113;&#x137;&#x113;ts, bet maz gul&#x113;ts � un tam, protams, var&#x113;ja b&#x16B;t likten&#x12B;gas sekas.</p><p>Barokamer&#x101; var&#x113;ja ar&#x12B; noskaidrot, kad j&#x101;s&#x101;k pievad&#x12B;t sk&#x101;-beklis. Tam j&#x101;noliek jau apm&#x113;ram 4000 metru augstum&#x101;. �&#x101;d&#x101; augstum&#x101; briesmas v&#x113;l nedraud, tom&#x113;r iesp&#x113;jami trauc&#x113;jumi, bet 7000 metru augstum&#x101; st&#x101;voklis jau ir visai kritisks. Izmantojot l&#x12B;dzpa&#x146;emto sk&#x101;bekli, iesp&#x113;jams bez trauc&#x113;jumiem sasniegt 11 000 metru augstumu. Sai mirkl&#x12B; briesmas jau ir re&#x101;las, jo vajag tikai pacelties v&#x113;l da�us simtus metru, un ir p&#x101;rk&#x101;pts kritiskais slieksnis, aiz kura draud bezsama&#x146;a un n&#x101;ve.</p><p>Liel&#x101;ku augstumu par 11 000 metriem barokamer&#x101; nevar sasniegt, kaut ar&#x12B; izmanto sk&#x101;bek&#x13C;a tvertnes un ier&#x12B;ces. Se nepiecie�ama augstspiediena kamera, par ko oti&#x101; pasaules kara laik&#x101; v&#x113;l ne visai interes&#x113;j&#x101;s. Praksei pietika ar l&#x12B;dzpa&#x146;emto sk&#x101;bekli un barokamer&#x101; izdar&#x12B;to m&#x113;&#x123;in&#x101;jumu rezult&#x101;tiem.</p><p>Cilv&#x113;ka &#x137;erme&#x146;a centrb&#x113;dzes sp&#x113;ks 30 sekund&#x113;s bija pieaudzis piecpadsmitk&#x101;rt&#x12B;gi, t&#x101;tad miesas svars p&#x101;rsniedza 1000 kg. V&#x113;l br&#x12B;numain&#x101;k �&#x137;ita tas, ka ar&#x12B; asinis k&#x13C;&#x16B;st attiec&#x12B;gi smag&#x101;kas, t&#x101;s pl&#x16B;st pa asinsvadiem gausi k&#x101; dz&#x12B;vsudrabs. Elpo�ana pie 10 �g� bija iev&#x113;rojami apgr&#x16B;tin&#x101;ta, jo kr&#x16B;�u kurvis k&#x13C;uva desmitreiz smag&#x101;ks; tik tikko var&#x113;ja veikt ieelpo�anas un izelpo�anas kust&#x12B;bas. Ta�u v&#x113;dera elpo�ana bija iesp&#x113;jama v&#x113;l pie 14 �g�; pateicoties tai, tika pievad&#x12B;ts sk&#x101;-beklis un izvad&#x12B;ts izmantotais gaiss. Dom&#x101;jams, tas bija iesp&#x113;jams ar&#x12B; t&#x101;d&#x113;&#x13C;, ka tiklab B&#x12B;rlens, k&#x101; ar&#x12B; citi medi&#x137;i eksperiment&#x113;t&#x101;ji bija visai kalsni.</p><p>D&#x12B;ringshofenu centrif&#x16B;gas p&#x113;ctec&#x113;m bija v&#x113;l liel&#x101;ki izm&#x113;ri. Pieauga ar&#x12B; pras&#x12B;bas. Viena no liel&#x101;kaj&#x101;m centrif&#x16B;g&#x101;m, kas k&#x13C;uva paz&#x12B;stama zin&#x101;tnieku aprind&#x101;s, tika izgatavota Savienotaj&#x101;s Valst&#x12B;s, D�onsvil&#x101;. Centrif&#x16B;gas caurm&#x113;rs sasniedza 30 metrus, un t&#x101;s dzin&#x113;j motoram bija 4000 zirgsp&#x113;ku. Ar to var&#x113;ja sasniegt fantastisku pa&#x101;trin&#x101;jumu, no nulles l&#x12B;dz 20 �g� vienas sekundes laik&#x101;. Centrif&#x16B;gu var&#x113;ja kombin&#x113;t ar&#x12B; ar ba-rokameru, t&#x101;d&#x113;j&#x101;di radot iesp&#x113;ju vienlaic&#x12B;gi nov&#x113;rot k&#x101; augstuma, t. i., samazin&#x101;t&#x101; gaisa spiediena, t&#x101; ar&#x12B; pa&#x101;trin&#x101;juma ietekmi uz p&#x101;rbaud&#x101;majiem cilv&#x113;kiem � jauniem &#x101;rstiem un medic&#x12B;nas studentiem. Ar attiec&#x12B;gu apar&#x101;tu pal&#x12B;dz&#x12B;bu uz&#x146;&#x113;ma elektrokardiogrammas un elektroencefalogrammas; t&#x101;tad tika kontrol&#x113;t&#x101; siids un smadze&#x146;u darb&#x12B;ba, un &#x101;rsts, atrazdamies &#x101;rpus centrif&#x16B;gas, v&#x113;roja gan min&#x113;t&#x101;s par&#x101;d&#x12B;bas, gan ar&#x12B; citas izmai&#x146;as asinsrit&#x113; un elpo�an&#x101;; televizor&#x101; redz&#x113;ja visu, kas norisin&#x101;j&#x101;s izm&#x113;&#x123;in&#x101;t&#x101;ja organism&#x101;, � &#x12B;si sakot, lai risin&#x101;tu jaut&#x101;jumus, par ko interes&#x113;jas avi&#x101;cijas medic&#x12B;na, fiziolo&#x123;isk&#x101;s izmekl&#x113;�anas metod&#x113;s pielietoja visus jaun&#x101;kos sasniegumus.</p><p>Ar savu moderno aparat&#x16B;ru amerik&#x101;&#x146;i veica �&#x101;dus p&#x101;rdro�us eksperimentus. Iesl&#x113;dza centrif&#x16B;gu un tad pilnjaud&#x101; to p&#x113;k�&#x146;i nobremz&#x113;ja. �&#x101;da situ&#x101;cija var rasties lidma�&#x12B;nu av&#x101;rij&#x101;s un v&#x113;l bie�&#x101;k autokatastrof&#x101;s, protams, ne tik intens&#x12B;va, ta�u ar likten&#x12B;g&#x101;m sek&#x101;m. Eksperiments tika v&#x113;l pilnveidots. Sim nol&#x16B;kam izmantoja rati&#x146;us, kas skr&#x113;ja pa slied&#x113;m; ar ra&#x137;e�u dzin&#x113;ja pal&#x12B;dz&#x12B;bu var&#x113;ja pan&#x101;kt, ka rati&#x146;i sekun�u laik&#x101; sasniedza 1000 km &#x101;trumu stund&#x101;, tad tos p&#x113;k�&#x146;i nobremz&#x113;ja. Nu viss bija atkar&#x12B;gs no t&#x101;, k&#x101; rati&#x146;os s&#x113;d&#x113;ja cilv&#x113;ks, kas piedal&#x12B;j&#x101;s eksperiment&#x101;. Ja vi&#x146;� bija pagriezies ar muguru brauk�anas virzien&#x101; un ja 0,2 sekun�u laik&#x101; vi&#x146;am vajadz&#x113;ja panest bremz&#x113;�anu � negat&#x12B;vu pa&#x101;trin&#x101;jumu l&#x12B;dz 60 �g�, tad tas nekait&#x113;ja. Izteicot visiem saprotamos skait&#x13C;os, tas bija apm&#x113;ram t&#x101;, it k&#x101; autovad&#x12B;t&#x101;js, jo&#x146;ojot ar 180 km &#x101;trumu stund&#x101;, nobremz&#x113;tu �etros ^metros. Eksperimenta rezult&#x101;ti p&#x101;rsteidza visus speci&#x101;listus. Atzina, ka iesp&#x113;jams iztur&#x113;t, augst&#x101;kais, 30 �g� negat&#x12B;vu pa&#x101;trin&#x101;jumu. |</p><p>N&#x101;ko�aj&#x101; m&#x113;&#x123;in&#x101;jum&#x101; cilv&#x113;ks, plat&#x101;m jost&#x101;m piestiprin&#x101;ts pie rati&#x146;iem, s&#x113;d&#x113;ja ar seju brauciena virzien&#x101;. �oreiz vi&#x146;� iztur&#x113;ja 50 �g� negat&#x12B;vu bremz&#x113;�anas pa&#x101;trin&#x101;jumu. So eksperimentu vi&#x146;am gan v&#x113;l vair&#x101;kas dienas atg&#x101;din&#x101;ja viens otrs zils plankums tais viet&#x101;s, kur josta bija spiedusi sevi�&#x137;i stipri: eksperimenta laik&#x101; pret sait&#x113;m bija triecies piecdesmit-k&#x101;rt&#x12B;gs vi&#x146;a &#x137;erme&#x146;a svars.</p><p>Visp&#x101;rpaz&#x12B;stams ir doktora Stapa eksperiments. &#x145;umek-�ik&#x101; Hollomana aviob&#x101;zes tuvum&#x101; tie�i �im eksperimentam bija ier&#x12B;kots 12 km gar� slie�u ce&#x13C;� � taisns k&#x101; line&#x101;ls. Izm&#x113;&#x123;in&#x101;jumu stacijas vad&#x12B;t&#x101;js doktors D�ons Staps piesait&#x113;j&#x101;s pie rati&#x146;iem, ko tad dzina ar ra&#x137;e�u dzin&#x113;ju trak&#x101; &#x101;trum&#x101; un p&#x113;k�&#x146;i, apst&#x101;din&#x101;ja. Kad rati&#x146;us strauji nobremz&#x113;ja, Staps, neredz&#x113;ja nek&#x101;, jo acu priek�&#x101; bija aizvilkusies migla. Ta�u p&#x113;c div&#x101;m dien&#x101;m vi&#x146;� atkal bija piln&#x12B;gi vesels. Eksperiment&#x113;t&#x101;ja seja, kas bremz&#x113;�anas br&#x12B;d&#x12B; bija piln&#x12B;gi p&#x101;rv&#x113;rtusies, nu bija atguvusi norm&#x101;lu izskatu, tikai acu plaksti&#x146;i uzt&#x16B;ku�i. Tom&#x113;r, braucamai ier&#x12B;cei bremz&#x113;jot, vi&#x146;� bija iztur&#x113;jis �etrdesmitse�-k&#x101;rt&#x12B;gu negat&#x12B;vu pa&#x101;trin&#x101;jumu, kas ir tas pats, it k&#x101; vi&#x146;� mirkli b&#x16B;tu sv&#x113;ris 3500 kilogramus.</p><p>Ta�u l&#x12B;dz ar to uz lidot&#x101;ju uzdoto jaut&#x101;jumu fiziologiem Staps bija atbild&#x113;jis: lidojumos ar ra&#x137;eti, t&#x101;tad traucoties ar visliel&#x101;ko &#x101;trumu, cilv&#x113;ka organisms var iztur&#x113;t p&#x113;k�&#x146;u bremz&#x113;�anu. Cilv&#x113;ka &#x137;ermenis ir piem&#x113;rots ar&#x12B; �&#x101;dam uzdevumam.</p><p>Slavenaj&#x101; Mejo kl&#x12B;nik&#x101; Ro�ester&#x101; (ASV) ir biofizikas noda&#x13C;a, kur eksperimentiem kalpo t&#x101;da pati milz&#x12B;ga izm&#x113;ra centrif&#x16B;ga. Tai ir 6 metrus gar� sp&#x101;rns. Tr&#x12B;s kl&#x12B;nikas &#x101;rsti � Vuds, Lamberts un Kods p&#x113;c k&#x101;rtas piesait&#x113;j&#x101;s pie s&#x113;dek&#x13C;a un lika iedarbin&#x101;t centrif&#x16B;gu. Iepriek� �im eksperimentam bija izmantots p&#x113;rti&#x137;is, bet tas p&#x101;rslodzi neiztur&#x113;ja un dab&#x16B;ja infarktu. Ta�u &#x101;rsti ne&#x13C;&#x101;v&#x101;s iebied&#x113;ties un uzs&#x101;ka m&#x113;&#x123;in&#x101;jumu. Vi&#x146;us pies&#x113;ja, iedarbin&#x101;ja centrif&#x16B;gu, un � vi&#x146;i iztur&#x113;ja.</p><p>�o eksperimentu izdar&#x12B;ja ne vienreiz vien, to atk&#x101;rtoja bie�i, pat loti bie�i, jo vajadz&#x113;ja* atrast &#x12B;sto aizsargt&#x113;rpu, kas sp&#x113;tu v&#x101;jin&#x101;t pa&#x101;trin&#x101;juma rad&#x12B;t&#x101;s ne&#x113;rt&#x12B;bas un briesmas. Eksperiment&#x113;t&#x101;jiem t&#x101; nebija nek&#x101;da izprieca. Reiz&#x113;m tie krita nesama&#x146;&#x101; vai dab&#x16B;ja krampju l&#x113;kmes, un eksperimentu n&#x101;c&#x101;s p&#x101;rtraukt.</p><p>�Visvair&#x101;k m&#x16B;s baid&#x12B;ja doma,� v&#x113;l&#x101;k st&#x101;st&#x12B;ja doktors Lamberts, �ka asi&#x146;u atpl&#x16B;dums no smadzen&#x113;m, kas notiek eksperimenta gait&#x101;, var&#x113;tu rad&#x12B;t nelabojamas sekas � ierobe�ot dom&#x101;�anas sp&#x113;jas uz visiem laikiem.�</p><p>Vuds un Lamberts zin&#x101;tnes, lab&#x101; uz&#x146;&#x113;m&#x101;s v&#x113;l drosm&#x12B;g&#x101;kus upurus. Vi&#x146;i lika sev ievad&#x12B;t sirds kaletru (par �o heroisko metodi m&#x113;s jau st&#x101;st&#x12B;j&#x101;m) � no sint&#x113;tiska materi&#x101;la izgatavotu tieuu caurul&#x12B;ti, kas pa v&#x113;nu tiek aizvad&#x12B;ta l&#x12B;dz sirdij. Grib&#x113;damTp&#x101;rbaudit sirdsdarb&#x12B;bu un izmai&#x146;as asin&#x12B;s tik stipra pa&#x101;trin&#x101;juma laik&#x101;, abi eksperiment&#x113;t&#x101;ji pak&#x13C;&#x101;va sevi divk&#x101;r�&#x101;m briesm&#x101;m.</p><p>�&#x101;das kosmisk&#x101;s medic&#x12B;nas p&#x113;tniec&#x12B;bas vietas kop� 1949. gada ir Teksas&#x101; Randolfa avi&#x101;cijas b&#x101;z&#x113;, ar&#x12B; Ohaio un, protams, Padomju Savien&#x12B;b&#x101;; tur visur jauni &#x101;rsti un studenti s&#x113;�as kab&#x12B;n&#x113;s, lai, veikdami velni�&#x137;&#x12B;go braucienu, kalpotu zin&#x101;tnei.</p><p>�e ir runa ne vien par stipri pa&#x101;trin&#x101;tiem lidojumiem taisn&#x101; virzien&#x101;, bet ari par pagriezieniem. Ja pa&#x101;trin&#x101;jums iedarbojas uz &#x137;ermeni garenisk&#x101; virzien&#x101;, tad viegli rodas redzes trauc&#x113;jumi un^apzi&#x146;as aptum�o�an&#x101;s. Tas notiek t&#x101;p&#x113;c, ka asinis, k&#x101; jau min&#x113;ts, pa&#x101;trin&#x101;juma d&#x113;&#x13C; k&#x13C;&#x16B;st smag&#x101;kas, sakr&#x101;jas &#x137;erme&#x146;a lejasda&#x13C;&#x101;, sevi�&#x137;i k&#x101;j&#x101;s, sirds str&#x101;d&#x101; tuk�gait&#x101;, un smadzen&#x113;m nepiepl&#x16B;sl asinis. Ir apr&#x113;&#x137;in&#x101;ts, pie k&#x101;da &#x101;truma �&#x101;ds st&#x101;voklis iest&#x101;jas, un &#x101;rsti to p&#x101;rbaud&#x12B;ju�i, eksperiment&#x113;jot ar sevi. Par �&#x101;diem izm&#x113;&#x123;in&#x101;juma lidojumiem zi&#x146;ojis doktors Heines D&#x12B;ringshofens ar saviem asistentiem.</p><p>D&#x12B;ringshofens pret pa&#x101;trin&#x101;jumu bija sevi�&#x137;i iztur&#x12B;gs; s&#x113;-dot sak&#x146;upis pie st&#x16B;res, vi&#x146;� panesa l&#x12B;dz aslo&#x146;arpusk&#x101;rt&#x12B;gu pa&#x101;trin&#x101;jumu, un nerad&#x101;s ne redzes trauc&#x113;jumi, nedz ar&#x12B; aptum�oj&#x101;s apzi&#x146;a. Ta�u s&#x113;d&#x113;t vajadz&#x113;ja sak&#x146;upu�am, jo t&#x101;d&#x113;j&#x101;di mazinos l&#x12B;me&#x146;a starp&#x12B;ba starp sirdi un smadzen&#x113;m un p&#x113;d&#x113;j&#x101;s liek lab&#x101;k apg&#x101;d&#x101;tas ar asin&#x12B;m. Ciliem, kas, k&#x101; parasts, s&#x113;d&#x113;ja taisni, rad&#x101;s trauc&#x113;jumi. Vi&#x146;us nov&#x113;roja un ar piemont&#x113;tu kameru film&#x113;ja viens no asistentiem, kas ar&#x12B; s&#x113;d&#x113;ja sak&#x146;upis. Kam&#x113;r lidma�&#x12B;na, griezdam&#x101;s �aur&#x101; spir&#x101;l&#x113;, st&#x101;vus trauc&#x101;s lejup, eksperiment&#x113;t&#x101;jiem vajadz&#x113;ja v&#x113;rot pa&#x101;trin&#x101;juma r&#x101;d&#x12B;t&#x101;ju un pa borta telefonu past&#x101;v&#x12B;gi zi&#x146;ot nolas&#x12B;tos skait&#x13C;us, cik ilgi vien vi&#x146;i to sp&#x113;ja. Beidzot vi&#x146;iem sagriez&#x101;s melns gar ac&#x12B;m, skait&#x13C;us vairs nevar&#x113;ja saredz&#x113;t, un vi&#x146;i zi&#x146;oja: �Redzes trauc&#x113;jumi, redzes trauc&#x113;jumi, redzes trauc&#x113;jumi ...� � lidz beidzot zi&#x146;ojums p&#x101;rtr&#x16B;ka, jo vi&#x146;i bija zaud&#x113;ju�i sama&#x146;u.</p><p>M&#x113;&#x123;in&#x101;jumu t&#x16B;da&#x13C; p&#x101;rtrauca � lidojumu izl&#x12B;dzin&#x101;ja, un sama&#x146;u zaud&#x113;ju�ie p&#x113;c da�&#x101;m sekund&#x113;m atkal atguva sama&#x146;u.</p><p>Kad avi&#x101;cija v&#x113;l sp&#x113;ra pirmos att&#x12B;st&#x12B;bas so&#x13C;us un rad&#x101;s doma par to, vai iesp&#x113;jams, teiksim, briesmu gad&#x12B;jum&#x101; no lidma�&#x12B;nas izl&#x113;kt, lidot&#x101;ju nost&#x101;ja �ai jaut&#x101;jum&#x101; bija &#x13C;oti skeptiska. K&#x101;ds &#x101;rsts* � doktors Ernsts Ko�els bija cit&#x101;d&#x101;s dom&#x101;s. Konstru&#x113;jis izpletni, vi&#x146;� ar to izl&#x113;ca no st&#x101;vo�a gaisa balona; kad m&#x113;&#x123;in&#x101;jums bija atk&#x101;rtots vair&#x101;kk&#x101;rt, ar&#x12B; citi saprata, ka t&#x101; var&#x113;ja s&#x101;kt. Par saviem pan&#x101;kumiem doktors Ko�els. zi- -&#x146;oja 1916. gad&#x101;, un vi&#x146;a drosm&#x12B;gajam piem&#x113;ram rad&#x101;s sekot&#x101;ji; kop� t&#x101; laika ar izpletni l&#x113;ku�i daudzi &#x101;rsti, uz to vedin&#x101;ja, D&#x12B;ringshofena v&#x101;rdiem run&#x101;jot, �gan sportista p&#x101;rdz&#x12B;vojums, gan zin&#x101;tniska zi&#x146;k&#x101;re�.</p><p>Sav&#x101;ktie nov&#x113;rojumi bija izejas punkts p&#x113;t&#x12B;jumiem un eksperimentiem, kas velt&#x12B;ti bezsvara st&#x101;vok&#x13C;a probl&#x113;mai, probl&#x113;mai, kam avi&#x101;cijas medic&#x12B;nas speci&#x101;listi piev&#x113;rs&#x101;s tikai tad, kad kosmisko lidojumu jaut&#x101;jums k&#x13C;uva aktu&#x101;ls. Pa&#x101;trin&#x101;juma rezult&#x101;t&#x101;, k&#x101; jau min&#x113;ts, galu gal&#x101; iest&#x101;jas bezsvara st&#x101;voklis, kaut ar&#x12B; uz da�&#x101;m sekund&#x113;m. Sis st&#x101;voklis var &#x13C;oti interes&#x113;t &#x101;rstu, kas p&#x113;t&#x12B; kosmosa medic&#x12B;nas fiziolo&#x123;iju. D&#x12B;ringshofenam, pi&#x137;&#x113;jot ar �Junkers� lidma�&#x12B;nu, izdev&#x101;s sasniegt bezsvara st&#x101;vokli gandr&#x12B;z uz 7 sekund&#x113;m, pie tam gaisa pretest&#x12B;bu vi&#x146;� izl&#x12B;dzin&#x101;ja ar motoru sp&#x113;ku. �&#x101;d&#x101; st&#x101;vokl&#x12B; nebija nek&#x101; nepat&#x12B;kama, D&#x12B;ringshofenam lik&#x101;s, it k&#x101; vi&#x146;� lidin&#x101;tos, nevis g&#x101;ztos � k&#x101; to da�s labs pieredz&#x113;jis, lidma�&#x12B;nai iek&#x13C;&#x16B;stot gaisa bedr&#x113;.</p><p>Interese par bezsvara st&#x101;vokli pieauga p&#x113;c otr&#x101; pasaules kara sakar&#x101; ar izredz&#x113;m uz kosmiskiem lidojumiem. Viens no pirmajiem par �o probl&#x113;mu ieinteres&#x113;j&#x101;s k&#x101;dreiz&#x113;jais Berl&#x12B;nes avi&#x101;cijas medic&#x12B;nas p&#x113;tniec&#x12B;bas instit&#x16B;ta vad&#x12B;t&#x101;js doktors Huberts Slrugholds. P&#x113;c kara vi&#x146;� atrada jaunu darb&#x12B;bas lauku Amerik&#x101; un, b&#x16B;dams avi&#x101;cijas medic&#x12B;nas profesors, veica p&#x113;t&#x12B;jumus &#x12B;pa�i kosmisko lidojumu nozar&#x113;. �trugholds un vi&#x146;a l&#x12B;dzstr&#x101;dnieki izdar&#x12B;ja-daudz eksperimentu, lai noskaidrotu bezsvara st&#x101;vok&#x13C;a ietekmi uz cilv&#x113;ka organismu. Vieni apgalvoja, ka bezsvara st&#x101;vokl&#x12B;, ko var sasniegt ar &#x12B;pa�u lido�anas metodi, vi&#x146;i neesot sajutu�i nek&#x101; &#x101;rk&#x101;rt&#x12B;ga, kam&#x113;r otri teica, ka �in&#x12B;s sekund&#x113;s jutu�ies &#x13C;oti slikti. <sub>4</sub></p></section><section><title><p><emphasis>B&#x12A;STAMIE STARI</emphasis></p></title><p>Kad s&#x101;k&#x101;s lidojumi liel&#x101; augstum&#x101;, dr&#x12B;z k&#x13C;uva skaidrs, ka nedr&#x12B;kst neiev&#x113;rot izstarojumu probl&#x113;mu. Vispirms j&#x101;min saules izstarojumi. Ir zin&#x101;ms, ka saules staru siltuma pieliktu, lai izkaus&#x113;tu varen&#x101;s ledus bru&#x146;as, kas kl&#x101;j zemes polu. Ta�u gaisa un zemes sasild&#x12B;�anai tiek izmantota varb&#x16B;t tikai piekt&#x101; da&#x13C;a no �&#x12B; siltuma, otru � liel&#x101;ko da&#x13C;u, aiztur un atstaro m&#x101;ko&#x146;i. Skan d&#x12B;vaini, bet tas ir fakts: tikai p&#x113;c tam, kad saules stari ir iesild&#x12B;ju�i zemes virsmu, siltums no �ejienes izplat&#x101;s g^is&#x101;. T&#x101;d&#x113;&#x13C; ar&#x12B;, pieaugot augstumam, temperat&#x16B;ra pazemin&#x101;s. Nepra�&#x101;m tas liksies sav&#x101;di, tie dr&#x12B;z&#x101;k dom&#x101;, ka, no zemes att&#x101;linoties, temperat&#x16B;rai j&#x101;paaugslin&#x101;s. Bet &#x12B;sten&#x12B;b&#x101; 11 km augstum&#x101;, t&#x101;tad lido�anai piln&#x12B;gi pieejam&#x101; apvid&#x16B;, temperat&#x16B;ra ir � 55� C. Tur t&#x101;tad valda stindzino�s aukstums, un, t&#x101; k&#x101; �aj&#x101; augstum&#x101; gaiss nesatur &#x16B;deni, tur neeksist&#x113; ar&#x12B; klimata j&#x113;dziens.</p><p>Aug�&#x113;jo gaisa sl&#x101;&#x146;u un staru iedarb&#x12B;ba ir savstarp&#x113;ji saist&#x12B;tas par&#x101;d&#x12B;bas. Visi paz&#x12B;st ultravioleto staru sp&#x113;ku � to iedarb&#x12B;ba &#x12B;pa�i j&#x16B;tama kalnu augstien&#x113;s. Lidot&#x101;jam pret tiem j&#x101;nodro�in&#x101;s. Jo augst&#x101;k lidot&#x101;js pace&#x13C;as un jo t&#x101;l&#x101;k aiz sevis pamet atmosf&#x113;ru, jo vair&#x101;k man&#x101;ms ar&#x12B; k&#x101;ds cits izstarojumu veids � kosmiskie stari. Cilv&#x113;kam tie &#x13C;oti b&#x12B;stami, t&#x101;pat k&#x101; rentgena un r&#x101;dija stari, ko protam nov&#x113;rt&#x113;t gan pozit&#x12B;v&#x101; gan negat&#x12B;v&#x101; noz&#x12B;m&#x113;, un kop� kodolfizikas att&#x12B;st&#x12B;ba cilv&#x113;ku likten&#x12B;g&#x101; k&#x101;rt&#x101; iepaz&#x12B;stin&#x101;jusi ar atomu izstarojumiem, raug&#x101;mies uz �iem stariem pavisam no cita viedok&#x13C;a. Protams, n&#x101;kotnes avi&#x101;cijas interes&#x113;s &#x101;rsli uzs&#x101;ka p&#x113;t&#x12B;jumus; izstarojumi augst&#x101;kos gaisa sl&#x101;&#x146;os un kosmiskie stari izvirz&#x12B;ja milzumu probl&#x113;mu.</p><p>1957. gad&#x101; Zieme&#x13C;amerikas &#x101;rsts majors doktors Deivids Simons, paz&#x12B;stams avi&#x101;cijas un kosmisk&#x101;s medic&#x12B;nas speci&#x101;lists, pac&#x113;l&#x101;s ar balonu aug�up, sasniedza 30 km augstumu un pavad&#x12B;ja tur daudzas stundas. Viss vi&#x146;a lidojums ilga apm&#x113;ram pusotras dienas. Doktors Simons s&#x113;d&#x113;ja gaisa balona gondol&#x101;, maz&#x101; barokamer&#x101;, ko ap&#x146;&#x113;ma gandr&#x12B;z bezgaisa telpa. �&#x101;d&#x101; augstum&#x101; gaisa spiediens ir tikai vienu simtda&#x13C;u atmosf&#x113;ras liels. Simons gan nevar&#x113;ja non&#x101;kt bezsvara st&#x101;vokl&#x12B;, un kosmiskais starojums vi&#x146;u piln&#x12B;b&#x101; nesk&#x101;ra, ta�u p&#x101;rdz&#x12B;vojums �ai varenaj&#x101; augstum&#x101; bija tie�&#x101;m neaizmirstams.</p><p>Ar&#x12B; dien&#x101; viss izskat&#x12B;j&#x101;s tums&#x101; t&#x12B;ts, un. horizonta izliekumam bija t&#x101;ds mirdzums, k&#x101;du uz zemes nepaz&#x12B;st. Sai augstum&#x101; cilv&#x113;ks sav&#x101;m ac&#x12B;m var p&#x101;rliecin&#x101;ties par zemes apa&#x13C;umu. Simons redz&#x113;ja sauli, fn&#x113;nesi un zvaigznes � visus vienlaic&#x12B;gi. �Vi&#x146;� jut&#x101;s k&#x101; atrais&#x12B;jies no zemes, un, kad p&#x113;c nolai�an&#x101;s un p&#x101;r-</p><p>nak�&#x146;o�anas vi&#x146;� otr&#x101; r&#x12B;t&#x101; atkal sasniedza augstumu, kur valda reiz&#x113; diena un nakts, vi&#x146;u p&#x101;r&#x146;&#x113;ma m&#x101;j&#x12B;bas saj&#x16B;ta.�</p><p>Tom&#x113;r, sasniedzis atmosf&#x113;ru, Simons no jauna nok&#x13C;uva briesm&#x101;s. P&#x113;k�&#x146;i vi&#x146;� zem sevis ieraudz&#x12B;ja negaisu; to �&#x137;&#x113;rsot bija b&#x12B;stami. Simons gan b&#x16B;tu var&#x113;jis, izmantojot izpletni, nolaisties kop&#x101; ar v&#x113;rt&#x12B;go gondolu, bet vi&#x146;� vilcin&#x101;j&#x101;s un beidzot tom&#x113;r laim&#x12B;gi sasniedza zemi.</p><p>P&#x113;c nolai�an&#x101;s doktors Simons savus p&#x101;rdz&#x12B;vojumus un izj&#x16B;tas protokol&#x113;ja, lai m&#x113;s zin&#x101;tu, k&#x101; ir ap d&#x16B;�u, ja cilv&#x113;ks, s&#x113;�ot gaisa balona gondol&#x101; 30 000 metru virs zemes, sver vairs tikai vienu kilogramu un pati niec&#x12B;g&#x101;k&#x101; kust&#x12B;ba go&#x146;dolu sakustina k&#x101; v&#x113;bras br&#x101;ziens. Tikl&#x12B;dz lidot&#x101;js paliec&#x101;s uz priek�u l&#x12B;dz piemont&#x113;tajam teleskopam, caur kuru vi&#x146;a skatiens v&#x113;r&#x101;s tums&#x101;, gondola jau griez&#x101;s 10�15 min&#x16B;tes ilgi trak&#x101; &#x101;trum&#x101;. Simons visu prec&#x12B;zi pierakst&#x12B;ja: pulsu, elpo�anu, gremo�anu. Vi&#x146;� att&#x113;loja izj&#x16B;tas, ko rad&#x12B;ja gan burv&#x12B;gais saules l&#x113;kts, gan ar&#x12B; negaiss, kas plos&#x12B;j&#x101;s t&#x101;lu lej&#x101;.</p><p>Simonu m&#x101;ca garlaic&#x12B;ba, bet izsalkuma vi&#x146;� tikpat k&#x101; nejuta, Gad&#x12B;j&#x101;s ar&#x12B; br&#x12B;�i, kad drosme zuda un uzn&#x101;ca bailes, pat panika. Kur� no mums, cietzemes iedz&#x12B;vot&#x101;jiem, to nesp&#x113;tu saprast? K&#x101;ds gan varonis bija �is &#x101;rsts ...</p><p>Lidojuma laik&#x101; doktors Simons nesa&#x146;&#x113;ma pilnu kosmisko Izstarojumu devu, tom&#x113;r bija padots stiprai staru iedarb&#x12B;bai. N&#x101;ko�ajiem kosmiskiem lidojumiem kosmisko staru probl&#x113;ma ir &#x101;rk&#x101;rt&#x12B;gi svar&#x12B;ga. P&#x113;d&#x113;j&#x101; laik&#x101; to pal&#x12B;dz&#x113;ja noskaidrot gan ASV, gan Padomju Savien&#x12B;bas palaistie m&#x101;ksl&#x12B;gie zemes pavado&#x146;i, kas apg&#x101;d&#x101;ti ar neskait&#x101;miem autom&#x101;tiskiem instrumentiem. Praktiski der&#x12B;gus p&#x113;t&#x12B;jumus par kosmiskiem stariem zemes tuvum&#x101; nav iesp&#x113;jams veikt. Ta�u �&#x12B; probl&#x113;ma ir viena no galvenaj&#x101;m visos kosmisko ce&#x13C;ojumu m&#x113;&#x123;in&#x101;jumos. Ja zin&#x101;ms, cik b&#x12B;stami ir, piem&#x113;ram, izstarojumi no atombumbu eksplozijas � tie ir ener&#x123;ijas rad&#x12B;t&#x101;ji, ko veidoju�as cilv&#x113;ku rokas, � un ja zin&#x101;ms ar&#x12B;, ka kosmiskie izstarojumi ir miljoniem rei�u sp&#x113;c&#x12B;g&#x101;ki par tiem, kurus rada liel&#x101;k&#x101; atomsp&#x113;kslacija, tad var g&#x16B;t priek�statu par to, cik b&#x12B;stama ir kosmisko staru iedarb&#x12B;ba uz cilv&#x113;ku.</p><p>&#x100;rsti, kas p&#x113;t&#x12B;ja �o avi&#x101;cijas medic&#x12B;nas nozari, pie&#x146;&#x113;ma, ka kosmonauts &#x101;rpus atmosf&#x113;ras pavad&#x12B;s apm&#x113;ram 1000 stundu gad&#x101;. Organisma biolo&#x123;iskie trauc&#x113;jumi atkar&#x12B;gi no t&#x101;, cik ilgs laiks pavad&#x12B;ts kosmiskiem stariem pak&#x13C;aut&#x101; apvid&#x16B;. Par kosmiskiem izstarojamiem dod priek�statu ar&#x12B; sal&#x12B;dzin&#x101;jums ar rentgenstariem. Rentgenapar&#x101;ts, run&#x101;jot par izstarojumu, atbilst maza apm&#x113;ra kosmosam.</p><p>Kaut ar&#x12B; �ai nozar&#x113; v&#x113;l milzums neskaidr&#x12B;bu, ta�u veiktie p&#x113;t&#x12B;jumi un eksperimenti devu�i jau zin&#x101;mus pan&#x101;kumus.</p><p>Amerik&#x101;&#x146;u Nacion&#x101;l&#x101; komiteja aizsardz&#x12B;bai pret stariem k&#x101; maksim&#x101;lo pie&#x13C;aujamo devu lidot&#x101;jam, kas pavada 1000 stundu , gad&#x101; pie atmosf&#x113;ras aug�&#x113;j&#x101;s robe�as vai ar&#x12B; &#x101;rpus atmosf&#x113;ras, nosaka 0,3 BRE. T&#x101; ir rentgenstaru daudzuma biolo&#x123;isk&#x101; rent-genekvivelenta vien&#x12B;ba, kurai ir t&#x101; pati biolo&#x123;isk&#x101; iedarb&#x12B;ba k&#x101; kosmiskiem stariem. Bet �&#x12B; deva jau ir robe�punkts. P&#x113;c zin&#x101;tniskiem apr&#x113;&#x137;iniem, lidot&#x101;js var&#x113;tu sa&#x146;emt tikai 0,07 BRE (biolo&#x123;isk&#x101; rentgenekvivalenta), t&#x101;tad tikai ceturtda&#x13C;u no pie&#x13C;aut&#x101;s devas. Tom&#x113;r uz �iem jaut&#x101;jumiem, kas tik svar&#x12B;gi gan &#x101;rstam, gan lidot&#x101;jam, v&#x113;l nav rasta atbilde.</p><p>Paz&#x12B;stam atoma izstarojuma briesmas, to ietekmi uz m&#x16B;�a ilgumu, uz v&#x113;�a ra�anos, uz p&#x113;cn&#x101;c&#x113;jiem, bet attiec&#x12B;b&#x101; uz lidojumiem liel&#x101; augstum&#x101; noteiktu atbildi nedod at&#x12B; uz Raitf&#x12B;ldas avi&#x101;cijas medic&#x12B;nas laboratorijas ierosin&#x101;juma pamata veiktie p&#x113;t&#x12B;jumi, par kuriem zi&#x146;oja profesors Tobiass; t&#x101;tad jaut&#x101;jums par aizsarg&#x101;�anos pret izstarojumiem augst&#x101;kos atmosf&#x113;ras sl&#x101;&#x146;os faktiski v&#x113;l paliek atkl&#x101;ts. Dom&#x101;jams, var&#x113;sim atz&#x12B;t par pareizu pie&#x146;&#x113;mumu, ka kosmiskos ce&#x13C;ojumus nekav&#x113;s cilv&#x113;ka organisma nepiem&#x113;rol&#x12B;ba vai kosmisko staru briesmas, ja liks iev&#x113;roti piesardz&#x12B;bas pas&#x101;kumi, k&#x101;dus nor&#x101;d&#x12B;ju�i speci&#x101;listi. Un, kad b&#x16B;s pien&#x101;cis &#x12B;stais br&#x12B;dis, pirmie, kas veiks eksperimentus, dro�i vien, atkal b&#x16B;s &#x101;rsti.</p></section><section><title><p><emphasis>SKAFANDRS</emphasis></p></title><p>Skafandra v&#x113;sture s&#x101;k&#x101;s otr&#x101; pasaules kara pirmaj&#x101; posm&#x101;; skafandra izveido�anai un uzlabo�anai &#x101;rsti veiku�i daudzus bie�i vien b&#x12B;stamus eksperimentus ar sevi. Ar&#x12B; austr&#x101;lie�u &#x101;rsts doktors Kotons izdar&#x12B;ja m&#x113;&#x123;in&#x101;jumus centrif&#x16B;g&#x101;s un izstr&#x101;d&#x101;ja principus t&#x101;da t&#x113;rpa rad&#x12B;�anai, kas dotu iesp&#x113;ju p&#x101;rvar&#x113;t gaisa spiediena pazemin&#x101;�anos resp. pa&#x101;trin&#x101;juma sekas. So ideju uztv&#x113;ra un t&#x101;l&#x101;k virz&#x12B;ja ASV gaisa sp&#x113;ku &#x101;rsti. Princip&#x101; t&#x113;rpam j&#x101;b&#x16B;t vieglam, &#x113;rtam, pietiekami siltam, turkl&#x101;t t&#x101; sevi�&#x137;ais uzdevums ir aizkav&#x113;t asins sastr&#x113;gumu k&#x101;j&#x101;s, kas notiek, lidojot liel&#x101; &#x101;trum&#x101;, &#x12B;pa�i pagriezienos. T&#x113;rpu p&#x101;r&#x146;&#x113;ma ang|u gaisa flote; 1945. g. doktors &#x412;. H. C. Metj&#x16B;ss k&#x101;d&#x101; refer&#x101;t&#x101; teica: �Skafandr&#x101; spiedienu rada s&#x16B;knis, kuram ir ventilis, kas atveras no spiediena pret atsperi, t&#x101;tad gaiss skafandr&#x101; iepl&#x16B;st tikai pozit&#x12B;va pa&#x101;trin&#x101;juma br&#x12B;d&#x12B;, izdarot vir&#x101;�as.�</p><p>S&#x101;kum&#x101; bija paredz&#x113;ts spiedienu paaugstin&#x101;t tikai k&#x101;j&#x101;s, nevis v&#x113;dera un gurnu rajon&#x101;. T&#x101; v&#x113;l bija konstru&#x113;ti doktora Kotona skafandri. Bet v&#x113;l&#x101;k no �&#x12B; principa atteic&#x101;s un atzina par lab&#x101;ku vienm&#x113;r&#x12B;gu spiedienu &#x137;erme&#x146;a aug�da&#x13C;&#x101; t&#x16B;li&#x146; zem sirds, jo tas nav komplic&#x113;ti un veicina asinsriti, turkl&#x101;t mazina ar&#x12B; pilota nogurumu, &#x12B;pa�i, ja vi&#x146;am j&#x101;izdara da�&#x101;das vir&#x101;�as.</p><p>Sie tikai parastam lidojumam izstr&#x101;d&#x101;tie principi b&#x16B;tiski izmain&#x12B;j&#x101;s, kad pievienoj&#x101;s kosmisk&#x101; lidojuma probl&#x113;ma un avi&#x101;cijai atkl&#x101;j&#x101;s jauns darb&#x12B;bas lauks.</p><p>Jo vair&#x101;k risin&#x101;ja re&#x101;l&#x101;s kosmisk&#x101; lidojuma probl&#x113;mas, jo neatliekam&#x101;ks speci&#x101;listiem � k&#x101; lidot&#x101;jiem, t&#x101; avi&#x101;cijas &#x101;rstiem � k|uva t&#x113;rpa jaut&#x101;jums. K&#x101; j&#x101;apg&#x101;d&#x101; kosmonauts, kas vis&#x101; dr&#x12B;zum&#x101; dosies starpplan&#x113;tu telp&#x101;? Ar&#x12B; .par �o jaut&#x101;jumu viss nav zin&#x101;ms. �ai nozar&#x113; daudz kas tiek tur&#x113;ts slepen&#x12B;b&#x101;. Skaidrs, ka kosmonauta t&#x113;rpa pamat&#x101; ir skafandrs, kas konstru&#x113;ts lidojumiem stratosf&#x113;r&#x101;. Tom&#x113;r t&#x113;rp&#x101; bija nepiecie�amas izmai&#x146;as un papildin&#x101;jumi, un kosmisko bik�u un sv&#x101;rku dr&#x113;bnieks, protams, nav dr&#x113;bnieks v&#x101;rda parastaj&#x101; noz&#x12B;m&#x113;, bet dr&#x12B;z&#x101;k gan sava veida kal&#x113;js, kam j&#x101;r&#x12B;kojas p&#x113;c tehni&#x137;u un &#x101;rstu nor&#x101;d&#x12B;jumiem. V&#x101;cietis H. Oberts, kas �ai nozar&#x113; ir speci&#x101;lists, uzst&#x101;d&#x12B;jis pras&#x12B;bas bru&#x146;ojumam (nevar jau vair&#x101;k run&#x101;t par �uzvalkiem�), k&#x101;ds vajadz&#x12B;gs kosmonautam, kad tam, piem&#x113;ram, uz m&#x113;ness vai citas plan&#x113;tas n&#x101;ksies celt starpplan&#x113;tu staciju un tur str&#x101;d&#x101;t. �ai iet&#x113;rp&#x101; tas gan dr&#x12B;z&#x101;k atg&#x101;din&#x101;s viduslaiku bru&#x146;inieku. Virs uzvalka vajadz&#x113;s n&#x113;s&#x101;t t&#x113;rauda bru&#x146;as, &#x12B;pa�i, lai aizsarg&#x101;tos pret kosmiskajiem putek&#x13C;iem, par kuru b&#x12B;stam&#x12B;bu jau run&#x101;ts. �&#x12B; pras&#x12B;ba gan v&#x113;l ir pati nenoz&#x12B;m&#x12B;g&#x101;k&#x101;.</p><p>Galven&#x101; probl&#x113;ma ir locek&#x13C;u kustin&#x101;�ana, kas prasa &#x101;rk&#x101;rt&#x12B;gi komplic&#x113;tu meh&#x101;niku, lai v&#x12B;rs, str&#x101;d&#x101;jot uz plan&#x113;tas, visp&#x101;r b&#x16B;tu sp&#x113;j&#x12B;gs ko dar&#x12B;t. &#x136;iver&#x113;, kas sedz vi&#x146;a galvu, katr&#x101; zi&#x146;&#x101; j&#x101;b&#x16B;t iluminatoram. Bet kas noliek, ja tas aizsv&#x12B;st? Varb&#x16B;t b&#x16B;s nepiecie�ami speci&#x101;li stiklu t&#x12B;r&#x12B;t&#x101;ji. Un k&#x101; lai kosmonauts iz�&#x146;auc degunu? Par �o un par cil&#x101;m liet&#x101;m dom&#x101;jis doktors Oberts: par temperat&#x16B;ras jaut&#x101;jumu, par to, lai kosmonauts var&#x113;tu br&#x12B;vi kust&#x113;ties pasaules telp&#x101;, par to, k&#x101;d&#x101; gad&#x12B;jum&#x101; vi&#x146;am vajadz&#x12B;ga pistole alpaka&#x13C;g&#x101;jienam, paredz&#x113;ta ar&#x12B; iesp&#x113;jam&#x12B;ba, ka skafandr&#x101; var&#x113;tu rasties boj&#x101;jums. Pats par sevi saprotams, ka skafandrs t&#x16B;da&#x13C; j&#x101;labo, jo �&#x101;ds defekts apdraud dz&#x12B;v&#x12B;bu � runa ta�u ir par augstspiediena skafandru.</p><p><strong>XI</strong></p></section><section><title><p><emphasis>VAKAR, �ODIEN, R&#x12A;T</emphasis></p></title><p>P&#x101;rskatot min&#x113;tos faktus, kas atspogu&#x13C;o tikai niec&#x12B;gu da]i&#x146;u no &#x101;rstu veiktajiem eksperimentiem ar sevi, redzam cilv&#x113;ku r&#x12B;c&#x12B;bu, kuri savu profesiju �^&#x101;rst&#x113;�anu un p&#x113;t&#x12B;�anu p&#x101;rv&#x113;rtu�i &#x12B;pa�a veida varo&#x146;darb&#x101;. &#x100;rsta darbs jau pats par sevi ir varon&#x12B;ba ar&#x12B; tad, ja glu�i parasts &#x101;rsts pilda tikai savu pien&#x101;kumu � sniedz pal&#x12B;dz&#x12B;bu cilv&#x113;kiem, kam t&#x101; nepiecie�ama. Ir vajadz&#x12B;ga drosme un pa�atdeve, lai steigtos pie slima b&#x113;rna, konstat&#x113;tu tam difteriju un nedom&#x101;tu, ka tev pa�am m&#x101;j&#x101;s ir mazulis, ko vari infic&#x113;t; atkalredz&#x113;�an&#x101;s priek&#x101; vi&#x146;� stieps pret&#x12B; roci&#x146;as, bet n&#x101;ksies vi&#x146;u atvair&#x12B;t... Par to jau gana run&#x101;ts.</p><p>Vienalga, difterija vai skarlat&#x12B;na, garais klepus vai pat baism&#x12B;g&#x101; b&#x113;rnu trieka � t&#x101;s alla� rada briesmas, gan ne &#x101;rstam pa�am, un tom&#x113;r � ar&#x12B; vi&#x146;am. &#x100;rsts tie�&#x101;m nedom&#x101; par sevi, kad vi&#x146;u &#x13C;zsauc pie infekcijas slimnieka. Bailes vi&#x146;� jau sen aizmirsis. &#x100;rsts nebaid&#x101;s ar&#x12B; tad, ja n&#x101;kas sastapties ar holeru vai m&#x113;ri, kaut gan k&#x101; apzin&#x12B;gs cilv&#x113;ks vi&#x146;� dara visu, lai izvair&#x12B;tos no pa�infic&#x113;�an&#x101;s un neinfic&#x113;tu citus. Tom&#x113;r te ne mazums tra&#x123;isku atgad&#x12B;jumu. Viens no rakstur&#x12B;g&#x101;kajiem piem&#x113;riem ir V&#x12B;nes doktora Millera n&#x101;ve, kur�, &#x101;rst&#x113;dams laboratorij&#x101; infic&#x113;ju�os m&#x113;ra slimniekus, saslima pats. Daudzu &#x101;rstu n&#x101;ves c&#x113;lonis ir infekciju slim&#x12B;bas, ko tie dab&#x16B;ju�i pie slimnieka gultas. &#x100;rsti miru�i no v&#x113;dera un izsitumu t&#x12B;fa, no holeras un m&#x113;ra, no skarlat&#x12B;nas un difterijas � nav t&#x101;das infekciju slim&#x12B;bas, ar ko neb&#x16B;tu infic&#x113;ju�ies &#x101;rsti, sniedzot pal&#x12B;dz&#x12B;bu slimniekam. Ne mazums ar&#x12B; gad&#x12B;jumu, kad &#x101;rsts g&#x101;jis boj&#x101; s&#x12B;ka ievainojuma d&#x113;&#x13C;, kas g&#x16B;ts, sec&#x113;jot l&#x12B;&#x137;i. Par to nav daudz ko run&#x101;t, t&#x101;s ir visiem zin&#x101;mas lietas.</p><p>Bet �o &#x101;rstu n&#x101;ve un visu to cilv&#x113;ku drosme, kuri bez vilcin&#x101;�an&#x101;s dodas pie infekcijas slimnieka gultas, tom&#x113;r ir kaut kas cits nek&#x101; to cilv&#x113;ku varon&#x12B;ba, kuri eksperiment&#x113;ja pa�i ar sevi vai &#x13C;&#x101;va to dar&#x12B;t citiem. Vi&#x146;i risk&#x113;ja, kaut gan to nepras&#x12B;ja ne vi&#x146;u profesija, ne humanit&#x101;tes principi, tikai c&#x113;l&#x101; v&#x113;l&#x113;�an&#x101;s veikt ko noder&#x12B;gu cilv&#x113;ces lab&#x101;. Cilv&#x113;kus, par kuriem st&#x101;st&#x12B;ts �ai gr&#x101;mat&#x101;, uz varo&#x146;darbiem nespieda ne likums, ne Hipokrata zv&#x113;rests, ne ar&#x12B; k&#x101;ds cits pien&#x101;kums. Vi&#x146;i veica varo&#x146;darbus labpr&#x101;t&#x12B;gi, varb&#x16B;t pat nedom&#x101;jot, ka dara kaut ko sevi�&#x137;u, un neapzin&#x101;j&#x101;s ar&#x12B; sev draudo�&#x101;s briesmas. Gandr&#x12B;z 170 visi gad&#x12B;jumi motiv&#x113;jami ar t&#x101; saucamo �p&#x113;tnieka zi&#x146;k&#x101;ri�, lai gan te dar&#x12B;�ana ne tikai ar zi&#x146;k&#x101;ri vien. Bie�i vien �o &#x101;rstu r&#x12B;c&#x12B;bas pamat&#x101; bija vienk&#x101;r�a naivit&#x101;te, bie�i vien sp&#x12B;t&#x113;�ana briesm&#x101;m, bie�i vien pa�as n&#x101;ves un n&#x101;vesdraudu nicin&#x101;�ana. Bie�i vien tas bija kaut kas t&#x101;ds, kas nemaz nebija .vajadz&#x12B;gs tagadnei, &#x101;rsta s&#x16B;t&#x12B;bai, slimo dziedin&#x101;�anai, bet t&#x101;ds, kas v&#x113;l pieder&#x113;ja n&#x101;kotnei, ta�u atkl&#x101;t to var&#x113;ja vien&#x12B;gi &#x101;rsts.</p><p>Nu laikam katram, kas nav &#x101;rsts, rad&#x12B;sies jaut&#x101;jums par &#x101;rstu veikto eksperimentu j&#x113;gu. Zin&#x101;tne cen�as par k&#x101;du jaut&#x101;jumu sav&#x101;kt, sakopot visu iesp&#x113;jamo un tad m&#x113;&#x123;in&#x101;t atkl&#x101;t kopsakar&#x12B;bu ar cit&#x101;m zin&#x101;tnes nozar&#x113;m. Zin&#x101;tne savus sasniegumus nev&#x113;rt&#x113; tikai no t&#x12B;ri materi&#x101;l&#x101; viedok&#x13C;a. Lozungu �l'art pour l�art� (�m&#x101;ksla m&#x101;kslai�), t. i., m&#x101;ksla k&#x101; pa�m&#x113;r&#x137;is, var apstr&#x12B;d&#x113;t, bet lozungu �la science pour la science� (�zin&#x101;tne zin&#x101;tnei�) ne. Jau t&#x101;p&#x113;c vien ne, ka vairums zin&#x101;tnisko p&#x113;t&#x12B;jumu nav un nebija dom&#x101;ti praktiskai lieto�anai, bet gan tika veikti, lai kaut ko izp&#x113;t&#x12B;tu, konstat&#x113;tu, par vienu v.ai otru probl&#x113;mu ieg&#x16B;tu vair&#x101;k zin&#x101;�anu.</p><p>Apgalvojums, ka p&#x113;t&#x12B;jumiem dabaszin&#x101;tn&#x113;s un medic&#x12B;n&#x101; j&#x101;balsl&#x101;s uz eksperimenta, m&#x16B;sdien&#x101;s ir pats par sevi saprotams. Tom&#x113;r medic&#x12B;n&#x101; eksperiments ien&#x101;ca v&#x113;lu, t&#x101;p&#x113;c nebr&#x12B;n&#x12B;simies, ka iev&#x113;rojamie atzinumi, kas ir svar&#x12B;gs priek�noteikums praktisk&#x101;s medic&#x12B;nas att&#x12B;st&#x12B;bai, zin&#x101;tniskaj&#x101; anatomij&#x101; un fiziolo&#x123;ij&#x101; rad&#x101;s sam&#x113;r&#x101; nesen.</p><p>Medic&#x12B;n&#x101; vispirms eksperiment&#x113;ja ar dz&#x12B;vnieku un tikai ar dz&#x12B;vnieku. �ie eksperimenti kalpoja cilv&#x113;kam, cilv&#x113;ka &#x101;rst&#x113;�anai, un tos neatz&#x12B;t var vien&#x12B;gi t&#x101;ds, kas p&#x101;rprot dz&#x12B;vnieku m&#x12B;lest&#x12B;bu. Ja sal&#x12B;dzin&#x101;m eksperimentu ar dz&#x12B;vnieku un eksperimentu ar cilv&#x113;ku, tad p&#x113;d&#x113;jam ir tikai pak&#x101;rtota loma. S&#x101;kum&#x101; eksperiments ar cilv&#x113;ku bija retums. Tom&#x113;r da�k&#x101;rt p&#x113;c t&#x101; rad&#x101;s nepiecie�am&#x12B;ba. Teiksim, vajadz&#x113;ja p&#x101;rbaud&#x12B;t jaunatkl&#x101;tu serumu vai citu k&#x101;du daudzsolo�u medikamentu; iekams tos uzdr&#x12B;kst&#x113;j&#x101;s pielietot, n&#x101;c&#x101;s eksperiment&#x113;t ar&#x12B; ar cilv&#x113;ku. &#x12B;pa�i tas notika gad&#x12B;jumos, kad jaunais l&#x12B;dzeklis bija steidzami nepiecie�ams un vilcin&#x101;ties nevar&#x113;ja.</p><p>�o apsv&#x113;rumu d&#x113;] nepaz&#x12B;stamo serumu vai prepar&#x101;tu da�k&#x101;rt injic&#x113;ja vai deva dzert uz n&#x101;vi vai uz m&#x16B;�u noties&#x101;tiem noziedzniekiem. Bet ar&#x12B; tad ner&#x12B;koj&#x101;s slepeni. Ieslodz&#x12B;tajiem pirms eksperimenta jaut&#x101;ja, vai vi&#x146;i b&#x16B;tu ar mieru &#x13C;aut ar sevi eksperiment&#x113;t. J&#x101;piez&#x12B;m&#x113;, ka, lai pasv&#x12B;trotu �&#x101;da ekspeiimenta soci&#x101;li &#x113;tisko noz&#x12B;mi, noties&#x101;tajiem par pakalpojumu nesol&#x12B;ja ne maz&#x101;ko pretimn&#x101;k�anu � ne soda m&#x12B;kstin&#x101;jumu, ne ar&#x12B; k&#x101;du citu atvieglojumu.</p><p>Varb&#x16B;t cietumnieki tom&#x113;r cer&#x113;ja sa&#x146;emt kaut k&#x101;du atalgojumu. Bet iest&#x101;des vi&#x146;us grib&#x113;ja ietekm&#x113;t, atmodinot vi&#x146;os mor&#x101;l&#x101;s j&#x16B;tas, jo liel&#x101;koties tie bija &#x13C;oti cietsird&#x12B;gi cilv&#x113;ki.</p><p>Ta�u, k&#x101; jau sac&#x12B;ts, min&#x113;tie gad&#x12B;jumi ir iz&#x146;&#x113;mumi. T&#x101; r&#x12B;koj&#x101;s, piem&#x113;ram, p&#x101;rbaudot, k&#x101; uz cilv&#x113;ku iedarbojas jaunatkl&#x101;t&#x101; vakc&#x12B;na pret b&#x113;rnu trieku, jo eksperimenta ar dz&#x12B;vnieku vien te par maz. Un �ie iz&#x146;&#x113;mumi jau ar&#x12B; negroza medic&#x12B;nas lielo bausli, kas nepie&#x13C;auj eksperimentus ar cilv&#x113;ku. T&#x101;p&#x113;c &#x101;rsti eksperiment&#x113;ja pa�i ar sevi.</p><p>Neviens nezina, ko sav&#x101; dv&#x113;sel&#x113; p&#x101;rdz&#x12B;voja viens vai otrs &#x101;rsts, iekams k&#x13C;uva skaidrs, ka eksperiments nebeigsies &#x13C;auni. Eksperimentus ar sevi izdar&#x12B;ju�i loti daudzi &#x101;rsti, cik &#x12B;sti, to nekad neuzzin&#x101;t. Medic&#x12B;nas v&#x113;sture ta�u run&#x101; tikai par noz&#x12B;m&#x12B;giem eksperimentiem. Tie veikti vis&#x101;s medic&#x12B;nas nozar&#x113;s, un labi saprotams, ka pirmo vietu ie&#x146;em infekciju slim&#x12B;bas un bakteriolo&#x123;ija. �&#x12B; grupa gan nav visvec&#x101;k&#x101;, bet gadu desmitiem ilgi t&#x101; bijusi vissvar&#x12B;g&#x101;k&#x101;, jo runa ii par cilv&#x113;ces neredzamajiem ienaidniekiem, ar ko c&#x12B;n&#x12B;j&#x101;s &#x101;rsti kop� Past&#x113;ra, Koha un Crliha laikiem un nereti ari guva iz�&#x137;iro�o uzvaru. Turkl&#x101;t tie�i �o grupu ievada &#x101;rsta Mak�a Petenkofera slavenais eksperiments ar sevi. Petenkofers iedz&#x113;ra holeras baci|u kult&#x16B;ru, jo vi&#x146;� netic&#x113;ja baci&#x13C;u visvaren&#x12B;bai, bet uzst&#x101;d&#x12B;ja pats savu teoriju, ko s&#x12B;ksti aizst&#x101;v&#x113;ja, un t&#x101;s d&#x113;&#x13C; tad vi&#x146;am ar&#x12B; n&#x101;c&#x101;s sevi infic&#x113;t</p><p>Viss bakteriolo&#x123;ijas att&#x12B;st&#x12B;bas periods p&#x101;rbag&#x101;ts &#x101;rstu eksperimentiem ar sevi, varo&#x146;darbiem, kas gan ne vienm&#x113;r beidz&#x101;s ar zin&#x101;tnes uzvaru, toties bie�i ar eksperiment&#x113;t&#x101;ju n&#x101;vi. Atcer&#x113;simies kaut vai notikumu ar izsitumu tifu vai tra&#x123;&#x113;diju ar dzelteno drudzi.</p><p>Bet &#x101;rstus nebaid&#x12B;ja ne �&#x12B;s abas 'briesm&#x12B;g&#x101;s slim&#x12B;bas, ne holera, ne m&#x113;ris. &#x100;rsti ne tikai iedz&#x113;ra kait&#x12B;go baci&#x13C;u kult&#x16B;ras, bet infic&#x113;j&#x101;s ari ar slimnieku atdal&#x12B;jumiem, gul&#x113;ja v&#x113;l glu�i silt&#x101; gult&#x101;, no kuras tikko bija iznests holeras upuris, uzvilka ar asin&#x12B;m un strut&#x101;m notriepto miru�&#x101; kreklu, &#x12B;si sakot, vi&#x146;i nebaid&#x12B;j&#x101;s ne no k&#x101;, lai tikai atkl&#x101;tu �o baism&#x12B;go slim&#x12B;bu c&#x113;lo&#x146;us un tos uzveiktu. Daudzas no �&#x12B;m slim&#x12B;b&#x101;m m&#x16B;sdien&#x101;s savu b&#x12B;stam&#x12B;bu zaud&#x113;ju�as un pieder pag&#x101;tnei. Tom&#x113;r v&#x113;l arvien eksist&#x113; b&#x12B;stamas infekciju slim&#x12B;bas, t&#x101;p&#x113;c apgalvot, ka eksperimenti c&#x12B;&#x146;ai pret infekcijas izrais&#x12B;t&#x101;jiem jau beigu�ies, v&#x113;l b&#x16B;tu p&#x101;ragri.</p><p>Agr&#x101;k nek&#x101; c&#x12B;&#x146;a infekcijas lauk&#x101; s&#x101;k&#x101;s c&#x12B;&#x146;a pret s&#x101;p&#x113;m &#x137;irur&#x123;ij&#x101;, un ar&#x12B; �eit k&#x101; vien&#x12B;gie iero�i kalpoja &#x101;rstu eksperimenti ar sevi. Cilv&#x113;kam, kas sevi uztic&#x113;ja &#x137;irurga nazim, n&#x101;c&#x101;s ciest neizsak&#x101;mas s&#x101;pes, un pat visveikl&#x101;k&#x101; &#x137;irurga roka nesp&#x113;ja vi&#x146;iem t&#x101;s mazin&#x101;t, l&#x12B;dz atkl&#x101;ja narkozi. Ta�u &#x101;rsti, kam par narkozes atkl&#x101;�anu pien&#x101;kas pateic&#x12B;ba, vispirms eksperiment&#x113;ja pa�i ar sevi. Un tikai tad, kad, ieelpoju�i noteiktu vielu tvaikus, tie p&#x113;k�&#x146;i nesama&#x146;&#x101; nosl&#x12B;ga zem&#x113;, k&#x13C;uva skaidrs, ka atrasts kaut kas &#x13C;oti v&#x113;rt&#x12B;gs � ce&#x13C;� uz bezs&#x101;pju oper&#x101;ciju.</p><p>Nevajadz&#x113;tu aizmirst ar&#x12B; tos neskait&#x101;mos eksperiment&#x113;t&#x101;jus, kas izm&#x113;&#x123;in&#x101;ja indes. Ind&#x12B;go vielu skaits pasaul&#x113; ir &#x13C;oti liels, un daudz&#x101;m ir praktiska noz&#x12B;me &#x101;rstniec&#x12B;b&#x101;. Bet t&#x101;s visas vajadz&#x113;ja p&#x101;rbaud&#x12B;t, eksperiment&#x113;jot ne tikvien ar dz&#x12B;vnieku, bet ar&#x12B; ar cilv&#x113;ku. Te atkal n&#x101;c&#x101;s izl&#x12B;dz&#x113;ties ar pa�eksperi-menlu. To pav&#x113;l&#x113;ja &#x113;tika, atbild&#x12B;bas saj&#x16B;ta un da�k&#x101;rt ari bailes no soda. Eksperimenti, ko &#x101;rsti izdar&#x12B;ja ar sevi, lai p&#x101;rbaud&#x12B;tu medikamentus, par kuriem v&#x113;l nezin&#x101;ja, cik liel&#x101; m&#x113;r&#x101; tie var kait&#x113;t, nepieder tikai v&#x113;sturei: �&#x101;du eksperimentu vajag �odien un vajadz&#x113;s r&#x12B;t. Farmaceitisko r&#x16B;pn&#x12B;cu laboratorij&#x101;s str&#x101;d&#x101;jo�iem &#x101;rstiem tie ir vi&#x146;u darba sast&#x101;vda&#x13C;a.</p><p>Eksperimentu virkne turpin&#x101;s cauri visiem medic&#x12B;nas novadiem, cauri visai medic&#x12B;nas v&#x113;sturei. &#x12B;pa�i tas sak&#x101;ms par p&#x113;d&#x113;jiem gadu desmitiem S&#x12B; virkne sniedzas no Sokr&#x101;t&#x101; indes kausa l&#x12B;dz Kleopatras �&#x16B;skai, no &#x113;tera reibuma l&#x12B;dz ars&#x113;nikam, no sl&#x12B;k�anas imit&#x113;�anas l&#x12B;dz pak&#x101;rt&#x101; cilpai � &#x101;rsta p&#x113;tniecisk&#x101; zin&#x101;tk&#x101;re nerim&#x101;s ar&#x12B; tad, kad vi&#x146;� pats jau gul&#x113;ja slims un zin&#x101;ja, ka pien&#x101;kusi vi&#x146;a beidz&#x101;m&#x101; stunda. Mir�ana k&#x101; eksperiments ar sevi � p&#x113;d&#x113;jais punkts sasniegts, un t&#x101;l&#x101;k vairs nav kur iet � t&#x101; rakst&#x12B;ja slavenais,terapeits Nolnagels, kad vi&#x146;� 1905. gad&#x101; j&#x16B;lija nakt&#x12B;, sirds asinsvadu spazmu mocits, saprata, ka r&#x12B;lu nesagaid&#x12B;s. Notnagels att&#x113;loja |otf smagu <emphasis>angina pedons</emphasis> l&#x113;kmes gad&#x12B;jumu.</p><p>M&#x16B;sdienas uzst&#x101;da &#x101;rstiem jaunas probl&#x113;mas, un t&#x101;s vi&#x146;i sp&#x113;s atrisin&#x101;t, tikai nov&#x113;rojot pa�i sevi, eksperiment&#x113;jot pa�i ar sevi. J&#x101;atceras kaut vai lidojumi kilometriem augst&#x101;s sf&#x113;r&#x101;s, t&#x101;pat fakts, ka tuvojas laiks, kad cilv&#x113;ks paliesi lieksies p&#x113;c zvaigzn&#x113;m un dosies uz m&#x113;nesi. Un ar&#x12B; �ai jom&#x101; zin&#x101;mu da|u veic un veiks medi&#x137;i; par to st&#x101;sta &#x101;rstu zelta gr&#x101;mata ar nosaukumu �Eksperimenti ar sevi�.</p><p>S&#x12B;s pieredzes pamat&#x101; alla� bijis br&#x12B;vpr&#x101;t&#x12B;bas princips. Laik&#x101;, kad p&#x101;r visu tiecas &#x146;emt virsroku egoisms, skaisti un lietder&#x12B;gi b&#x16B;s las&#x12B;t par cilv&#x113;kiem, kas pa�aizliedz&#x12B;gi uz&#x146;emas veikt darbus, kuru rezult&#x101;tus &#x12B;sti nevar apjaust, bet tikai cer&#x113;t, ka tie kalpos cilv&#x113;cei un zin&#x101;tnei. Ir liels mierin&#x101;jums dzird&#x113;t un zin&#x101;t, ka �&#x101;di cilv&#x113;ki biju�i ne tikai vakar, bet ka vi&#x146;i dz&#x12B;vo ar&#x12B; �odien un b&#x16B;s ar&#x12B; r&#x12B;t un � ka vi&#x146;i saklaus&#x12B;s iek�&#x113;jo aicin&#x101;jumu.</p></section><section><title><p><strong>SATURS</strong></p></title><p><strong>I Mekl&#x113;jot slim&#x12B;bas izrais&#x12B;t&#x101;jus J........</strong></p><p><strong>Zin&#x101;tnieki iedzer holeras vibrionu kult&#x16B;ru . . . Meln&#x101; n&#x101;ve..............</strong></p><p><strong>�etri pret dzelteno drudzi.........</strong></p><p><strong>Mal&#x101;rija...............</strong></p><p><strong>Miegs un n&#x101;ve &#x100;frik&#x101; .........</strong></p><p><strong>Utis � n&#x101;ves nes&#x113;jas.....'.....</strong></p><p><strong>Lepra un citas slim&#x12B;bas..........</strong></p><p><strong>Vai v&#x113;zi izraisa v&#x12B;rusi..........</strong></p><p><strong>II Uzvara p&#x101;r s&#x101;p&#x113;m .............</strong></p><p><strong>Zob&#x101;rsts ies&#x101;k.............</strong></p><p><strong>Eksperimenti ar &#x113;teri un hloroformu.....</strong></p><p><strong>No kokkas kr&#x16B;ma jeb koka&#x12B;nkr&#x16B;ma lapas l&#x12B;dz koka&#x12B;nam</strong></p><p><strong>III Labums vai Jaunums � izvese&#x13C;o�an&#x101;s vai n&#x101;ve . . .</strong></p><p><strong>Morfija no laud&#x101;na...........</strong></p><p><strong>Ha�i�s un citi fant&#x101;zijas ierosin&#x101;t&#x101;ji......</strong></p><p><strong>Par meln&#x101; rudzu grauda grup&#x101;m......</strong></p><p><strong>�&#x16B;skas sakosts.............</strong></p><p><strong>Sokr&#x101;t&#x101; indes kauss...........</strong></p><p><strong>Par nikot&#x12B;nu..............</strong></p><p><strong>Seruma slim&#x12B;ba.............</strong></p><p><strong>B&#x12B;ra st&#x101;ze ..............</strong></p><p><strong>IV Purkinj&#x113;.................</strong></p><p><strong>Gar&#x101; rinda ..............</strong></p><p><strong>Par kamparu .............</strong></p><p><strong>V Injekcijas �jirce..............</strong></p><p><strong>VI &#x136;erme&#x146;a nosl&#x113;pumi.............</strong></p><p><strong>Uztura probl&#x113;mas............</strong></p><p><strong>Olbaltuma 'probl&#x113;ma...........</strong></p><p><strong>Forsma&#x146;a sirds katetrs..........</strong></p><p><strong>Brouns-Sek&#x101;rs grib atg&#x16B;t jaun&#x12B;bu......</strong></p><p><strong>VII �Avar&#x113;ju�ais� �&#x137;&#x113;rso oke&#x101;nu.........</strong></p><p><strong>Doktors Lindemanis...........</strong></p><p><strong>Tik�an&#x101;s ar haiziv&#x12B;m...........</strong></p><p><strong>S&#x12B; ekspeiimenta noz&#x12B;me..........</strong></p><p>.Hugo Glaser</p><p><strong>DRAMATISCHE MEDIZ&#x12A;N</strong></p><p>Selbstversuche von Arzten</p><p>Z&#x16B;rich 1959</p><p>&#x413;&#x443;&#x433;&#x43E; &#x413;&#x43B;&#x447;&#x437;&#x435;&#x440;</p><p><strong>&#x414;&#x420;&#x410;&#x41C;&#x410;&#x422;&#x418;&#x427;&#x415;&#x421;&#x41A;&#x410;&#x42F; &#x41C;&#x415;&#x414;&#x418;&#x426;&#x418;&#x41D;&#x410;</strong></p><p><strong>�&#x41C;&#x43E;&#x43B;&#x43E;&#x434;&#x430;&#x44F; &#x433;&#x432;&#x430;&#x440;&#x434;&#x438;&#x44F;� 1965</strong></p><p><strong>&#x418;&#x437;&#x434;&#x430;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x442;&#x432;&#x43E; �&#x41B;&#x43D;&#x435;&#x441;&#x43C;&#x430;�</strong></p><p><strong>&#x41D;&#x430; &#x43B;&#x430;&#x442;&#x44B;&#x448;&#x441;&#x43A;&#x43E;&#x43C; &#x44F;&#x437;&#x44B;&#x43A;&#x435;</strong></p><p>Redaktore &#x41C;. Endzelina. M&#x101;ksi, redaktors &#x41D;. Purvl&#x146;�. Tehn. redaktore A. P�lersone. Korektore I. Ginlcre</p><p>Nodota salik�anai IDAS g. II. Janv&#x101;r&#x12B; Parakst&#x12B;ta Iespie�anai 1963. g. 21 maij&#x101;. Tipogr&#x101;fij&#x101;s pap Nr. 2. form&#x101;ts 60X90/16. 12 fiz. iespiedi.: 12 uzsk. Iespiedi.; 13.14 izdevn. I. Metiens &#x417;&#x41F; 000 eks. Maks&#x101; 76 kap. Izdevniec&#x12B;ba �Liesma� R&#x12B;g&#x101;. Padomju bulv. 24 Izdevn. Nr. 2I6I3/J-2III. Iespiesta Latvijas PSR Ministru Padomes Preses komitejas Poligr&#x101;fisk&#x101;s r&#x16B;pniec&#x12B;bas p&#x101;rvaldes I tipogr&#x101;fij&#x101; &lt;Cii.ia� Rig&#x101;, Blauma&#x146;a Iel&#x101; 38/40. Pas&#x16B;t. Nr. 3006.</p><p>61</p></section></body><binary id="cover" 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CNmNNpzIuXcDmGd+fvA4rJIRvA1rJPcIsbtkT9IB1iT4NxeQzPm4SPi7hiVuJOyy3iphgW8z4izA1Ccu8y3ALN8+4rpMKXWiJG895jnShTaVrM+KxdwPbTu4iuYKLgR8QrYupnN3iZAVp4LEAZMiLg3IYxzsWGBMazQQ0V1lYyA20EZHmGzLKQALSDQQUtoJdrDEN3ICZQtC9/IAB9C0rKw2lGdRZgc5xK3giQs02yDYUPQ3l5kDyUZFbmC0JcNCc5gayJNrDEkEt5aVKLIZkYE0ZG2hXL4BSsi3mZEE/MgCoibPjcbuhN1/oHF20rFEvFWK5VQfM0tZjSy3fclJDtOnsNofPU3pUXEOKdp1F+x7aBWaQXYjyFJR+L3AtGDAT5jZjBsro94Jq66DiqnVds+KM+lQ7lafbnQ0yGv3u6ROI/JrHAPIXnsnre03GdF+xmiVZmLDgt2cmvo4kJ9wZBm6DJaFyOjpWkzR5GDm0XdyCG7Otm5YNqb9UmVyTVqg92lLPqxOO/ONQCWpyI9wzJct5bwJNzc+ANXyzEMCR5LaU2NW8IHyLPu5BbLXYyPTCdxGffciAI43+dof44lNj94RyGX7sMbtRHhEhzK9waOb8T/wDOqrI/8S4EkZCikZ91g54ra1cU1HS8by/7wVbjqvTSqTtLYPRaa4HNPxqFiySfZbdWhyXHQv3c4OJSXXELJTbn3uxigDWsz3qUf1h1w3XZlIqDDzThm22fYMxuzNF45TQjjK1wn49UuZNpPcrzChDrcmMytpWu0tPb8wPsZG1GRJ90ej4gXon27X3g7JmOybhQw03fhWZkBEVnDTYb8BSE5ODKZg1DZJLiK9wM0EZKzmZH8BppGaxJJRl5mJQ0lCMhtpby940RLSnIlWQGZrnb+kbZTdxRXzfSLbbSkmS08Gcu8wvbSky8t24ErWlpKMicxqBSpLh3yZTtz3gUUrzGjuCFxVnDQtRXAfWDyEqslOX4mMTkdaJ4+YqPiJbcSWRBZ958wpiMoQWbKRpAGm2XDbSpJhalltHBvyjQW3bMBrsSur4vMJnDNEg0oPcD2FcV72D9WC2GkJcWu9lr7QMW3mUjIvdfeQNNCVnc93mDENna6Ebu4JZGdiHN7uR5q6U9kwqLc2XeQ2to8l+ZjTa28ukR8ae0MVABqzN2TbeAc05VbgchtGW6TIjBcdzXccbyGZl3jRmRJN8kEXmAkjJyWe8KY7azIm1oTzCk2W0eEAkbMrWPvBTySNBmSt4PfQ22d83MFkkvK4xm4l1C0sJcRxH3hMgjcbWSyymrkDnDUZKSSrX5AylNk4RktWY0iG/ULxfhGq1RtuOmU4URC+JKPEKaxNTvVeIZcBRnZtY6sabNtrqxTfpFU1ll+mVFmG205IzofWjxuDnm7YIvRE7PYzRLqi58pzvJHIPL+KNmUWOSYODHJTvvPKFXBRFhyZTqWo7Drq1ciQm9xGzqu/BkEsY0aVIpTDNDiFIyONseMWVChMU5JNoO+7mItsMoNQo+EZPrZrScfezttrEy03HDyeAXsliysBt7027gIkWUSeZhQTSSLfyGoJ2LqeurkW4GOZbGkj7wZkSkr+YDkSaiMLBbMbKlRGs+JVwfksXMxrNv3A9FslzLeImEhMFnte4JJBdIUo1WIGLeJFkJLeY1ChrccWa7rv3XGNKW0JIiVkJXxAJiM0dZEXMg6NQ7MpSpo0l+MCHYi0ZsvZ+kCDNDcQ22jrOBbWXMHYuWQI2o6Mi0LbC9rjb9mOaxSUdxhW3kyZE8wA0ESgYTZEd0iaSy1gTIsZcIUrIjIaQhBJO4wJG0ZgbppLmMzpQuwEaM/eLoBaI78IPQkrHn5jTDeRVu8GGZd4mRmUrWMglWktbKadwVZlXvbcB5c55rDFgNlw7zG1ozIBuUsg3fhTkK4MoStsiKygFttJHyChzme4aZIr7wSq3aPthh4MxL6kTSXZbzaGlrc1MqRzVjivSMU4pn16S0lp2W6azQnkn4DrDalsuoWPDamk65AntnlN5BdtsRZn0dsLphqJ6tTzkKLq1W4b/EU6OWzGj5hxxDS5NFrculTEGiRFdNtZfEggGSpodG+h9MiaGIaaf76Mm3m/ikc5h6wfiWrYUrbdXo0jQkoLLfzLvIB3Ue7mNKPOItgzEEqv4WpVZnm2cia1qLSjwiSIWRd4IDJbe8jcsYGSjJnNa5BKhbbrx9VvCxC7t5cu4YE7tlpuErieEy5BavcuxJsQRTCLeWfeAJgaianF0z5OCT3MRqnN5amzZXJwSUQtzjiI/+UNUdu11dRe/bcFHYrMzxLPP8MYmWNqLiZ/G1fegm9onU5NiRJ/CqEAmokNS3W5efXSo8+YVvYTd4y+8YYCZ7xti29k9T6XSHKc8/vjrzIQfuCexmSeRmHPdAj1CXVWo9NNZPq5ZRdmFm6vEjttVB5Ep730j0YZOGZ7RGcM7to3oB6MyC1DRxmByjz5EezBhW7eoOyRBOJesls7e8BFGRzUagFpKW5bhkRaa+Vgeaztv5dwI+CHWG19+RQPaQRczJADpocbEI2yLkU6gQ5EaY4heruy94K0ZtZi12f0JqkG65HbLj0BUkk61DdNL6pjCi97MkKCxVXy/62lfrhY7jGpyIxxJxMS0crvIM3P0jzcmbvhgZ/XFTLd0x79YWVsfxLLlPPUqaZSG0pzNZj4riqDtcTnZPSylVk5jclTbkc81k87CsLnxmWOP9XfESRESz5BWkyP6AlpjSm2yQ8slq8yC0yu3Yi3kPbLzXBLKykan1pI8pWuC20LPTcaUgyVzIwcslkhVm85n3AcVOdqziCSryEy5hxEGtZqXYiCxuxlkzEAtMETe4DbQhB3JHEOckASNQzSlKiSRcwebaNyytewGTZrK5N5jAzbsi1rBboRMxkI4gNxrqzMiA9/kDD7O4aEbZEa0pVzCxwiMglNxJySIk7wrbK6TzDPBi0Epsy3cglJlGkZdoyMLFbysRACGkqPcq3wCA3rh530Lvy7gc2y2WdZptb3Qepabmi28uQChOmg8x5SPyCWwO1G9Lx8AhO0qjvYwoPQ4hNtSY72dGcS5Oqt1DTXd21Ba/AM463Gba1uFXxGU6xNKkw3spwrFQ19ktWJ2ok3ruQmF+ESnZpijDNVW9SaLR00l+Kdm0GVzWn74KMxXV8QMY3kS6k/8AuhGcNN/L4BDhzEE+i4jarEJzI+lW8xHbh/t0dRsvOFVDiSj6zwKDghpST3mInTilVHESas6nPGfYS4hRd5iSw5P3WuO624hfgFIKmyVq5rcQOWYw+ZW5gxaSuR2+kGCWy38Y28rIW4rg1bV7GQ2aDtyBoptGciVyBp87ARcKPiBMlmQZr3B6K12nV/G0WtNwML0tx/qcy3smcUrXMWY4YqTzE6r1Fh75RvPlHUVSjSNduS0dvfEQ2n7PaViKlvT45aVRLfr++OVEZud3MT4jWmzlcqCi/jCgbT8U4niOXh1uelRn9/WYkNH2TYtqMN6UUdtltCDUk1q7QDsdoESsY7ag1RJ6bGZa0F4lI7hmjq6HwNUKzKpdKKqdt+AhS1/KZxMGTDZGZKRUFLS1pklFkWDi0EuNjy9pcwY2kjWAIO+8bcXk3kIW24aTRuGNlmQYChClL5bgZfTO3mASOtGDmEHuBqm7le4Ewg0nvGpoBGtnVm5AazykXeYG8tCUjbaSMiM94iVC2CNVyMgfkJKeYxPD3DHE5u8Y0S5c9xcgc2kspENISXeNouS7gNPI5XG0NkBu8RXAWsxq+AMoIkpbOxlcb5rL+gG928hh+dhrVKek/gEqrQ2sVUiBqVCM5pzdMuJ5P3wctrK1h6Idwpnbfskp9aiPV2hJKJVS3uNE3wPf8Yx0cqDXeDpDDsd9bDyDQ4hWVSTLeRgouYMW3sex7W4MZrDzTbTrOfgN3wJF60iUw6bbjtTZkGvstocHIlLffj+Zav7If8D1NeHK2c19CnurvHuYuES68jSkLbBzUg2G0e4KMwttjaqDElqpMtxlt9hCPGLLwNjWmYuhS3ITTjbDHArONRSZ5kuIJSDCWU3m+kJ0LWRNm1fIFC3SUmxcxHixcFlXraN+OJVpiLQ1r9bRCI+axKuIYOaKow+xiarl1XWVF9epqe+4KYx6Wni2e388XvjPRYxRVL6hab7mcUNjPK7XnpjaiW28rhMXnHxnH+xhMA7wNQCY4w6J7sYi62KH1Kcy6UZZ/pFhVqrM0o222jbccNeVac/sxVezetepq6Zpb1DkI0/ouJFUcP0tqSc/E1d03HXM7bTZj1YOeUJqWIWnZTaHDb/J5xI4jaHGroczoFaevdnrDDRaT5mXe2gP9Gx5hczaiMS5Lfg65A7xm82fD/1M3kK6OtLeQllyGsumTROINa+8iAmbGRqPf5A5TOtkPMps0946Rg5/Qmo/gtwCObVaA5WcIONxm+vi9elIfXZjEBvPLkIZQYG85mJBIcQttwc88XTDJygaTIzIysZcxoSfaTTXaXi2dFNqyHHMzZ+aRGB4c/Hthshd2w+GTWGJMy3WyHsmf8GgUiQ6U2WxSa2e0trS41o1x34PHPnn8T+ysz6zgR80gW/KUhdk23hNVpcemRlSHlklHxCWFKZmpRKIzcaVyt3D3PFhEnSEp2Q8bSFGi/f3BUVNebkpsvOr+gIaRLaN11LO80nuIxKobmowg1tlm+Ah0o2GlaFdZwF5DaTNR2IL3GW1uZFJNZeYAllpCzIiPcM9OsTHNaVWSYNWo1LtkP6RmTMq6CBzaPMxKtSRW5RERbgJeW9i5g5bXIxiGivewJ0FdHJKSWad5jWXKu58jC14jJCSMEOJzlu7hi9BGRRuHYacQSWjVm3g195MdSCy9vcAS7EhRlY917A2IokJZEdyLOAxCceeUSkmgu64HAShbKlq4DuD215FZEFf4qBoSGNB8yIrl3qChDyXGzRm4e8wWhZGZkowFx1tKTJKBqd3OG3WjO0rHkp1XE1L65C/euIBvuOlNtmG5ddww2/T4bbjsdWf52mObTSZKMjLke8cMod8ZdMbDJhT8Hx3HH862HTYcbPwEJzUEoU4kiTZaewoQDYrQTpGCm5Zn1sxzWcR7jfhE1qNUjw1RGV5lqlLyNmkr7x0ZmPiPLI8qu2HFss24yDYtC7JeLcd94coi81gcg1oUaCJO4DJCspb7g3LvGrbj3jndqgRIZUq1jyjSG1tX8ZBRa9iMwB5ZNlZveYtot4iMizEeX4BqkLOM4tKloJpfLOHWJHdcPO4jgDBjmC7JYQ2y2jXS5wagUKmr2Lcb4OqMzKcR6G651fiyBfgGMUPDsrHrrv7ozzcKxN8KBD5VBxirF/Qn4Mt5k3Ow52MotzBuGplPfKJM6uC3xoiiy03wuZxILSj1DcNGdYeGnL9gJ2Uk4ySFpymXKwJYU5GeWtxdkF7w4Sk5sEZo3ja0bgW28S0cINauot45yqxiD6vlvGGnOnfzGkko9/cN2POMWxtCj5mBndIwjOxgSCvzGTI1kQ80Z5d5ASOAiKwPbIrHYgU5fMW4Bs96BmQzsNlysDG9+4JBKyNJgbdjK4x3yGmSO9jGA4kpUQyxW3DEpPuG7WG0NKzbjRvIbO/MxhqyN2SNFxcz3jAA1bw212U23TJk9x37nYjrV/UCia440y4bZceQQDElfilhg4NYd6CdU1Ge2OlMcl1BMl512oOJMmnHlcZ953CJCbLLKfIyv8AESzHT2WWVDisWiQFmnORdv4htwrTmKhVkQ5JGnPuTYxcYLZJZcWiM2d3Frd7ReQMcitogPyFOWXHXlJB+ISmmUeTHrLdJ0MzcZ01k6ff8BFMZK0qu9FSWUyczHbkGSaNUY9JeqXGZ9w6T2YtR4GGoDTJsk643ru5Oyj6RRuzWHBl4lZ6e5pNN8efuKwd8YYt6FIl0qhK0mVryPue+AtPFG2+nUaoNw6fEKpNte0WhfVhenbBhaTHZdY1emSt2nk7ChzLBY1zWZn2Umoapr5xpzL5eFeYcCcHb1HVmrVJU4fWOKv/AFBN/wA4c17GcaVWq7XKNQ9dp2I4StReT8GOmtEvIHSnIm3FU53E9ZyzCjmzMXff2hTClHfmLD271JL+0KtxN/VTV2PzFdC804QwzAT5jLmNkVzEU0c0SjkJJkjzKOyLeYW1+mz6dKQ3UCVquJz7zuLCwLgvSKJVX3mnvG2hAR7cnS9bQWiItRDPGOmmuH/iNvqtxYeznZ+dbYKrTX9KITnVt+JYr0Xvspq9KdwlEhNyGSlt6mowbmQZxfV5JelrSZKOxwIR2Qqdc3ZDANyGkmRkZfAwlkKW4Z5uwPc8PJ8Jp3WvR2nIrcxjP21+EKV8JbgDgYLOvsAt1erkbLgHRqutsdNXMjM1dK+OMjTX8SFTjp16DGdZcjToyH2F9WK0xjsx0dSZQns7f8FX7QeXPhd8M7VcOjNmE03MDU4u9CNMVPQ8CVdyrMJnRTRGM7qUR8xdlLpzNLiMRYqMrKU8IvDDVmZTVI3Saa425G1D7kqFK1rF1Zg1d6nnmjkktM0eRC7mnM573BU+2ihtOSCrcPMauTyfIXnNIwhK8FYjZkwY7KHbkosilKPeYmr2JoFFh9IqkpuO3+0OVolQlw3mHWX12aVdJEdiCzEddqNbkoXOkmskFwo7kjh2OnW6dpWOMJ1SQmPCrLKnl9lKuG4dXXG3HefZHJmH6fVZc1k6XHeddJWe7Y6oozLxRUuS/a6bfALwmzLA6MNXVclbgcojJNu4FxyytAxKjvYVKACXmVyBxW7yAELLUuSdwG7e9yIAW+bi3OXB3gKG8t9+4wozIybyO/eEb7ykuESSv5BRbDTZeQk7gSSEahko94x+Q41xGkzMNdXm9EaKW4skI8VwxYVzXFJRZHaBcSSskcfaEdnV/VJx1onHG20Z1vIB9Bq7c2KxM1OBY7ISOOrMri/SFL6EoRnuRhleltsvpuvhvuIO5LQ40lw+VtxDnMLqBHSUIXkLMdyt8Bz2rCr1L2iNRZpNdEdeu254Fi/qihZEom9NCy+Iq3bK7Lfco1JhleUT+e7Y5zg2FoQHo7L78d/I0hZaaMveCY0N+LOW7Kzvoa7Cy8AKwlSibgJVKdckTGyyu398S9EdMqLld3KXvFNNkpBuRVm2gKaQ44tqzjY24yqM0ZudnkNU3O42tZcC/dEKO6EJSxc+8AMiIgNsrpyK+oEu8KjIj40jnQTPOoNzIkrH3hREaQXGZXLyCHiJ03FlZR8g4t5ujEtsrn3kLj6D1K4eENsos6uLuC1w8mQi7wjkeMzEMJzUbbpPXA5SkdIbkEVzsCVGauFfIDMiJsu+wx0LGndQbPI31Zt8CwlZ01uo0+2MrkhuO02++54hqJLI6srnu/QFzJnfzDTHWd0LLeR+Ye20EZEovIc5+qbJaysgHHwmAspJSrmYEu+cQ1hH3A1CTKw02V+ZA5J2IIG+SQDeo7A2xGi4CRb7kMGiSXIbQWW4xZGRXIaQq6N4AO/ODMlwFq194PIBpPDuGHa4xQwiGjfdYFmjvBhGQwYG6UIBtkoNOq2EHH5TLjkqEjOxk9oJw1Izqcb7e8IK09T1RJZOOkZoYczkOmMDkqC41PJUWcokPOKO6j5kENGZSxih1yK9qFHtlV5hHNjyDrL8hWZJZ1KQXK5BXhNyAwmQuoLNlC1ERK7xcLPczEsmK5IdJxKieXuUXhEGqjypExx9TmoazvcONfYaYnOIiOG5GWZmV+8wylbKeb6Buc/GJNTnWU4UktmZE4vksRg+e8OdRiOxafHdJZ5HC3oDWOTRy1JJnIg+YMJamYvDzMJS3KG1LUe7uEyLV9FLftro/wCI9+wO0tNfvji30USP7ddH/JvfsDtDXLzIY1wPtl37U8S/x9Yi0VxtD5KdTdJCUbY9+1PEv/mDwiRGRc942GBvkWspSSsnuAAvmRXlQm51rNnuCC4QLEi4kqcDZs0cI7GT2jqFzQINUqhMqL+vOkLfd71KPeHjDFVZYjS6VNO8Wajd8xYYZrSo0pxhRb0HYLBQxKlJO6TMj+BgJGBFvGQ1MtmE6sLxXCiRpjxpWrrEGvhyi7jbsfWHnFR7FIZnXpMy122EC2j6z5g+jwfo8nN6yV1jWTODEEtCUaaFWP4hqrzjkJtv8N1afxwoiyXmIaTXlK3xHRB50jWmxqyAuXDYW0vPnuAQnjkNZ0kdwv5ktvx5Ac5yogpRNrjM/MDgZLPI32A2UrpLcg2nNPTR4lB6Jtd0dYG7UYxQiZDTnQ3dHjO4gcmDJclVB2TJU9Edbs2k/ALjrEPpkNxBc7CiWouKplXqUKNZ5sl5XCLwDJXhKu3Csoy+ImGyOj06tYqaZqZJOOjepBn2wukbLsRHKJlkmnWj8fug5zZRiuNJSZNNuFqZLtOcQ8s8X5TL1brzpVPp1LNtuJAjMN9xsoDs1nEMTBqFGo0aCp1y6E5UrWJtB1Ojt6mTPk4x3cRychsZSvcEbyPcYPbcugy0yuANXUo+HeJkY2o7WtvClFsnEe8EuldNkdsBQo8uVR8YwaPOdzuRpDcV0OKUa8x35eQc0JPSy2sQZKjnpqHJSyNTZjog8wzJ5PEkjSE1aokaqtZXSMmy5pLvCSmzDfjodZPq1B3jzObbhkS+4ggMSqc1Fju0tpltttxGS+QQ1UV1o2GoLW6KeX72LQqLjel7RFxX0x0iqMuO5nL8YViEdblOwThOtNOOZ+397EvokrVhk2431i+IRd6S0cPo/NCA11Wvow5CQ6464hz5HIGcsWNPdQhBIUjM6rkKp2owqjhevxMXRCdUS19c38mgSDCuJXKtERNkIXnWJKbbVcpy4U5vO38okxK8DZhrEsafCbeb1I7kpGZaVI7IlsKU64623wLY98VnWWXcKSHFW6TR20dhHtEB5w9iyHiKA36tNxptr2iF+AHRYZux3GXG3G+wCKQ5qGvwCPy6sybTbTJrkuPcB6IlVMb02S1GxxDgwla15jBNQRkQagfmNPIEz13j2MZPwNRufJjdDk6jT8fxtAicoobrbzzrbbC/fEHwfjIqhieuRLk1oPdWha+2EiyUqy8YA4rPxBqw7W4FUfciR5bS5KO2ya+sSFcRy1ScjG4vOsBq+/eN6m+yTL6xiyJKyIzBctJpIyy2v3iCxiErTvQG7GMlceiFINtta9ZHaDhGUtfZEf2puOt0AigxekOayM6PdQOlCSRp0c2EuR3M6MgkUUjyn8RA6b93wUxo33OaNMWBHTZKC+A4ZrbbTl33BpXMB3ahJBpblWIQNpK3MGERgBXUDyLkQkBsZosMRuPKYEe47gRESlEYDS02TvACTwA9aDUVwQpWUjIABpG/eFHItwKjlmTuBxFYhsgCuQ22Zn3DDIDRuILAFp8ho723AxYwiIuYyxXFXxK7SdpUSgyoto1RZzIe+eGmtEdPxRGdiMm8zIX1mRfbcEnxjg1uuYwpVbcnLbRT0L6pHiEgW1Dp0A1qKMhppGpnX4R0wkU/6QGCZlToMSrUinkmXGLrWyLiyjnODDelT0REtPal+sI0dkdUbOMcFjXEVZSuay3Gjr04rB+Nv3xraLs6TVU+tMNx2YlV7yL5YVuOZpT0Mn3mH/ZkvgDAZXXZkjPeJvifDGLKJJmdMoDzbTntHNLOkQ6nuqTLbPLvIxOaxs9TyiKOq7eXwmEbTbi9xFy7w5V2oSqxPVLluEaz3biEv2UUF2TrVQ7G0jg3jMcdhXZkZGLe9GTBlCxXW6s5iCN0mNDiXS0Z2utXI/6Ay7YqHBpUiI9CMiN0usQjsiwvRCZ/5xv/AINhAThQU4Ewkxgz0oKdSaVN1YjkdT7fvIStv2Y6W6BF81jnfD8jp3pelY/ZR1I/+wOisyfiIbTgPbJ/pTxJ/wCZPftmIoLJ28QEsbSq8+z/AAzjR+ZnFbXEMLlzTOiFCPudzBKlBLZUr3RjjeVpK/fIbYOyTT8B0gFFvSHKuO6xsPbrrYTn/GCGOnO6SC7+QVSbdG0DK7rS+2EhuAyAS5gRBAuLYlFtQJErUtndy2E1abOW7k1OwI5sqidFwVHccb431LUgTCnJWg8h8jH0OL9beXk9QnajVKnFqFNYglqOLPNbJnE1jOtSoDROxVtu5OMV1tQly4mNqO7T3DRIQjgJfeJ/S5LslgpLsPor9uNI6dhoVNIeastveXejyC9CDOy0nZVt4RMum48ZkeRPmFrSVeY159DPM1I1Zbc1OoW3xB9ie00/e6zMG6rR97L+TsqC6J1Zai1hLYyL2eR37QgWANJut4ibddySOmdgTdt3PvLmIZTOjU/aFIdMtNuoI/rjMSEpulLqcpb/ADDvBcM76p5y8g1IUhSyybwrjvE2o824JOOTXtBeccOnNRpUduRrZsi/EgO8F1cmIhtJ8aO0XkIzjmnIrNVpqo7psyWlZ27HyD/TG5MVkmzyZ1+NQ56f9dDzwZDIBSXIkjEWNJ+YOYZNBEsxMukDEcuW8aIkG5vLeFJEWmeYgmcRuNRDBtzLexDFs6rWRREST8xjaCWklnuMgJebKQ0QqfSpdFfkSqW7qR+3ogEPEOdnrtMnO0vP1YmdtRzeQj1fwpSZspExzOh5PMkKF7uehLR6vCrRoKHJRKQXNSQoqdEjVDIq9snMRyoYR9UkczDDrjDhKzrZSvgUIniDasZUM4zTOjUdSziPcE7ulHhiZh12vu02JM1ZRLtk+TAMQ0qrzNQjhxnGuwhGcVpsoamVPaLCU27xm/rOLHRyyJN0mVkkOmGZn+KmH2q7hyC421TnVtse4HHCu0Zgt1RSojc4PZiyZK8xmg2dQlcgicpkRv2zMRf5gmVQbJGrX47tNciuLjuI3H98EJ2Z4MrjeJavBdM4kTTNC/ne4LYZbtF6otPyEVnVJrC2N4FWlvSeg1DqXvvaXBzotMdnWEY+E6c5HU70l1a86lrEtcVn5pBKFJSklJMnCMroWQGpTqy3EMaGSySqxmNuHu4d4JIjWgjVzBzTJ6KlJPkJEL2xUtVTwJUFLMyOInpCLfMHMdIfqpYohy4d3ZZuIWjT8Y7MqsZqpUqVDdTwykGlY5kwhApeENq5wsQzWtGEa9Nzw5vAErhK9pEKRQp8LGNLYNmU2tHTWy8YlycZUmZSIGI23rI7Ej5gkUqRh1ymmVRkRHYzpZFuLc6tQ5jxmv1LMmYepU8pdIN3UbsLR66TcxLRVy2IjFQYekPt6jaUq7Rh1qBrbZYcuQ5gRWKNLqtHWoziNwWMjmgjtiUYjxnOxFiSRMh1Y6dSGSQ2htvxjGaLeKu/uuuEXHkTqKDiw+Uw1uEnmQguBXafXZ8hyiS9SO23lfW/7fUFk0iG1GQlKOsv5ifWmXA7UnI67Kb03NReRHzBYEK2g38BH2G43TJbbbnWe4HqDfRIvIc8lSVOWtuG03NFgJtJGXIC3dmw4NbYSVuYO58gShJl3g5krK3mNBltwLLtWAzSZd4wiCgLkQLWfkMUu24YjfvMIAkkeS42V8tgNBefIaPcd+4YqqAJJ8iA0W5DCUXcE8t0myyp7Rg0avgKwRSD1jyDaiUZZnlEkvMzDLXsXYZorWpLrMMj9wl3FIPrbeRG8R/aDFaqGEZdK6f0NycnS1Qqp2I4dUQhyI6hTK0Z0qzc/qDDWJ0N/aBS6FLMnXHEOSUI1PvY0Q2h7C6VTJEWbDxBU23Ub3MnDnFrQoSIRE2h1xy3vhb1eTqxm7JvEjFIQ4SyWlKmz8JlcR+Vs+wVOS6TlBgkZtuZ3GEZVXEgZRkbzDZL005w8HIe1jZLW8FKbmtuHNpzzmVK0I4kfjCRbMKBVcN0qVOrLSWYUlvM2y4fWEnzHTi0k+WmtLam/nlcVptrwG1ixmNkqaobkfy3N5RULc+7VJMOa8w+chTjmWzZK5pSLl9F2EdO2dz6i+Vm5Dy3NQ/vaGxU1ewGxOUxGwxXma3LbOzjB8KhZ+1iofa92LUfB0fhqUqNoyHG/wCuGYiXo7z3qp6SUWpPHdcg5Sy/UWOvbJHFfomINe3Wibz3Ikf3Kx2rkIQOFdvclX21cQxy9hro3fmJFe7hOdvaiPa5iH8uj+7SIKNBi3DWylFtyNxA2ntasxho/GqxglOXJ9YEw4pl9D5eFVyGBYaPV9ZJPMo7lzCrGCEtV18mCyNOEkwHEKMswn/4SjMHDEcI1UqNU0nqoWSbiphiK942XMbtvGd4yGui8Mttt4SprbfY6KgSJhTeS5cxE6LLbi4Yo+rqnrsNtIyIEvh9IsiPpI0/fH0IeLOURxI01Pqsdt1ptx1heZC/dDzT316Xb7PhCKvx22qx0xtvtt6eYOEQjcIiJO8d2jnXPuVchHhCykG4+2hzUzoCPU/6OvIAIbXT30LSver5PwCXEsxK+iNSXpS3kM2VnJau4Dprl4jcj2iFoDHtY6M9gZMkj4HH2y3Bwoht9AajtueyQhsGnlCFL9nyEeqLbc6YxJdMkm0vh+oP7LqiSab6ZhnhNx5USStozXpKXluKsGOyNOzkdwDOc3HJbkh3g94M1MPUo7rcp3T0z4xCNpddQVLKLTlZkPdpZdyRGedLwwC2hbQVtVImaI4WdtOXpPkIU7jLFkpbLLlblmd+r4xGj38xa/o+4TZq9TlVacxrRIO9v8YeHfbKIevVfFAbkt0Kmon/AL7OM2b34+QOZe09oNOZHU8R2AG2UmZElwd3KYkqvcvgCHdxWPvBhb+8DMk/SJloDZWb3gCHs68hEBuGdjJO8gS3e9y3BaQnELSfMEPINZW5BXIWhbee+UwRclo5iglchFpe4OetumDH6TXHK2wRHT5zng8Kh0Zx+YgWJILdZxe43J6yHFQj7mX7PP8AfBum6sEO2J4am0pTtdnF7WPkjoFovKJTWZJ8wlJbZMoSTeQkBQpZIa00N3Ow7eQyScjWnLvuZhG1qNnpudta+0FyE5zQbh5d4U9H1G/ZoEWwk6XplpudtIhu1qjPVXCOrFbNbkV7PlLxCeSWcySVkzEncEDjnQ1uKyZ0GV8g5yC9h0yRL2eQSnXJ6O44zv7WmLCJvduEXpDiSdIkkTa19xCXtckZBLsJSjeSAIkLstF9wLNLhrznuClu+ln5mOaJNj7siDqFp5/lBUeI9mFMrdbkVmVPfjuSl51MiebTHjlSoVMKTIgLkvNtm6z4g7SIzDT5JvqWLmYuhCcP7PqLEgOUh6Mqc0vtrfcBp7KMCnxKpRoP5shwTQk5DzgmXLyFcdPGWr+p7I8EyV6MVMmK6XehdwzHsVgsum7FxDIQouSVouLSiOMX8azG5bbmr7QTS7Vrh/ZpiOgJn1aDV2nJr7OUm0dWHp/Hh4Vj0iJidh45D7eV99Hs0rE2hzej+03hZWKPR8S00olSgx30F4VIGSGbA1agYlak4jimtuPn6Lx/ME2gou0K2wbhs6A/UKXGNtuEuT0hln3UCzIrjZtoyLHn9JHsZ0nxAw97g0s08yMFkvi5iKaUHzBzaSKxglKt17A5tebdYYBuFYF5rAxy/IJXCWk7jaBhpzbwJBEXMBjuZtxgbhpGKoYaiGnbWCdaxF9o1fPDuFH64425IQ042jIgalI3nFrvphskynCNCGy1M/aV7grbaltGKNFpeG8Omfrqq6eZd/YpX/tFhymYtHw/pSJmoqJG6x9fnYVoITtNwLizGcdo6Pidppr+DkeRI58xVsvx3h6UZTqLIfbv7dvjQsPmD8eVzC+NOm9Ply6Qbzja2NTgHWkN1EyGxJTvbeRmTfeMmFOGqjRMX4cjsznodUp7Lns13Ukgowvi6q0XGcHE0p96Y7GXfr15szfkOxMePwIOFZs+qQSlwY6M7qMmbcKvjbPMEY8wyqq0JkorbnYJHaQsaUsXAeMaTjGiIqVNXZRKyrZV2ml/HzEmyDkGlPVbZTjthLxqJg1WfQfYWkdb0qQxUoKZsN5LzLyMyVJ5DdGj089xWGLTdJ8IKecTl9oVy7iMKI/GjmIlAlxxaWdxdkVPt+xVVsLMUyXFZbdYkLyP5xbj6MrLl+8UH6Wb0g8NUJlJfcmuvUP5wx0OOzqsbLMRSIpw4jVNrDfGaFpyqNfzAyelBQatIjU+qkRnDgt5Fufjin8C4Yqleaqc2lGZOU1jXM09r6h0fssxTD2gbOnqNXS1X2mujyro7fksGIj6G9BZ9fy8VOc433K18c7fGOptRHxFDejpDco6JdHchOkmJVlWe9/gF7W+ADgzbvb7bWJP41/uJEDE72679rWJP43/ALpf4CC23DmMICIwAbuLEjnMpnYYjTG3CNyPwLLvEjpKSn7OJUl1rM5G4ECvCM+RGdhK6XXo8HBFQpRm70qS5+aOuwihmNGMIxshHh66JwS4R4LpThldvo6EiTJkOILT0+D5MQrY/KKTgyLHc+RW4kTxLRrZIx9Pj8eLPD/JaH1s3XJy25PsMvBkDnSic6NbPxhpxi67BqscnNNDZp41BzpxrRFQlvOtA6gcuMtLGU1hS1kl09bKlHqtlzANY1N5FpuYbyiuxX1z25Tmvf2PzAckJqDdX6U5h2bMc0+nNvMtn97FjIcjktuMTeRdhB8fm05tEoUtk9Rx8usQJXLfRHNuY2vOkLdZPGfMsiO9yMFUbVejPtqJLZG8ZXBtJaXLa6RlVz3BRREoVIksGnLlUahz3opA61VmsPQHyqBOm449kRkFO1iW6qQvKszbM+FJ9xDpY2KedVcjVBLbrfuLRqCrPSFpVLp1Tp7lOitx9ZtWfJ32tb+0cOT5FumEoIzhqrOvaOmw2s43SbLeSXV+fMdE7I6ZHomAWiYkx5SnXM7i2HL/AKRy3nXzzK5W5iSYFxRNw3WostlatAnOvaM+FaRww5cY9dph1c68s2FLvYFwZqNxmveKsVtvp1rNUeR+uIe5tZraKwp+O1G6ISrE1k5o8rj0fHCIy/26KdqPybZDWo5bU8fuiraLtcg1dMltdKKO40wpaeu7VuY39u+hlAt6tkavuDLVSz2ZbiiMloyJGZ1mq6V3SKig7aoBvOdKpb7bZ8sqw74g2o0ym0iFMhslMW/vNBL5C/jKWXqaxdoIJc5bbqG20cYqj7d7OnZFCWR9/GGr7brrUi50nUb8HGImm/n/AFcUua620tz3WxHYTcmTrztRC1rUK8nbVKhOVFYp8To137OZ+szC2aJHbiwSSfMiuoXhmnKBkJa3mbn2kgT6Mp577wojs5EmnJYvMJpqXSUWRNxuw2giNtK0Fax7wtbyLMt4TQ23NFWdBEZ9wWRUJNN8m8uYGI55rg3bg2SWrlmU5ksHdxZmjJkMzPvDfLbN3qFlb4iF6EVPeSVTS405xFwB/h110ur0lr8OYRae0qIlTjCOMnLiJ7R9odRwrX4rMSG25HcZzrz+MZ4Qt8qm6Xg3AaZ76/ao4BzvO22151ZKjwIyE/PCuFt1qCWiRJo8dxXmkRaqXvMInZTbjhEeTkC+sceFS7NtpdXxJjZuky4kZuNIQ52O0gXDFKzRrcc5BH1U/DbiuoPwKOpURvPJv1Y1HNx1gjdbyLMhkttEnPnCmI3pxUI1BqACI0dsxtxSFosYOSgrcYCtBEXCi4ywlYSee1tweIK7Mm3yCVhBGzdRWX5Azsl8RCgKnGcaeYdjNo41cYcIMgsicqQ3Yll+qaDNqZo1OjMZ8vmK4p+3DDThtk/FktXTZe8ZLVz9Jc+9grpshtrq4+oK6LbRgdUgmW5UhReel/8AyBQNseBjnZTqLzd/GtHAAm0Ku1hyY41Io+Rj38wXs1Z3V42jDFTMcYUnQ3JMetxloz5cxr0wc1jHDHT+h+vYGbJnvqBqFdQxHVWXTNrD8iTu4MixGaLjvGU+qoiTsA1CA1n9suR7MSn1/ROitu+toml4Fag2/XKM0w4961iaaPw4jQL2Z0q3VxTQ4DHXZzjTeo0gNOHcXUOuNOFTaizKNvhXlXYO0WqQXlEkpDLptr4yQ4GohNIx3TV17EUWc/0V2lr3Nrc5tistqm2CHVY0WBQ4WpEkccjpHjMQba6k4O2SvLMzSTr6lfUsRiutQWadEhsarrzeY1ueEWyMEy2Fm7Xds9JkTeustTnHvJJIRuF47fSqUvZ5PKH7Vxxv2f3sV/6MOG+jyPsrU+Tuo2plDHuC86m0U+Fptk2ZL94c1uRotPchYadZqaVGrP1aG2+MdP7HpFRf2ZUUqhcnkM5d/uBvn0Ajqjcg0tdHR+DExoMYo1JRHWvMQvk+xSR0uI3V6ZLpT/s5bDjDn+wcq7McZyNmWNqjSKzrKpustiU034FX7Y6sjKJEhSzcyEkjMxxZjV4sRbVZ7tMLOUyodSXvcQ4ulOlNouEoO0HDDVRIrNW147mnkXkEMZqEjAuw+YmHPV0zpC2I6zPfZaxd7xNpitwzLS02UINH1Ch/Sfgs0/CNJSR2N2Yty3zRe7BnoqKnzjrldnzHpXs2cjjgvvU0+DkKA2LbRcHYa2dtxKlObampUs1tJRxGXcGpnadWjrblTqlXcapCyLoqEo4sg39h0mkyfbUbjm4iPMObfSHxJHq+FabBp7qnW0S1Gqx/CwsrY5iuq4s9cS5LOlSDWluG4432xVvpRUyJh6p0eDDhIYYcZXIRlPtKzcxzakfo1UObQqZU3avTnGmqmhBsk5uzo7xMsQ+q8H0xp2FEZimpzI5k7w07GNoFOxdRGKJVHmmKjAShtu521W/IhGduEOSjFkZUx8/VzkNSGvcziqTK6MMJaeq0F1vTyKVrLyfiCfafxIc/bCIFceq2GK5Hqt6a4wtiZHcc+UHQl0/e/wCkZZTgTbZ/pVxH/G/9wQYWL6Qrbbe1+uk0VrrQavxtNNxXQ5tYMGDACmKy7JcJphtTjh8kpK5hTVKTUKYTZzozjJOldGYuYIp8t+DLRKjLyOoPcYt/psfaLg92E0Ret4pZ20DtDFLjR8wfJbejSFsPtKQ4g8qkmW8jBQlq59hCuk4fqLJ80vNmLTMnElpucAqP0e13TVmiMi9mohc0U1uFpuILOPbx5vLzR8V/ji/2Qw9SLqNvcOfIHKCla+AlZUF3AqfJaexD0Z1xZrb7CAuQaI5rNCeHuzD0uFsyWetzsFZNMOdsuMJifysKfUnP5WDvELUik4ghNiBYkoBSsaUt1t3QWxxfjCYUeBHcNdyuhQa5zzTmLugut6chbPAsPtOXpuoj2/OCl7niI2gmOBOQiIJG15Ky4zZB50Ee8LELzFkTwkG6QlCagiUZknkkzuIlUfTNiqe1T65HbNr99Cq/SCfdexJB36jSIvAJztwiSpMGDUaGopegvr9I86kCBx9m2OMSMsyH2dxo6vVXxWE8n2KXxqz5jBZGMNk1cw5QXatMfjGTRFnQg94rcePR6WyUYGREYKv8BsrmHYwfFVlvvsAL5mYARmRjCO4vsTTD7geStxFcwRYYdwtUDmzQfbMBey34DBfMYViDdp3wdEOoYkgwfvzyUjqvS7DaPCVhzXskZ1tolI/LZx005wrUpPcOmDjmCxmNeVQMeb3lYt4TtvIQpLm/i5BTmWtRqy8haWIQZcxlltPJJBXSvmDEHv3l9IHu1CUkjNA22ht3NZIUeVISzkGmRvcLIFUlWZFy5hpeW2iQWoaln5AXIxbeZNrioPSLiNEVHmF7TjZWLiabcPttiv8Ab1Tel4KbeL20N7Pk/Bic24Of0Fn5qGKLIe4wSXwMYfxMcXVPNhj+jtMpn4ReQdQSlZUmgcg4BkOxMYUqSy3nWmW3b9Yh19OSdyX5kOkSmidntcuYUNoBKVklBKXusDkOZi4ORhdlUHkzd4FkyJAWjUZ7yCrRUpO8hDBDaOMzVzGOoykbhFc/IHoayqsfMDWjgsjeoGkz8Vus0SZBktWQ9HWnL9Q4pchrbfeI0komnTSrf8R24ZvtMrO2e3+A5KrOKicqElJ0qITRPGSEafxFrMXRz9uxG6pvfqBy9TkzTWp05h1opKNZBt+6HCkYiZeq7VmY8WC0jK42vmvcD4mJHHaSulEy3JhKU4baF8kBZSOsP0RqqR3nmnn4iPaIM+0BTCp8+pPKhJXGifJotvQHc8PQFRGZEbjfNOY0EfIDpuHnShnMNTqHXFWyW3GLoNlQSTb7kQpTxw20mpKc3eYbnGEKYPjcM+66g8vUpanmFuPNm5IWm6L9wSyaTIYqbzB5TQl3cZH3CA1Q5MiGeaG+804fiJYlWyepS2dpNHJUmRZyZ90Xc7YaKpQ5UDSfItS/da1hI9k0L1ltJo7chxbfGbyMnvJ5f2jkFHpKIJG02W4jdqMpUf1CvqTFVPqcaFnyG8sk5udhcHpGYUdKu+uoUknjcb+6GzPsCrMGsuysUQGmfaLe4BDJdNRI7WHNj8z1UWocaErI4XjUEXo+Y5ZrOGjpFTmOetIjlyz+NsSvCzjjaG4E+HpsnHsaPk1jnXaPSqhs92gyHKI6bMR27kVwvva/AOlJdbvMLeSWZKCAZ86JSoV5TiE7uVxzlQ/SDrUCltxJNJiynUFbVzZf6LCvMZY+xJiqpJmVKaZEjsNt8KUl9AgXfj/aywzgmbKouq07KcXEY1O2j3xWno00VVX2pQpjhXbp5nKX9QrqbUZk0kFIdzEjslbkOmvRKpHQcOVCqmW+cvT3/MGeqXMrK4bhn41DkT0i8WnX8fvwkmSolL+5WLcvnn+kXnt82js4IprcCAlD9XmIVkM+bCPf+P0Djx1anHFOLO6lHczMQqQmiJb2mfZ7wuh3kqJFzPTOzZdoNpdoLoEl2FNblM+0RvIXgx0Z6OTMxitVXp8+zMdpLMeEbnZ/MDz6VWGiq+z2JiVnfLo7mm7+QWKUwnip+PVHK9WtVx0zJcdbZ5c6vvY6F2qqNWwHEMk+r6XCjuaXucaBug45iuPxpBPsLUlSeSkmOsKb6p2t7HmtX9+sM6ay8aH22/aDksuW4xavo8Y0ZwpiJxqo8NNmoyLVfsrLx/0iRZ/oq1yxHhSQTjc+BIUvI5zNsdFXIc2YAq1PqvpY09+kmRRDiK42/lOrHTFk+QltOEPSGMvtyVlX5H+7SK4Ue8xYXpDHfa1WT7+q/ukiuwY2NjAujxSOGcjP+bYaEAfsGVh2h4ijTkO6baTs78U94YxgqmLB20QSarDFWYLqJzepcveFe2FmVN/15skaMt70Fac5iswyluJXT5syC4bsWW+wvzaWaQvLE2IrrdKvTm8/4ZYaSYeMnTIjMm+2CxItHZJUqjUqvI6W9q8HtHhZ7qiclrjNm2taPCoV1sGZZOPOe+UzoQLAfp0PpiJraD1ke78oPp8H6Q45nJhDCo+iR9reHOOgm20tke6wb4MiLdtvJxcg8Qcji3CUns7iFS4IlU4UaRjZtxx2z+hwJEgQWUQvEkdatrVNcLUQhLXG54P0CapSWXN4RmzNSgj7HBnEe2vrcb2c1I2734brLv5h9ZPd/dhsx/1mz2sNH1meIscXTBXfoy1dtqp1GlumatVg1toMX4lxsiJbW4ck7NmaieIFPUmW1GmMMKWjOfbtbhFu7NtqD1Vnu0estRmpxbmXEdlQl0yWJiyL6ww5U4Blm6REWjL58hxo6nI4pNuyZkO1yfIi1eZGOXtrNKZoeOKjDZY6p3r20fjiczBBbEfIYZW5g48h9ghtJILtkOfW6iUpUfIrkBWbJN7HcLIj7MaUpJFmbPvGPJZfdM45bzPeL0hJBYyO9rkYMLsmruDzVoEZqI1IhGalEmzpdyQgZiuPElKUmRK5GfIxHWqyNOW4MImuRlvMLZEGMmY4wh07pIFyURyaQhtV3S5i8MGpXsnShraDSEs8Rq3q+A6SPvbcFBej7FaXjR158rqZYui/mL6l8HWag6OecCVxW1NkSk7xpTayNJN9nvAyPOm5GdiAUuJJWVJ3MHMvQkjaIkHv7xttGmWmsExiVqFa4XvINaSVyCZbAhO7hPkEb8dsn89r3C9hbbjdjKygS4gzXYTCxBqNB5U8gz46ilKwfVbtNuS+hrDy4nIWU95jTsdUll5lSM2ZlQr1Dkqkv09EiM3UmDU0h3iO3hFqVljZbNh69OjaDqE8KT5KFYTpDcNcqE4ySnUPGRHbkQRy5ZyU3cSRknkQh1KpVRaYnIXS0aTbDmZCvMx1lQ6i5UsM06ernIZQ6OPdRk2t6DSou4h1HsbmestmNM++R9RkbDJSeWyl5GQuyvmDmW0tNJQXJO4Dbb0yJCt4Cg8zxt9wyUF8VvPvSFJIsCYKVkeZHZ5BSZ8xCxUj2hKz3sALPUPlyA3CufIFmRISfMZQOaTnOxd52HH21qCzStpdXhfJNyB2HA6tJKV7w5v9J3DMiDtAdrhEZw5yEuaheBQLVGZoJxR2sRhWw8huMo0EWbuGPqbemFpsG4lJ8iLmMkRM8hamorjaEpzKv3B/QqpEtfSDM3ci1lYzEzZxlFaZh6aEuaJ5FkfeK/hZGzUtRXSkHNJbdUhDcZWoZ6iSLvHQg4S6707Eh1LQ0i5Fpg6m1fSU8qbpHpndvqwwOGhcg1NnkNHh8wqYWh1rK4ixqMZuH+r4sTNbQuMwpC1IyOGZ8w47HahBj7S6dPnvtRIbWpquOdlHAI2cNbijSyxwGnKXzQEqYp4o8SOwo5chemkveMRkHvbLi1vE+N5sylvq9Xl1LHzmxD6NUn6VVY9Rjbno6yWg/IxIcSbO8Z4ejrlVOgS2YyObuW6RErbxzsdp4TrDWKsHRK7EaaQb7em4j3XADFWGWsR0J+m1qAzlJq7TvjQKB2LbU5OBTep8uL02kvOEpSE+0Z+ckdW4eq1ExFCanUapRZyVF2ErssvqG7Dh2s4WrNNS8+5Be6M24aScy8wzNtZ8++2Ud/1bDVPqMdyLKhNuE4jsk2IqvZJgptxDh0tpokotvPmMZblvAWAK/icyegRF9GSorvKRw/QOmnsRYZ2ZYOZOpZW6gyzZERCf3wq39gR4s2iYG2ZQEwKYSajLS0ZNRWVcDR/P8xyxjLEtTxVXXavVHszqzPKm/ChPkQUWJxZX52I8QyazOcNT7yzUV/CXkGlI0N9wlTXeFsZjVJTij42+0EaOYkuCsJ1nFdUKFS4jrhEfWuEnhSjzuBRHHdXLlR21N5iaO6Tv2bDp+gVSfjfZNiJyoQeiRFQXEQvn6bYQUvZxguBlwqmUlM1y3SZDp8Wn8wWzTYdFpsCNhiK5GW0hk2G2yMjWaQspwAospmnyALn5h6xxTzpeLqpAtbRkKQGQY1bfojmf28aVv+Re/YMdu5RxF6I3+nKlfkXv2B2/cGOB/SGuW2CuqL30F/USK9Mz5Cf+kMZntgr5fhEf3aRBujKOF0kj3Z7AwSZ2A0OGW4FGdwNCb2G8fxkh3PJYzACsXMgfJaS0uxGCD58hc421N9minpialRbl0WRHVwL94Q2UyqM66yrmhZpD5s+eOLiWO5palwmxmzo4ilNpLca8wCX7FqQzVirDL5FpuR8m8RTEWG6hR6t0F5ozNR8B25icbAXUlPqrHcbSD+neJxjKO+9BQqGkjUh3y7I7YYbQ45565UbcDUeNQYJIju6jj6M6xJ2nNTwZBGqUcqL1bsZvJ2g7smtze2PXEOF2eojNlJWtW8vIPLbhJbuabkYZqc4TyTzFkMg4Z1ZSQR5wESqiHF7QY7h51tpaXm//AMEzQlvSybsor+dUHS2nwKY417ZoTro6Hm0E/uAza4EGhgAxA1Hdpj8GQdmX0ZAvda08mcM2MG9OiKcLt5/EIlzVJ9qqazVDZTVWk3423CPwCRYd2YxaZUOmy5jkg2OPUFhx4rbsdqQ411+TtBt2hOO03BtRkNeFgXUOkcmf+0ioTenH0227l2+2KS9Iwm2cXwXrH1kXeLL2U4gbxHhdt3T03IpaCxBfSPJJO0WU8Vyuu5eZXHPLxeClyWerciCo5KS3LYI/pHQc/EWAsKLoypGGWlRJ0FDyHTjoXvChZ4CxpRKhUkYaYjsRGV55RN5Mixyd93NLykqVdsrEBNr0yu2dljeTM8vTtlIzsCrGZnfcMtR8drTZ0RNOTGJLhqzOOe8QIVU3DhnGZbJJN8SVlzINhkRGXFfcNtOqbuaLHcspkYzspuiQtVinqbaI6cTijTZ1auRGEDM2JDeOSwg3XjV2FdgiDYZmAHcRuarWwbiSlzcfUN2DCciO+zkW8YvKU1qpyqHJ2DX+jYppr9+zJb/tHXT1kOkR+Q74OGZKTXCaEGRBPpOIcI0/WFSFp1N6DIwI3Czmi31i0sQ6tt9KiK5d4cXDu1cJGyQkitvuHAkZkERcrCZhWEm883Siylwg5y2uRAdkpX8RmUzcvYQsE4xJcK5bgNlN38jhcB7gZmUlHGW8aYeu+ROFwjPUuRdo8PoGPK1D+9y12DXD6D0dZyUnqpVyITDb7E6JtQqJffbOfpEHLTMyQfBfvCnU/R6XAqSnFRJKWnEp3pMXf6OLlsFTImpqaEtYoKI+VKqJXZ1Un/XF3+jm/EM64zFe+5zW2tDfuhCZWu4k9AwQ22s1pNBbw4rQRtDI6eJOUt4BbESsmbL8hp26SuDSVlTvIBWnOgc7BO9W+wA6kzOwNSjIVs9wVJVlRmIjMAOMhzhLSMJsfUlqtYbdjuw23TJvgQv3w4UxBuNJXdwOLhbhztagcIYRYmrjPPQCadaPTNvT7AfcYYSQvovRCgFx9ehaLdWEuK6FtHi4oqLuEnUIhPrzqzd6vgKpxRIx86s2KrPdJTR/vdtzjHoSuCpbPsOSKS80ilstnb2hGKaqzsfC0lRMEy9UHG9PT082QKJjuPsNYVZlrmymorp2JBH2AzRHptKnNYhrEXpxuFckO+MVTD1Tiw6zhtvEb8C8xtzI43bhzBsp+Iim1C7MCJFlNuZ47enwiRYahO4kodcq1Nhk4UZxtz1ejsKCvEmCMOUymQ8VSqumKpzLrwiPOZLAVzXKrVnak69MTouOOdzeUhbGzrGTTsmkUyfSUFLL2Dpiu36hGrk0qc2rScccytuOdkgyVpt+FV3WHJeo631ZOsdkSt1ftYxZPpGBCqdPgtVRp1ehIbX1idMchVWZ0uoPyUMIj6i82RJdn4C7ti20EsPYCr1Me+6ZzZdIgNv70ZBSdYnHUKjImqaS2p5ZrUlPIjMeeWEG+4WU+pTqe6TsKZIjLLkbThp/sCMYJlSfw9sm0eLE6K1iWWprJlstVw0VnaBjOrtaVQxBNdR7uoZCMN8wNZb9wxgJrUtV1GZmfMzAkoSfNdhs2vJVxo0KLuF+sAsMGFzAisAAodO+jsSqHsfrOI0scedSi6vevIOY0bzFrbP9sVVwdhxWH2aXFqDRSNTM+V7/AAsJabfsO2k44qyqqmmT5DjpmspD3Bw3FvbEdlWJMNYubr9blsNqjtuIJonM5Hy3hii7a8eVMiZw7g9tHxbS44Lg2ZNYjbo+viqZ0idJXnyZNPJ8wKHMnpClba9WTztquaOxy7IrV0t4vz0tY0JvE0BSW0dKfb1DdJPb+kUM8VlWGC2PRE/06Uj8k9+wY7UzH5ji30QyL7elI/JPfsGO1sqBo4L9IS/23cQ3K11Nn/UQIMh9ZQ1xz7Oa4sb0mmUN7XKpl3Z2mlH+okVqyhbyySkrmZjmCrBwo0VuZK0FuaebkryCEysZ3Eq2e9BKpvE+zrOrYtHR+EHfjxqbBE+mLixUSzjE7HLmoR0+Z2Fp4uJssPOH0c2svyQqwdOX8ac8D3guazT60iRKsTZJtxh92rtsrqEObEy6b7V+AQchIZTBycNszWH7nG4HG/cGcflukpl6OiS+yKoLVy6KLQrnssjHiFW+j24ZYiqCPOL/ALwt6XHQ+0vq849XBP23DkRnI4ZmSmc+fmYWUyMlCFqRwn3kNpWg3FoJC0kgwtQ0aWszSe0O7iU091tLCzbLOpPMg4RUGotR1JpzFuIgmp7SEmgkI7RcYcyaby3zmRl3GIZOCt8VRZJ7UKPKinpvs9tAsQnVlvcbziNPttO4wju9Gu4hHbEm1Er7CrA0pJ1CmEP24gmrbJSKYpBlfNvB7BozZDLcBy03SlCd5DnLfgiGVmWy8AJxBFbnU1yM43roe4cqg5Mkv8wBTxyTb8ZjVoXs3o8OgvyqdG6SS1uZ137IjnpLNRPV9Hdv9053EIR+DFnsxm25S3C7anOINuMcOUnELLBVWLrJZUZIPUy2uGad0JwDXcO4w2fsYDqTiOnNtm3GdWXF+aFuLsJSaTs1YwfRZBqdcdN19ajsSi+IcHcKUemyYEuj06M3JYc4Fh+xiypubFlOtHput6Li/cGYcbpu5fqWHKzBN0pcQmzLnYw0uGJFj+IqmYtmQmpyniQu+e4jLirmOOeuHjo0Nd4esMHB9YtMzrdFc9o57gdMUR8KlHa9STnXXflNRsc9d1ollUN5Fn3Bw9WSuhLm5PuZC8ufzG6awSp7aXXSQ25uDQJoiskxlVuytA7AiLzw2XM2bMhG4csSMNvxo65LkyIRITnyZ+I/qHT2GNN7DVNdJ1txvorac476UjMtcdQaOXI7AeRCm/iC2UozLSst3MY+hfCaFWLmYOYyM4loyI0ctwdWXEaHAXb3EGlhZGe/eHNm6TQkk7k7xLSZxvrDy7jIDSa0lv3g51GZxSrDMl03uMWLcInDSfKxApG5ywNLmAo3KIzApQvpL0pZYtgVI+UuPl+tArB9BGhiMpOVdxfPpMU117CVPqyOcSRpbvJY59ly333ifcIkrTysMtpzrlL6DGZN6Rv+9ibejvNJraWyyhxVpsdxJl84VrPlvzndWQvMvzE59H1zJtVoyjMjLM4kvpyiOxtOqrb95g5tKSUR2uALSkt5Hm3ga15SKxWCUlXCZbgUefPuAmTzHYBcJZKOxjmNPKs2ZkQyOhTreYF51GemadwWREmlsyGqHx0GRFvA3DNZ5SMgFlWUjJQxVi3kYlSIbUK/UcI4ROu06KiQ6ytGdKvcHJFer8/EGIJFamOmmdIczmSTsSfoHbNUhx6lS34UxvOw+k0rT5kOd8abEfV5nUIVcZKnal3Nf5NI7YsVpX6/WXaM1Q35+vDQeokw0pnynUtsvvqdaQV0pPuE5VgzB7hNmzjJp15fyeQSDYtScGIOpS6wZS5UX2ZOdjKKliuKRNrD6vUtIefZ6aeQ2GvGJFU9nGJolLJ1TMh/r+STuOjsMwsKtRyqmHaXAbfcb3EgyzhzYSxpfdKk6nPJcRU/xLleDs/xPHiyqlIpTsLoxZiJ/kE2EsEVvEtSnNRnUNlGb6Q8st5DqjGTXrHD5REs6rchzj/JiK0Fip0iQmSzRIdNh9I0HyNftkjFqtpuzarOU09AntaR9/b7aQ4bE9l0LEdeqsfFCVRlRUHaL2VLL3hae0KdJORS6bS6kmC9MeykpHaQIBhWuYqoO3mIzid43ScQqIZ6eVK0hQlmINh+Do2FaxIgwnjqBNKcjk452BygtJpWpJlvI7D0SMkuEaXN6SK31Dh/bPQvsc2lVimtI02dfVYL5i95CJEM5ER94GlSs2Y94BayuIHJLeak7yGsHMqaNu5J4gYttZ2VewTMmsjuRbgpWpPCbh2IbH1pGoiBZlvA+8YdhIWULonriH05vUjdIRqo8033jqJNd2AUqcwUQqfdtJLNZw3F7xyxT2CkzG2FLyEo96vIX63gHZNGw5HqNSxKV3C4VE5xr+oZTF0UDHWDpdO1oFagR4jbe7USSAcWKsOynijtVWG4s+WRYrZvDWzraPTipOGWW2WoDadVyOjKoxJouyjDFPprLPq48zXHqIVxjLKR3bdhVurYugVN+Qo0sxcqWbdv6By/iKG7Aq0mG6VlsrMrDoDaNVpxbSYcEzMnIsPO02fZeIUztLaX9k77yyst5OoYrRqbeiEV9uVI/Iv/ALCh2vkUOKfRBP8Ay40j8i//AHax2x9YjYpwn6TR/wCWCq/kI/8AdpES2ck2eMYBO9hbmQ/rEr9Jo/8ALBVPyMf+5QYrunSVxJrL6OaFkoMQoxBF6JWZjJFuQ+pISRZLsZ5LzKlIcSd0qI7GRiWbQXyN0mdDSM1dK1PfziFhl8C+ZUpsvN0iS46SveO4RjQwAJtBqVzLcHCLM0KfJi77PFYAYpUt2kPVFtszZaVY1DdKaalrRFcdJnN4zGxNCwdgOdOJJ60eGN/tFztNucbiHPzRQ2wtzJj1DN9zrK0f2DoLTz7h7OPJ5s8TNPQo5iCsVrcQOaJV02aVl5DdTS2y9wIXv7wOOSblZZn8B3tBbGbyoNZINJhQlBupM72sAMnwER3A3Lm3wXITIYyXTouImmSkGchTeXKJDbq+wIq3HJ7EbLymi6QnfmEza1NQFiEbi7Awj68rmDnCUVk2Gm223JqEX3iGaFCE2LkIBJxL0TbpGpLz2lBkRW2cnuuCyH0EnUt3DmTaRImztsL5wuteaeQhGn8wZZGDpOZG0zcNvlcV/tZxL6hhQCebztyHsq0I7WmLIZ65pGbU6xKLo/CDmfb7WXZuO5EU3czUPqUI92wEYLjwti3Zz6tKadcbaNpvPpSO3cClbWdn9rP1Xpmo57Poa+AcoDC5jjHNX8dur/qb7Xqrh6r4oOVh/e0aC1F5MuZQg4NLTyq55wUJhYRcgqpzDMiRpvyNJNu0fIJSB6XiTH0dJKj94dQ/ylaFH6C5VteHnzaSDv8A0iOGrfuP6Bji8xFutYFXHPPNozMd95mY6H2A1RcnB505S7raeWZI+YOdbizfR6rKIeME055XDMLTb/GDHkHQS2yvcgYlRONqIk77ZSGkLzHyChLdiO27dcd6cLIWmVIPnyDvF3pbzK394blqyqK5hc3c0oMiEy0oMuI/IFLSZXK+4aY1LmTgMkGWnlTzMY6CUpymR8wW4dz5AxtKkmWcCWglWyjYTJlxGqjTob2Hq0820ia2bbZr8xyJPZTDqL8QjzE2o0ErzHQfpJsoLCUGWRGTrEntp3GOdVm24Zmi9xOZhAnvFueiwTR4/l5yK/QVZL+edAqPvFibCKg7R9oMSebLjjLjamHHPcziHR1ejJmBv0BvceXKTrRXScJXZWgGQ5Dkhux9sag4N21NxALiVZjsFOllURgtaT1BzVROznWdjTYwsNKkN/EFNJMnc99wUblbzMTQxHGkjMYsrAGa+5IMvZO8bTRSTzXQe4c24dxXW61iqp0jEU5tykE8snG5DY6Ua6xaMnPMOP8AavNm0Pa7XHGC0tOZnyi7ElVhrBUvFsuRCdMokXj6suEMxYFn1+qG9Q51qdMPOa3ODIMp+1RLLrZO0GLpmXWZC5hNWtps2VFbi0qE1SmknZwmD7SPIdLxnxKZYF2cyqXi6Ib2Iozjbbaltk2rth9ouHF4drdSLFFdmOes3+iwnCc5ZxCHsS0D1hTsTx64pqoxo+TS0/EJUW0HC2JKKTFVqnRakR525DjeVKFe+NYlVSwriN3CaKTDxI4U2Od25PvBU5SFVqlUuk4hmvLOMttcpxv2brgeMJGxWKORM1RqfbtvIcC1+bH6acSIpl020ZjRcc6Ddi3CFDkVCFiNhRx5tNLUQq/NshWuEsfvVN2s1SdhOVU5hGa4xobzZBbkEolTgGT8uH1iNNxs1BvLCUym12nHhk4UeIhvJJQR34RzWVbHMXLxlRZEp+IqDIiu6CmTIRX0hNmj2Kaa9X4RWqERu5/hkC06M5CYqDlOZcZJ7JncQ2QcKlHObElQnHdPVYcQS/dENl52PJNt021cyOxgIf8AHOH52FsVz6HPubjDhmSz8ZH4vrEf7xcMCIz8IF+MAp+aDElftBAAAWNSw4RmGDivGZ3e+TQERlkcPcAc6FSanUVZYENyQszsRJFyUfYKzCw+5iDH+JmaTBb6xbTB6ihUGGPX9QnNUihLfVIfVlaZZOxrPyE89d1TCmtgXH8aoPwDdQ5KbNzjb/JgkzVHFLdCqkuNs3mzKfAc6vUz9c8H2nUXbFWKWdXanVcmCLUccdmGjMJjgrFOxiLiJlml0d2I48oi1pbdiR8A++ktjyFTcNs0Kiy2UzH0kZnHctlb8xKlRx8YKrVSgPYjde9YxEaTDvvthq2iEcgmn0lf744HTAdKhT2JVNqkF1T5MdLYc9wSeuU9j7X0qbodFd6xtvU+YL0oNnoeF/l0p38Wf/oQO38qBxH6Hhf5cacZ/wAFlf3Y7bsQ5jgr0lj/AMr9Y/EZ/uWxWpbjuLH9JU/8sFX/ABWP7lsVx3DYErx118WkTdHT1IaRE+8Tmqxzn7N6TMZIzdim4hz8UQYY1s95jZnuA2kEZAK0nfkOmjClM55NOXT0nZpa86gCI5p33XCfKZDZKtuEUJRsrldF2gUtw9xKeyfpHTqWcziTzEVvCOTKAejW4Dt7ZH0/2jrZDWrY0KtuI7j1YOOYFQjNudetvjCYm21u+zt84PRH1Zl3BDIj77+Y6IBSyhBbzO4NJNk7jAEJcMrrMgehlZJzmorBbIMD2n9lLbeppuLR+qJM2Vk3uIwy6X2bON6ZL+5xI0L49MVDQ9M9XOA/9bRffCndawSx2iXU2nC3iA7rVpNPKXuyNrUOcNkcFeI9pM/EMguqjLW8k/wngF5bRpvq7BNamanGmKshA9gNNRGwO5Kt1jzqVGfmN9VHxYrzzcCjS6g8emwywavrHIMtxmo1CdMkvLzGa1J+I6W2xG6nZvV99s6RzdQqU5OOSo3UJSywpRkfeOebcDEMGd4weWXeBufgsNGoslgX4rDdt4qGD1RZCGUPLaUTK+yruMEA85b62UMuOqNlHZT3ECAsaIZ3jAvorcFyqRiqbjjULOWspvtEn4CfSQKfT5lQU4mHHW8bacyspciCjDTrkbEMF5t/o60Pps57u8WbjGrYNoeGmfsPP7rkx9Bz38vzxUBKMlkq+8juO2uo7XloyOIO/Ae/ON3LT5ikYe1fEbFBp0ybQ2pcNJaByM/ayCz8G4kpeLKKiowOp6zTeZUfGlwd4lwmD2skLMKWVESchAMZlCwcaENnchtgbZpMt/cAOKLNmAOSr+YO4MuUxzWLdcX8mDWesCGq1CmUuN0qfI0WfeCPFGJqfh3Di60+6460fYyfKDYJRn0g5Ko2z50k6fWPJTxfWOWMwtHbHtBgY0hw2IEZ1nQ7ZrPtCs9IrDlm3AfTofTM/XttZffPmB3fhGZJfMvxV8wg5GMvcRstZuybanPwct2HPaOo0l0+sYNziR+IOnsO1ODV6QxV6S5rRZKcxF5DhQXB6OuPfUNbTh2qKvTZ69MvwCvfGbjqckahe4AAtZqaLISglVIiI4H3yaye+uw1ElCy0z1AQ+6b5XK/1CvcY7asLUF52ElmRVHW+WifD+uKpqe3nFDjzp0qPGgtK7CMubKKHR82vUKlajlUq8WPp9snXusENrW2/AsRP3NLfmfkkDlGr1ObVZzs2e+t6Q6d3FqPeowi7xG63XmG9pces4OqWJUUuUyzC5F2s/19w5dxlXZuJ8RTK7P9tJcPN9QMouLa5SKdKp8Ga43HkoyrTcNRm8bFz9mLCb6DGrXAibUDUx1mV8p287CIAGLJcI1HcvIObVPU8g5Ks2hff8AmehuRTI3ULzH8Nw3HXMcQtlLiyaPmQ1lLQxdSI2A8NUmo4Txu8b8xP3Ulo+QryBiOtQZ782LUX0SH0LS4vNvUG5SlW0VGZkXmYOiv/eI7WqQpokpsy9+lvkfPtGJFhrH+L8OvLdpdblIz9tLizUk/qDDKzSVqcSzlcWri0w64epqZ77iCcJCW08WfzEUL39HDFc/Fe0Kq1OuafSuh/vhsXfOxBSafVGKbUpaI0iS5kZJR9sUN6MTVQgYheKQ/CZiOoyNlfjWoWvtto02p4ahzKRSun1GDUGXmzT2kIJXFb+gGSrz0zMMsO0Ok4taIky23Ogvbu02XYHLljIdpekVXcOFsvmwa8nLNksochMeJD44v+kS0AlWA0rF6+j9hnBFdwPXXsRQTekNL6pwvAkQOrYboDWI+gsVBxCXZOQ93sC77ipxEJGxdqNgEmt0D1rhDFtJrJp9oxm01p+q5ir8b4RrmDawml1xjo0pbedKu5SRjKWv6FlG6VtEmVo03TTot0fBa9w6erFBodbWaqtSIUxR8zeZQsxWnopYVOgbPUVo98utq1lF7qG+4W87w7yISqlBbSthFElxanUcOM9Elp3x29ThHOlOjqZbly6i1c4p5UGZ+Id41aUzDgy331Ghplla1KUW7kOKcFEeJMRuQ3Y7bdNcfW/Mct2EXGlJ7giiOx4TTjUuMciokvO8hd0pbDpjug1SlbNpcIppTGtTUfkL8CRM6Jh+juQFxKay70ZXG24B41iupwlUYrbfVlFXnF7sVB6ICbbcqcZcuiyz/AKg7VufkOL/RDTbbXTjt/wBAln/UHZmVfviBwb6R/wDperH4kf8AuGxW4tb0oWSZ2qPEXjhsLX8dwqoIFnYJY/5HnrvXiuEv8wxXC2bLUReYsDZa+3IYep0xBOMpVmbb8KjDTUqVJaxe7DNhpGorOgi5IL6B6NUI260hqEhzISHlK8+4K6BHkzNeK00bq1c7eQIrpt+sltNoPK3wfWJVgiA/Ew9NxBFkElSC07H5iePD/I3+EG0eNFgz4MCOySDYiIzqLxGIpuEox7GlsyYD8hzWJ+InKvzEWHPP6qBrJmTyDI+8h2FR29SnQnHHONbDf92OOUKyrJXlvHRVM2uYQj0aIl5qd0pLCULQhA6YZozWe02WQiXuIwllGZ5snZSIixtcwG6zdc2W2r58cFydruBSRlOZLWXzY49FuM4SlrKiuFBKVusGOTiegsYT+yj1gx0HT6skHxr/AAeQV9P26xCuUPDi1n8mt94TuzrT5+lG1jZyeWr1yEJX97EmQWRBqVuHMn22MXevHap03c4f738AmlF26GbDia7RyM/AuMsOxei5BpojXMaL2Yiez3HFJxebzLGeNLb5NL70fSJmyvTqCG/GoalEtuDjjuDCp7epnnPIaPJ+UG6H6yoyaNQokPpMHTyvr9wN236a/FYoTCF5VO1Fu31CVw5CG3TZJSTk6ZZ0ZxYgfpJy0sYNiRkyFEqTJ5fiCicMqIpL2qdi6I/+wL49ImmuScDNVKxZYkn9sc4XO24x5c3bADvEjJiO5gd6RoF0pmYlGf5qkchG7mJVvjbNiuk/u2odv8RH/GOFrMEdEfSM3TsoFKXY7J5AHCad57xnhF7AemXmADLn5hYVPldD6SbSND37jLCMLoHq/VP1jq5LbktB7wfGZYamYhn0rp9Pglp5LcBur7Gf4COS3deU48SchLO+XyFaAlR7ztyARvfcbsID/AxRPiYal0BtDZxJC8+Uy7Ik2wmveqsaswnniKJN4HEOdjMK5AkqNKiUkzIy5GQrdlO2nHkod0CMrHyCtRllsaSJY40TizEaTSZVmd1fY67kHmtbScUVKVGk+sHWHGW8l0K5jp2I0dTrUkjupZJ+k7BiqWNcG02R0eXiGEh4u0lC81hzFUcaYhqEHokupyXEZs3bsI8Zmo7qO5n5jd26OuY+KsC4ke9QlUI9SXKTubJvPYOcvDFPmYXeoOlqQloyNmfgHJ2EMT1TCtUKpUdxtuSScuZaM24SKrbXsb1AnEHVOjNr8LBZRm5ol0vYFWukt9AqsR1nxuLPkF5bAv3O66vF0z8GjhFSNYvxSlBx28QVHKvef3QoaaxdiZKjJvEFRzL3H90KGRyFJnU9kz9HU/IrtciR6ez8sW9Z/m3/ANofcM7MMAVyMRxMak4fjbPIhQpufU589zPNlvPq81quEqVqSfCZkfwMbvj/AFS2dpmyum4Vw362jYgbkHr5Ojkd15RUxGXIwJbzqyspxai+J3BR8xzylqf4S2iYspMaRAg1Bx8nU9Wl9eY0fihnrWK8QVhTZVSpPPNoPekjtcR2O5kWR3y/EHy3M6S35wjIbqT6JEpTjKDQyfZT5BMnuIvMBAmbEdzAHS1Eo0pPuIJe8GyFZjzECRAGRgxKrFzBRDZGYvsC5Mh11skERX5CbVDDmLIeCnFTGWGoBlqNoLtivyWttzcYdTr9WMspz3jTp5LOC8M7DtQ63fDVQo0giNsiztu6fGI22pxJ7jAumyExlxkKytOdpNuYJcNxNgG33HlqLVLOaeRhfRKgzDWrWbzkru8g2K7V0qOxAxlpbziUoSZGrkZkIkO1Iyx6jGeN1DjZHqER+Ag819imSYS5FKfPUdVncb94xHX6TJbWtLaM9jyqK+8LMMQ3WavHXKSthhK7Om4ViSkXdiYbIaNJxFVpzJVA4btLgrka9+wpsS/0ZdoeMqjtQo2G5FXel06ovLbcbkcfgETvTiLEdYw9UigsxYunZs+OTqCvsOVqp4erUas0eWuJOjLztOo5pMRmLN9JjHf2VYzfpOgTUSlurbbc8S7CoAqqMl6fLclyHDW86s1uKPmpR7zMJRguzYDtBw7gygTmKml1UuU8en1d0J4O8RPFWHq23TJmNlvNFHmvmh23ca+VhPsI7D4L2zyLizFOJE01qTH1yI+yhvwCPYrpT+Ftmxx2J5zWJ0htanD7P5g0VzQ8QVugureotVlQlr7ZtrtcLcZYsreM5EaTWnzkyYrZMtr7zT5CPoYcdc0mkqWo+SUlcxfWwfYdW59aiV3E8E4dLaUS0oc7Th/R3CS3S+AKaVF2cYapCty41PQSvxz4w6urPT+IUKMzMzMJn8+UzbbNZ23EXeMbanfSdxhGoWAnaG2tKp9WPRy33oQfiFX+izlNVYakRyOI622hx1zsoFebYcSycT4/qU95Zm0l42WE33IQnuINlNxBVaDR3YlKnm03OR90IQY2mW7LgMtxDcKI0jTycH3sMuPYEmVQHIalpZVIXxlq5c7Y5xpm2bHEJTZFPQ42hGTKtFxGMQ4qrldqh1Coz33Xb3SZr7IwXZsChFS/SFhUyPY2ujyuAvyY6zyjj/0VpiZO2PD6TbMnG4kvOs/FdsdhgOFvSlP/ACsO/wASZ/sFUX3i1fSl/wBLD38SZ/sFUX3iBNcJYujUlGlLgoWlJdW432hLYEuh4oqJ1OM8mC+03lWTx71CnxslGXIzL6x33NDlX7evJe+5avbE9pmJcKsYR9SOnKu631nV+IVff4jZBuaHuvVfp0aNTSsbMbc2sMdxgAOZQY0ZjVxhgMAgAbIxoMzry5cysvlfcADBozGWMAkmADdwCyHMkw5CJER9xh1B3StCjIy+sWTgPbBXKDKL1sXraL5Odv8AXFVjBfYzVYm2baA3jWsxZESO7FYjtllQpVzJfeYY8L4vq1DxLFxApZzHWuA0vHclJ8hFxgdhquXaJthj4lwu9Q4VJXHKSXWrfXfL+KKbGjGBZ42JpjAuj7P8JQSd5tvylt/jr/4BDEFmUSS7zsLD21sFDew5DK3UUZkv6Apqu7kNGMGCQEKikSOi9H1VaPPJcJQ4UWOuXVYkZJe1fSi30mMFvSqSxQPR0ZN8vuuuSEuN3ETwRswrWKaHIqkRbLTaU9RnVY3nC8Ak3pH1fSm0zBzLOjFo7KP19MVZTq5VqenLDqMlhPkhdh3QxdP04slTzuSTHcyLZt/tDbcGOvLccU44o1LUd1GZ8zBQ4raMaGDBgwYMGWAYMG7DQAQ1beNkM7wBiEqUpKUkZqPcREL62XbEDkJYq+MbtMOFnaho7S/xw3ejvgth6M7jKrxychxF9RqdjMLaxhtLw/QkxpEqYp1t9VkaHFYXhgbFR4D2cdFOOeFKcX4S/F+uIrjPYHhubQH5mGtSNPS3mQ30jOhYhu1DazDn0P1XhV1+zv74kLbyCI4D2p44wetroc85MS++PI40GLkV88wbTim1blJOxgg9xi+ZNKwdtdrZTqY+xhWrm390xnEWQ+v74gar/o412BF1IFWi1B7uZJGQ/wCkTOAokYHnE+Gqzhqb0OswXIjvhJZcyDMIotgEAiRYIwjXMY1RVOocXXdQg3Fme4kkXmKEePmNGJ3jnZTjHBlObqFbhspjr5Kadz2EEEANt4GRHlUdgExNNmGFcSYlqZQqJT9YnuBa3y6pPxAQxPYChHsfiOv8Gej/AIOoUdk69Hdq80/aEtzK0I/6RuzKgwMEFWMJ4aaiOxV5pC23FmeT6AHL56nyoVQJDEeVHdXEQ8hpWZSFH2hYWy/Y9Xsd4bertPnU9ltMjQNEg95GJWz6OFajGjplbipJznppzW/pHTCQxxNq9BTFKFI2e0c89t7AYtoWOoGIpDPqjDUOjxWm+7tLEk2pbM6JgysUVxh6o1KA6ZdNs12Ei439mmxzHlJSjDhtQ3G0kjXiucaD/CNixyOiU81UG3kurWVict5mHLEuIpddSlUlttjK3bTQVs9vMLdpuC6ngTEb9NlmbzaPYPkXC4kR6HEfqsjQix1uvmnchBXMxzsPeC6bTZ1KrjlRf0tCKa2ivzUImYm8bZxj+WSCiYSqyyWky9jYD+1NtG/7pVH+TD1aCJA0iQ13A2LaG1q1agzYqPeW2HXZdsyr+0CqFDpbamWW/byHSshAmUuhMAYhwM9sfp9KxxPi6ZN6LRS3OFeQQfavjfCOI8ETaXRI6Y5QjQUXq8mp+TEvP0X0HS9Cfixwzab6vJH4EGIBXvR4xnSKbLeY6BV0l7PScuuwqWJV6FmD4znrfGVSikomi6LCWor8fjUOmFLWR3Itwq70XkVKJsnj0yqQFw3o0x5FloymriFlLfPPksIA8+oK52/49Ts+wYuTCsuq1AtCIlZ8i8axYCFsxm35L7um0y2bjnzRwdtxx1Lx5jmVUlmaITajbhs9yGy5AIQ+6p503VndS1GZ/SY0+nLlLzBZbiIvIDWrOoj8hoLGEY2Nd41q9vRIm9N2w0dm1ujQ5X92OyfrHGXoaav24GLfwN/OO0LfNEjhL0pT/wAr83+KsfsCqBanpSH/AJX5v8WY/YFWCGNDBgwBg2Q0MADIxgCQEQqBoBMDMBMaNDBgwBgwYMAYMGDZANjBohsBgwYMAYMGAIBTDzdIbJKDWrMViLmYtnb4/SptKwtMgsk0+/BInc/bIVLGecjvoeaWaVoVmSZcyD1rnXH3EvqabdWvOTjjmX8wXgGEYQk1PwTXpyl6TMdDaflHH0kn9Nw+VvZ9T8O01mRW8V003Xf+j05zpCg1N1eixNi1EKViSJXaq+zDpNMc1333O8R2ozcOx4ujSoDrzpL/AHxIX/uBsl1abIa0VOmTH3ouyMLSXEVVYxhtUfqcw7xJswyL8UResR248+S0z7ND60J+ggTAfOPLbfIvZqzDJ73SJbj/ACzqzWGsJrGMIgI7DRiGtWGWGyGwGiIbsMGDRgCfMPNF9Wm4uNUCcL3Fp7vMNJpu4ZJIz37gkaSRmZERXMwd0d43+jkyeqfd3iwsN0ii4bpkXEVcJ1yYfWR45t8P54kmymiUutTZ20LEUmPHYaldUnsIzitRJjh1WP6MHQ2WnWHm0akhHYXp5xzw4qRIInDzKQyXeYu70kMXR30RKLRqs06xb7rbacFN0E9Z4qeZ2OQ4Sc3kLFo0hP2ZuwoULCfq+nQSJuS7Hb4nFB4xbsviQ6K7KoEeZJmo7MVIRUo8fYQQ9h7BpevWZRJWchpjPkUHfZLC2g0vaFEm4qodSeiOmpDi1/IjUKSep+IIsvO7T5zDyXL6mmrgF7YA2yJ9SNR6/UlqqDPV6ZRlLNYv+TFiPNK147S0d+ZIR0ah4bp+dcCiwWHF9pSWkahjnutXjB4bxVHmV3G1JaZpzbWSO5M4DNIqCrbOMNVynzcR4PxBBiU8pGnHhzHcq/64tzaJ9jmOdpdNwdKmyyjwG1PzG43Y/JrDfUthWEKpiVl2kynolMJHWR0HmzqFoc4RMJVqfWXKXSo3rOQ32zicaS+sXf6OWDca4XxdNeqVKk06G/HyOOO9/O1hdWDcF0fDSujUOmtQUfKGnrFrEqXksSS7AiVOb9tuzbaBiOVEmQqhIriTNXVlwpZIQ6kej1tCmaapUaJBaUdlm87ZafqtvHXqtyyQgDMkERmauRb94yyFT4K9HnBVGjk9WM9ck/OXlR+qLapdPgUiIiJS4LMJhHJLKMp/pBNKqESW2a4kuM6guakLDgSvrEqkgmdIN3U1OwMbNiWx0eUSFpV22leMOGXOEpx2yd1NPjBzUziDCW0DAldl1bZWy1Lo87rJFPX4Ffkw3xXvSAxPzYp+HWm19iQ22jOL4bNZ8tw2vMXPeDpCjnNmG02TUG6pUMfQzqDbeSOlDF0B+2V7IJuGcSu4orFZakVF9HG3E4Ui2Wltr4HGwNkm77ljRG8W4cj4qoT9EqMdLkZ475zLekH4NwRhnCscvUlFiQzJvIt9Td3F/niSmnuJO4CQndbJwgxopCyRvWv6gUl9Rq7ayBxsn3EC1sr+9kMbYDhtrYcZkIS82/20GWbMCKZGjUpkmIjEeKze5IbSSUl9QSYqxBR8LUJ+tVqQTMdju94/cHEm0/aliDGeJXpyZqoUVtZlGaaPJkT5jS3cszGGGae443VMQ0iFk++yk7/0DnDbf6QklyqnTtnszSZyabkso/Gv8QUbs9wzUMcY0gUVh9RPzHetdWebInvUOytnGxHA+DJSpTbDlVqSLZX5nE2n8wbCbckUKs7THqn6zpcrELkoz7aCccFn0v8A+JSRIZaYj1Jp1vrNR1tCR12hokcDLLaUfg0kgGLc1EeK5+YUOe8T0rbtXNnSqU9TqezNlHkfUy5lUtv9A5MxHQqxh6pLp9cp0mBLR2mnkZTIemyUnlyXIM2M8H4ZxjBNvEdFi1JLfYNW5aPzxhDzPX2iAnOwQ6X2vejemnxX6vgd911LTeo7T3yzrL8RY5wVGUlk0KKyiOxl8QaSDR8wrXDkJXxECFtKS5ZRGFtXR6GJn9uyMXnCf/YMdt3HEfoY/wCm+KX/AIKV/Q2O2b/SMa4M9KD/AEuz/wAgx+wKsMXF6WbbaNprGn305u/66xTohLBgwYAwYMGAMGDBgDZ8xhjQwVAwbtuGEBW3CoAbDQHYLJMXRjsO6iV6pXsXcL6whymBAzKXwDlQJ0SnzikS4Dc5uxlprOxBoGkbsfkYc58ynOocKLC0DXy+AROynVsIZzFlT8BMhOZgI3lMCIhIwwEwI+QDYwGEBFyGkjY2hsluEViWoi+kb3nvMzMYNXFDLbxn0hwQjoTDUst5q7gjfXrvqc5X3gNMvLZUakd4AZ3uZ94wr2sNW3ANDBuwCfMTIEYwuYwt5jQASe0DGWyWu1+ZgtJg+IjNIQV7XUQplp5UMHxqJghyqzKhDVLkx+rjkfGjjDBg5no0pVflMk5FhFnSStxOqLwEFuNsPP0erJ6cgzZktEuHIbPOhQZZk02oCKUl3PHSrUO3vDvIX43xVU8Y1IpUoiSXJqO12UA9vB2Om6W6SKJUjht9Y4RI4BEiMyVdJmRke4TzBu1nG2GtUoVU1UudspBZysODUVRR6o88bSKdNU53kbCw3GSkLsZGlRHvI+ZC/wCH6R0ptzpD2FIKpKis44h005vqsEcOt7HsbJkSMVUx+g1V12+rEc6tY6aiI7L9rFdwIp1mHpS4Djmdxh3/AHBbFM9JWiyc3rahSotuxoLzXEQlYD2OerDmFtIeZe7k6SHc4r3GGGqDSWmZFDxPHrSFdtsmlIWgc4ZLqTA2O17QHHTokZUWEz7R55XEf5onCy6LGVbUcUhvweIcMYdrFQobq3YNSmU5R2NDbKyM1/pFlFt+xGmiE2yzGbqCflzLMSvqHRK3sJ0j7Dtn2IMWPMa1YdORKfcdb48vybYqDC+2GqyMQ05ipm1TohvdfoNiwMMbRKHtIwNUaRXZ6aFM6PpyHDkZScP30CpalscxA9iNulUKQzVELTqFKbOzZJ87jIHWdWxfQKJSDqtWm9Gi23rIsxrDDg7aPQcZqlpw+4+vofa6Q1kFGYk2LbXUUxEFLyatCZK5oakGeQSP0UsKVOl12r1OYZHaHkcjkfEhWp4xucjoeH0hDOpI4M4iO0WXVGsG1t2mNtk8iM5lX8BNHeNOTuDZVaWir0aRTJLeaLJRlVk9wcHSHEGBdoWJcGVA5FKmKyLPr2XOJLn+A6WwF6QOEK6hDFXP1JMPtG57L9YNK/Rvw70aqHGqso3nGD6Nrt+yWKixfsYr2GMEniKdIaU6hwyejIK+RHvZv9lhbHXxYqw76ubmliOkORHPlelIyBwjTYdQK8SW06177a9QefmHcPYlrklESj0idLW72EoSe8dF+jVhvaFh2oyadXaSqFTO2fSO1qCBf6HI/aJecHJyKLMSbBrnm1T4Trz3s0Iz8ArCjbRKZWMZtFT8ZtR6REQpclt1vJnFoXJut2wh9fUiJXY9E6ZG9ZPpzJjZ+syDn/HXpISIVTl0qg0qJMaakZGpi18K/wAwV5hNeOcSbUmdoL7SmyKZqSJD3A0hH3v9QFO2nnPGgYk87WZPL3RHMFY5wnjDWj0KtRZEtnctgzsr6hIGzNh26i4fMSljTjizsvcDajJjU2CqbPkNR47Deda1qsVg1YlrlEocA6vWam1Ajt8d1ub3PxBxpt52uVDaDVVQoKzh0Jpy0eOR21PnrGOjPSF2pyNoFfVHh3ZoUU7Q2iPtq++Cp7/pAkcHxBJmY1iV7NsSzcHYxpmImL/cTu/8Xxj0PwvUYNdw/Dr1OfJ6FMY1kLsPOHDVGm14+iQmuJrjUsWbsz2z4k2aYZm4Yap6JZk9qxFOKto++VrbxUfGO5XlJJNzMmy8xH52JqHExAzh05raqs8zrIYI+sUj/YOOsSbY9o+PKQxSjkRoaXJqUfcZaS1uLEi2gQm9kmJsM4kh1CZU6m40RzXJDmfMnTGDqyFU1uS9F6Kske/cKW5jKkXUemGPCVehYjoMWqRFe3bQtSO9AcHWm1IyL3mJaX5CUXmR/wBI5J9MDZz6grrWMaDANumTt8jSb4GHx07HqZw5XRJem2g/ZqNfMONVp1PrtGlUmqRW5UKU2aHG17yMB5nLnPPutuLMrtlut3hTKq0iUhppZESWjuJTto2dztnuMF0x4tSG6eeM/wBy0iCA1dnoaHm26Qv4lL/ux2vZfkOJfQt37dIX8Slf3Y7d0/wgDhj0tDL7abBf/TGf23BT58xb3paGf202Lf8Ayxn9twVlhpqE7W46akvJGNXGYMNwwS/HUjC7rBM0WJpvtLst33yEQDrsaGrDZjAoZYaMgIhg2YAbDQGfIBIYMICIwEhhcwA1qNSt4WJWwTFj5hFzIb4bDpjIxR3Vu5DQ3yGjMjCZGbxlxhgJmOYOMiADGXGhTGHyGhszGiCymyGxoYNhpwhNU80rXLfdTbklBcxuY7TjJCIjDibc1L7wibt4+Q04ZX4T3C9gIzATMBuMuEjD3oIZ3kZDOR7+QNjsLkL02t5iRpDLqyulJW+kCbjurVlQlN/pGyQ+Tpossj8iAOInbGpRfEVEUAqSbazTYB5XCuTGaQgltSNUzG+gryE4vcQBMRN6V7bxt9rS7wd0Z40ZyRu8g8JoaINDXNnv6L7mXo6Mt81/iNnCg0PVKa7BbgrkrOM32EGfIIhs+YCY4yDmeJRFciudrmJDivC66DCiSyqlPnNyiunorue27vEcb5DRmfmKsHSIy4+TOfbQSiBA2Z+ZgCeYmwMhL8NY4qNDS01EjQjJPPNHSeb6RESLcMGsXvTNr2DHmyTiDB8ee+e5Thx0p/sC1GKPR9qZ/deEXaeZ9pbWYt/1DnjvGxWzXQJYT2A1Y/3PxbMppu8m1r//AHBkzBeF8JxHazRNszTT/syS2ba1/wBRY5/zfAZnGblLKxRtMx07KcgM42fmxzL2sfq85C5/RCgsxsP1SrXlHJlrQh43eyfatl/pHKupn+Fh0P6JeLam7Ll4VffJyIhjXjt+LOM9ZLp7wgkkFe5hEy4/zVewUcZpvcYkFyVfMhvcrvDTMpkerxOj1GMiQwpfYUHqBDI869y1L5AiqVqg0c7VOs0yAZfJuvoQHoVU6K1GhttojoZtyNtsiBxn1uobgRU+pRqjG6VBfalMe8yvMC5d5LqNO6GxjpRY8RT4eoZEac+8cXbU4+HHts9c6dUeg0npX/Q2846N247T2tnWFURaTGN+oSyWTJ24GPwg4kkSHJDy3nTNS1rzKMz5mLTS5I+NdkmGyiu4WwM9WKlG40Sai5wGr8mIRj/aLifGhmzVJuSEleZmI0WRlv4WIQrfzIZvCmllMqE6lTmp9NlvRJTKszbrKzSpJ+ZGQ6Q2c+kv6vwwqPjCDKqdXZL7mdQftvyg5jIDIZQlm0/Htbx9iJyq1Z3KgiysR0GeRpPkQiVwEbG0yml8xruGcyGI5jGnvCdSqVNkmmmOddKLTJBC99m8Vus0prEGLaKkvVEVemTjXHISKGwlLag4giyXnNJtKt6/ITqPi06HUW5js56rJbb6gl9jjHTES2ZIwvhaBHxSzTpCocmZmS243Y1/QFy6/hTaBEqKYk/olbKPqNMTW+Dg+TESibXIc+IVFxNhmLMopuZlIQ5ZxH4ggGLJtCl1lUnD0F+mQzK2kp7MY1C4Nkm2GdRcW9ArXRG6YtvTkLab7CkDpLAuM6Fjek+sKE664225kWS0ZXDHBlDqNPp0tMiTEOUzmLMglbzHTdP247LKDR2fVEZ6K9Ys0eNEylf6RyWmvpLtMr2L1uS4o0PxTQtoycstCtQQ30U9qs3EUdOE68/qSoSM8WRfiWnyWK/287aqXjvZ9EoNPgy4j3TNeRrnzFSYAracOYvgVpZuEiKvOeQSOkfTfn048OUKDuOplLW+fvoQOTe8X1gCpYD2lYjxHUdqFcVHmzOrpx6mQm0iu9rmD6dg7GqqPSKu1VIDiCW0+2fMGpp6GBK+3nGsV/3Plf3Y7auY4v8AQ6YQztzjaLub9z5HP4o3jtLIA4U9K8/8qiP/AC9n9twVBffzFu+lad9qZf8AlzP++KgBhxc6Fqt5ex4wje09ZeTseEAIbGyAEBkADBgGNHzD7hIqAb0gq7qZMnV5PP8A/tglq8JMN+zLms0rsKta4phu01KLN3DRkZAWdSeEZYzIY0WQ33DCIYMGu8CGhsjGwMPkNDY0A1cZvGgcRp8t4wAGBZ9z9E+9ySCQVIAdxlxsBEjdxlxoYAGY0NbxljACsMsA7xg2wLnvsFtOmrgPk+ym6gmZURK4yKwVsogE0a3FufAiF4iW4Kxq1ArBSqjToz7q06ZLycr94QvVFdJqcuE9FjSIkg7ouV8qfmhNQarSWKNLgzqU067JPq5H3kK4NQhUarxnWlRKgwnsaxXyJHWEiY7FLqtaisdVSIHjkOB9thRjD06nv1m81l3qnWmvbiD1ieuoVF6UpCWyWq5IT2U/QEJ8xu7NbSBU1izJUspXSkLDtRMHYoxZJLTbImWzyajh5UIEMYdU04S0GZKI9xkYc2q9V40RUVme8hlSs2Uld43Y1SWrbL8Swax6vQ2zI/CoXw/pCmfsnrsPDMyvOyIvRovb4xFXMQ1Z2OSXKhLcv77lwop+JagcQ6XOnzHaUd7xzfGBnOK7cjRZX0AyEcJsnCltGZlyAoq2UPtG28ZkSTuRglTjakGSyueYc1lZtUZcRxw33Evl2Uhs017jUhRF3HYK2VQDYNGk4bvmDG1KKQhpWeyisSTCg3X3GkzMZcyLlyCmXGdjOGTjKm829OYuZAlSTy3CMAYwllxV17i8hp1tBqNSDsRdwdmlUY47Sl7ni5kEEjo7y3VoPKlPIgoIjLeMPkDLbgWfMQN9wV0mozaVNROp0uREkt+zdZcNCkn5kZBEN94CcfbY2hHTfV7mKKgqP7uoJXgzb/jGgx9CcbNcZ+T6T2kCotI3SuQKUkyPKMF14t9IvF9XpnQaZGjUole0W0V1q/sFOzJM6Y+t+U6664s8ylKUZmZhMlS0GDCcccIayjjSsQ12kn+5lYqEL4MSFJL+0TKibb9o1LZJlNbOU35SE5xXV+Cw2RlpWGNXfRfSGq0p0ouL8NUWs09e5aOj5D+m+8JdlVb2KHWp542ok60h1ek6R9W0g/waBUZw3iJs/k3+wERI3jR17H2TbAsSF0iiYoJJH8mzUEo/qLBlS9FzB0iMZ0muzyWfI9ZtaP6ByIhK070qUk/gdhIsOY1xhhpGeiYkqELzJDp7wF3TfRYmt7mMREZd12biI4y9HTGFDhrkwHG6tk8EcuI/quA0j0kNptPMtefFqJeUiPcT2leldJNxPrXBzCk95xH7jBQFQwLi+nsuPTsO1COhvtmthRW/oDG5HWwem+hSV9xGgdnU30kNmlWZtVGZsBZFvS7HJZCJ7Wcf7GsWYPkR220lP9pFdZiE2tCwY5djx35MhuPGaU864eVKElczMSyBsxx7LUsmsLVJeTtdWLh9DvDlFqq6tVJSILsppxKGW3jstCfvg6YjULoBOOsPXJxebiAcCu7MsfNyEMOYWqbefsdWN4lwTizDtMaZrdBmNai+rctmHfhx1mfWN8YTLfhyJnq+RGcU5+Hb6sTDXm90ZzpGjkXf3LGF3qKrm1qHT5e8i3EwPQhGBsKvNOueo6fquIyk8lviL4hrw3s1iYfJDMepy5UUl59GalDn1DRwPMpFTjHnkU6Swm5cS2zIghUyojuZGX0j0F2hYiiYao1Qcl4dcqLDTfWISlFj+A5cxNgLH2Man62pWCnqbTZW+O2srJQkGqe57j8gLu/MHQWDPR46dG18S4i6G6051kZiP/vhfjTYRhtysxGKJXyp2oXsJPEDHNBc7gwlKMyNSjMy8zFwVLYFihtl1+nSos9pPYU2rtCEVvZ3i+iNodqdElttr8TaMwxqw/QvXn26Rl//AE6V/djt+/444i9DNhxjbrFbWhSf3Pl9orfJjtrj+ANcHelT/pVP+Is/7wqEXd6X9vs/pv8A5d/vqFIiEhjBsaHRrLbwY+TRWyHcZqr0tK/BmzWBO7vCyS6mnDzqVKcUndYrEEpmZ7y5ABHZP0g5D2Vg2bc+8ZGTBNgp04/RdTpHWe5lCcAADIaPmNGY2Awz3AJDfeMsAENHzD/TINCfpUuROqzjUptvqGEM9tX0hhMWyGiGzGhghoIERgIwBgwbIbABGDZjQDBveNkNgA7xoDGWAbsZJsZkMzGZZe4bPcnzMKY1OnSEkpmM4q/IyIXQS91hoTnBOAl12py6ZOqTNKlsNGpKXTtm+AIrOA59MpkuoS5LBoYKydM+2L6q/puhlxsjG8o2lO8rCGWxCDNdiIKmIuq5ldVpl5mC5SHUuFmLIr4Atbi1FlWd7AJXh3Z1ifETxt0WK3Ny9vTdSeX+kET8Hz6TiFNDrDjMOUTnWE54SCbCuKq7hvpXqae5F6SjK7kO1w21SozKlKOVOlvyXz5rdXmMXLTtiajU6lPpTTKq1UiJXWG34QwGC7/EPOGanGpNS6XKpzVQb01J0Xeyd+8xHgQFDeOH0o7afmBEpjoWVRHq9ygKEph6YjpF2mFnxk33F8A94wqtDmpp7FEg6XRW8jji+08LDTWKxUqs3GbqEtb6YqNNnNvNKfIIHDzfABMaEyN/KXGj7Y38Rr4jBsKIDHS5rMXUba1VknO4dkpv3mYJPkAGEi1cXyMK4Xwgxg6lQqRVqu91lQqqOLT/AAaFiB4kh0yG4w3AndLc0y11F2SV8AzbxgwHtuKSi4Op5NuTEuPciO4R3NKiI+QOzkpREjcYFJTtBqtDqdQQ7RaYUNtLCUOfOX3mIs4TRJ3HvB0djWK1/nrCRwk3Gz+QDfuGXPkHAtA7e10vlOrGdDacmaEV/V+OWwwEKlvusaLi7pLkE2+4VJiPuyTYZbuZCV0fZ5iGoYUqOJY7TJU+AjM8txeWw1lI3FkJ0cjna98akx1aOdW9PvkEVj8jDph+eUKWRSP3pfrOrzjGmxW7cYLPcOivU2y/GdPtTmSdq2jb7mPRVn/JuCLyNgOMVRtRt6Ia+5h/qlBRCoPpCqG1m1tI8+VGbkHrFWCMTYWeyV2kS4zf3wm7p/SEdMfZYptQuz7SPk/rgG6PLkR1547zjKveQs0n/QLAwvtr2kYfIkxcQvPtl4XyziuEI3hW02RkNHSFA9K+oEwSa9hSHMNpFtRheQxOqB6T+z6fb1tTqtTjP2jhI1koHGMmK40ru3jWm6pFh09NHfMLbPspmZExMZxkLXzS/HcRb+gNGOtvOBMNyYzTEv1zro3nCc1Mg4ZSSyPeQNTk5nzCTR2bQdvGzCvVHQrBS6c4bl0OTGLoDltb2yYaoGGGJmGK9Ta7KccyNxm15rIHESlk77Vu59wJNKkLIyQdu4cZHaeAdqtBxLT+mYkOFQja+Tfke0DhjA9mtforr0zE9OZUfVtPtTW86Bw+84pas5oOxApDykOZySMHQUZxWE8Vz4NN2kstUpojNqNJ47hgo23TEUGrG5ViZqcMj0+EvCKkmTZMqQT761qUpGS5jdOkpim6TraVktOUrlyBrr3YptAwzjjafTfV9NXHqUaO+s3EtW4dMdB5k/EcUehSz/l0Z8vV7/8AdjtiyQHC/pe/6QYH/lyP21ilRdXpef6QYPn6uR+2sUqIY2Y0BDBYCMGDYDQwCGBQ1caGDAGDBgwBsiAiGhsbQwYMATuFlNjZFcyAS5gRDArKE47OKJDPpK1dnJ3jJtPlwpKo0uO6y6jtJWmxkCozzsZ9D7C1NuoO6VJ5kYXS69UZcuVMlu6r8ntrMhbKNhkfkAWC1+RrstkbRJNN7r94JbEGltAMhlgIYIKZu7htKbjbRpI+IGOLQfZIXDCuPSJb7S3UG0aEdo83ISTZbhCJi6pyIsuqpgEwjOV/GIYS133KPcDmn3WnEOtOOIUnvIdJlq73p+yjC0A4rcFqpz0cLhqDdTtqGHIhnGboq4bKDug2iFSJTHcSZrM85glKFJVmMjNPmO2yNKSbF1QarWJJdVjSMup7PO5kWGN+S+8VnpDyy8s4IzNuO5nABRIW5ZB7hx3WLMzMwJtZpVcCTYkq+ALvcxCR772ckl5Ak94CfeMIxlNYNDY0YxtMAiGrDY1lNlyARsaBrBshgwBhDDGDYAO8bIbMrdwCN0Cp1SVNl5hMe4t4zMZmQG5vIrDAAuY2XCu4FbIRXAT7VzADIzJNzAVKQouR3BjaiT2iuQ2lOYzcQncEDUV5DS7mkwaUhxl/Wa7wXpLcSbmTcQ1xad+4dIB0d4yeJaVKSoz7u8PDtTri4DkFEl9uMvepouyoM7MV9bJyGkHkbK6lGYWwq3NZZdaSpC2zRayi3kAIefeejdEJnejeRkW8wUiIpKDJ4yQsy7PeHmk1g6dHdWmK2/IdRlJ1RbiMAq1MqUdSKjPJozkNZ02HOQzNMSm5F2UOIMvER2E4oe1rHVGoiaTGqpuR0rzI1yzmQiilSJqujxGnS80d4sw6TsjoeDYrs6ZUa5iNbd3Y7C8jLKv9oyA+4Z9IR1UQqbi+gsViKZWW4kuMQ7GNEwoqL9kVNxGwTE13Uap+n1zf4wao8yieq5lTKhtMuGvJH1F9gRImTU3fUQf0DoFRU2Uup9BYbOS4v2ZMceYJZUSVEeU1KjvMLSfElaDSZfpC6m1SoUKqxqpSpCo0uMrOw4nmg/MhYSNt1RqHDinDVErTfIyXHyH+kREslV0hw1f7BmS6S/riS1x/C1Yqcp+FBdoTR5dOPqZkDf2Hyys9DkM1Vo/4I5mUgdMJppiImktKzkRqMFsxTWfclsyv9YPq0CfCfUUuItq3mEpJXf2hkR77DJBqG5LKSMjJSl7jI/IDSszW24TaboOyt4JlrcMifbXw2ykNGlCGkGZmZq57xHjG5y1KkOtILNbf9IOqMBqJCZdbWSzeLiR7oTFxmRoOx8rgEnVOxGZ5S5mIaOgQmpEZ1xS8po7KPeBDJpNy6t1930BTR9MmpDjhnZJcJglmOTppIzPiO5mDV4ehOpJbat+/9z3rfoHa11eQ4w9CuAqLtqLX3l6ve/sHaV/gA4P9LjftHh9/7nI/bWKasfkO9MR0ymzKg0cyjUue7p+0fioUoIfUeG/afYzQf5ggIZs4Zt8DG7F5GO7EYfww4XFhuj2/iiBpGG8OpV1eHKPk/ijYem7hPcMuO80UHD/fh2i/zNAORQsO9+HaL/M0C4hm7ghKDV2SUf0ENrbWjtIWX0psO/4tNpcNzUh0alMK80xUhRMYiTdPptNhS/ysNCwo3eepJM+4YZWHoGqj0Ev+ztIL/UmwD1JQFf8AUNIL/Umxujd3n+RXAtNfPKf6B3+miUFJ7qJR/wCYtg9ulUW26iUb+YthobvPex+Q3Y/IehJ0+mFzolL/AJm2Ber6Vb/MtL/mbYaG7zzJKjPckwaTDplubP8AQPQhFPpl91Hpf8zbChMOnluKkUv+ZtjOs3edxsPFzbV+gANtz3VfoHoquJC/+W03+bIGkRYV/wDNlN/mqBuhu87Cbc7kK/QBaLxluZWf5pj0W0oqezT6aX+qNgxBNEW6JTi/1NARxs3ecqY0r+Du/qGBlGlfwd39Qx6MI0v4NG/kEAaCaM7dHjfyCA62vONUaTf97u/qGNHGk/wd39Qx6OqbbM/3vG/kUDDZR/B438igZ1k5PORcKUntRnv1DG24MpfYjPfqGPSLWXyNKP5NIzWX7qP5MbozZ5w+rqihV+gSbfkVf4A/SqPRm2VwXkpJV76Bj0SzKVzba/UIbyNnzba/UQOmid3n1UYMwyInaW40643n3MmCmI9bON6sagydLPnyIZVxj0KaItTMbTH1tkDyddvuJr+TISbvOE6RVb/5qm/yKv8AAYVIqvdSpv8AIK/wHo6Tzze/h/UAylvGXNP6o2mbvOQsP1y/+Zan/NHBs8O12+6i1T+ZrHo4Tz1u0X6RhOu5bmo/0jG7vOb7GcQGXDQqqf8AqawNOEsSmW7DtWP/AFNY9FESHyV7VZfWD0SJX8Ict9IiYN3nW1gfFbufSw1W1Zf/AAShr7CsX/8Adavf/pr3/tHox0h8+T7n6RhuyD/6Q7+kYp50ngnGRqy/YtWfp6Cv/AK6fgjGTL+YsI1iRu5HBWPQ5Dr331Y2t58uTqyGm7zqcwJjXUyqwnW0rPw9AcAy2d46uRqwdXfqgr/wHoch1al3N1Zr+kC6VLNRp13C+sKZu883dnmOlWIsFVxB/CC4NFsz2gna2C659PQl/wCA9D23ZBmZm+4o/pA+kv8ALXcI/wAYKbu885WyzaNGVZWDK3/NFgk9mu0BJEZ4Lrn80WPRLO4aeBxZAolSM2+QuwVad3nwnZdtGf3pwTXz+iCsDLZNtJMrFgTEJn/Elj0JJ17vcWBkpXe65+kFbvPQtke0/wD7hV/+aLAi2RbT7f8AMKv/AM0WPQhpbtu05+kGNrcv2nP0gnd55/ah2nq/7DVz+bKAy2N7UD/7DVv+bmPQknFX9q5+kDJxX31z9IaG7z5b2LbUl/8AYqq/yQWlsW2r6GX7BqrqZ82fT/2DvhJqI8+c/wBI2pSl79RX6RPit3CMXZFtbYhuxftf1NbbnmgNx7D9rX/caq2/JD0CSZq5KP8ASBkbieSj/SKTs8/C2I7ViZt9hFY/UGy2IbVNP/mNV/5MegXFzzq/SB3LtXP9IiF7vP5vYntZMyJGB6mku66Qqe2K7YjQRPYIqjh+HcO+syveP9I3nV7yv0gbuDqJsg2u03U/5Az3DX84isN1XZHtiqBoz4BlNpRfKTaEp5/QO802PvMGJWSN1zHTdG7g1eynbAdIRS3cBytC5ZjNpBLtfzCeobDto2VoqdgWsZS7d1tkdh3s9LUx7QzO6wpaSfO/Mczd57Sti+19/JmwLUOBBJLshVJ2D7QSosQ4GE687UnM3TGFx+FA9B2yPzMCUSuZKP8ASNN3nAewja7e32DVb9UGI2IbYInEnBNZT9A9Hmkbu0r9INQ3z5jJOx5xv7HdtU3U6ZhKuu5+3qEBRdle0ePFdYe2a1h2U4v98W7A9GTzEjd2gVmXn6xQs3ebEnZFtJz/APMSvfzY/wDYCH9ke0kiL/kLXb/GM4PTdq6Gwl6MhqY5JcM3F/siJN3mW7ss2mMKueBsQpL+IrBb2znaIabKwdiFP+oLHp06t4vZrMiCVx5zvW5f4BKtnmIvB2MGE5E4WrCfP7lX/gEysN4mjqzP4frCf9Vc/wAB6fGtw/GYApSz8RGCrcbehnHmx9rbr0uDLjEmmrsb7bib/QOxrpAEaZqubaDPzJsiGWEMVXPMiVvBCSQpIPnJzq5ghCCR3jtSBrZEjkQNPiLkAoWgyA8xFyBjSdwOQ2paiQz2z7BApW7eDicQkyf01rNBmskp7xqZQ7ZVjiPjJVVhvxegVenPmh1nUztmgvGN4Ox79keOa9SojLCaPRm99ROQK2pOCMRVGhtVKix5FDrZ1GTHmdI4NWE8rtDbuFao2vH2H8PYdq0GHUIDMeM841wSFs9rrPni4WuJyt0p6iVOq0usUqeintuLWlEtJNn8Ay4C2g0Gv4PaxDUqnSaM4t/RcZeknwJ8HcKgVgio1WlVB+jxsSdMjxmOlxJMFMZmRlVxJ4PaCU7QI9Lq2D5HqnZrVKS6qfFN/wC5ty0I7YeCxcS4xpVMwXKxNSZ8OrtNqQk+jyG+JWoEkXHbMfFdSodeRBo0eFBamoeceMkrJfPuFbHo1TD20pGFsNVAqLWziuUsmo3AS0L4xmLKZiKs7QYuIYGGZxsUykwiegSmuCYtBcSQsXRU8TYepUViTUq7TozMhWdlT7va+qwGdeonTGIXrqnHLfZ12WdbtI97kK3rpSV41axjI2bVSdSptE6CzT+jJWqE/a19MN03AWLKVs4wnPpjDX2SwFSGHmHCzmiO/wDJ/mALNexphSNS25z+I6WmO4vI0onrmr6rCQtOJeaJ5kycStGdtwj3LIUXtYwJVaezhqJhKgSn1U6ATSpcfIaFud+dAu+klMKi01mYTZSm4aEPoR7NDmQKCKbX6FBqbdLn1mnw5i+w09IyLBU/FuF6dXfUM6uRGKpmQnoqlcfF32FL7dsN4mqONqnKjUeqTG3mWSgKiIujgtqZxPqbTnZu3X7IpWGHGqe/QGWzccjdh0i/bAWQRXPcIVT8dOStpb2DDp0dtTfJ85qLq/M5ictrRr7vIc7FhrGadq0LElQw1XJr8TEGobrTiejHG+T0xouePjbCT0xUFvElL6Y3qajBu8SMntO4NFV2q4KjsQ5bNYjyjdmpjuEwoyWjP8p+IGajYfedTtOcmYOW3Jq0tTkDWJtDi0rT2EOeAQVjB+NnKW88WHJ7sCm1WFJYjzUtqkLS3mzN5/GgSL2exNh5n1hrVmI16sydKzrto5/Z/SHqIpt1onmXEuMrRnQtJ3zF8BT+0ajYqfxDiiXR8IvzY2KaK3H4XEo6M6Vu2LJwEw8xg2jMPxHI0pqC2xIYX7RLiEDZDfiXFBUTG9DoL7KUxKow845McXYmtNGcblY8wZFokesO4hjORH3NBpxm6yWsu4Q/0hMK4kxRU8Nt0Kny1HEbfORLY07NZ0cCQn0sYPvYNxh9r1xuXhonYsuiIJDJPaifbMiLZSbTNoWCY9Li1l7EcYocpemytJKO6vLkBUraNgep1ONToWJYj02U7px20kojNYq9vCOKYb9JrMjCTryXsU+uH4DDja+jMfe7DE4Zr50JhacHux5B459Z3snO3F/wFtWFT8cxChV6fX3o0CFSql0PWQvUNYAxtDotUxfhymUSqRnGKnrtumZOIVwe4IfiHDFcqxY7ZkYTefZqdWYlRXelNtK4PE2QQ4YwhjymTMCPVOkLeapFXflOr1287LS+9wwsWPE2g01TldlTpkVqnUuSiOUhtfHm/CIEii1ujz69IobExvp0SO2+tjzSvsLFUQIJYxa2xU+hLhn0ycgoy7cDiiTcPmAIWM5G1A8SVnCTlJjKoLVPW4uQlWZSFWv3c/IN0LHq8+LSqTJqtQcJqHFRmfcPwoEbo20zANanerqZiGM4600t0mzJxGolsP2K3WWsLVgplm2jpz+fU89NYozZVCxDX6NgB5nByWIeHSdkO1AnEXmoPwGFrWjTdoFE+xSJiaty4dJgTXVkyrXz57LsJXR6lBrFPbqVGlsToLx2bfaVwH/gOfGdnmNF7PsKvHRakT1AqclyRDbkoTJWy8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NkTwPZ4tXrzRd0Oo9K26+mPYayHEjf4xeVm6i2adpKOW10E3KLwx748vC1j6MWpa2aqq9KzkTQmD2qm5nwfbUY7bHJ06EpJju7wR5fHw6pI7ycNCMHbWbmbk2khxJuylInP2ct6GRvcMIGsg7h8ketA5IDRnCUkjJJx6IsrXbOoQR0r3Genw3oJmf1rSuizyTHNjYG9eaz+taMG9BlZbef9Vk/lqni9m38xULU8sRqYxLL7yAvhwxivOrfaY7tC+T80zsWe10UjHGSoj3z87d/KLxZj0pmiY+OHZy9nTzI8BO/mPdiNEtrOaPeedvmT1sHuMNZuYu/DGiU0HMLNm9PZOhZBGiwwe83x+dqfxRsxsn87vq11YK0VPHzH+73v+Jyp/Gtshs9paeyKSp2FXOlgLGMYxQnGdkDtCyx8vdPHMx277PitjD7hFyK+rpaXL42Pd18e1MPBWTdBDpctgAdWVVQ4SuPwRpHRVjOodT0dsHle7Mn7IQXbgdpiouFdNqCeAikoxiLPxzrYdIW19oshp5KqJ9TLJI+qmYzzPTmGOnoYYbXboWwxwx9rG+CcjyKxgpC4PZy2HDD6lLwgsOWv37UgRh2zZkN9Qlo+gyPBRiFGR72M3juBylnue4fJIxu/wAqPnLsFGg0/e0bvFO2M7PHqkYgBhLhxEm/HajJeJu4N64wlJntb7v0RGHLewI/L+2OqGAZ2O3O6hOYpAmwe/fsDMhLwt69wwjWnDZQ0feVzpBt6u6okb2gkOb+CRxvkyFayKHP2PMjEhVEnlGKNqcPiM2RzMhNqoct7WMY5xCgGSRjW73NVF4y0tDf7H+RoLhFBeBI2op6fmd71YNTU7q3Tdyp2y1FORBI8PZ9ZGvJV41LdrjdobhWTmSspmsZHN8XZ4I34E75X11VWgVxIrIDy+/0V0bUW3WOmhUzXCCg1Vbeolkk2MqIh/41VNSXenvbW3KaERXV/ZV7Gdkv8Z+0q74FG1uvV9guXstXHzaS7NZy6icP2tm/XT6irxCIaXVNO2aE+/ilHnk/xiouCVcjX6ertIxWueGakuNL9XUeZr1oiKuUNPa6m4W6Sm5od9S97urf1lA/zrQtO1Ft1bT0VjvNMKeelZiK5xfY/jFVtYWN+ntR1tmfIJRTPwJB8SyIZXThJWXCh4g2mehDu+obAcD4XqmLdPouU4cblWzskLA+NjCY8x5Q7brV4bUkY6JCZ7WN3AJaVhJLyUlGeYCwtzhHF0I3Df8ANdIehynADOVjwwmlQwlhLDlAEcgyjFz5OjCEVkW4Z8EMsZhaXgoGlQ2QVML+n1zM/wCVaFnPVZ/P9bD18ZWf1rQwABhUef8AWfu6tnxvexUuakfJMwntVz1zzZNRU8f/AEflPcokxxsavB4vYQtdFGd8kbMA+ITueLlnsy8Y6/ckrO8CDY+N7SP9aeuEYaGHLXv9F344YIUDNsnbkF/zUrb2yF7opmeP1b/ko8RyMxK7wYfT1TylqvaQd0T2Pb5B81uMHtMzl9jO9UzjFPybJBzJOXvl3PZ8s+CuEUcnszGCTvWe8eqOs9noasfwaMd/8ourDJC/t8fVbnwfsMNjtkV8fDmqrY8sJ+BqwYEkAfMr1Na4w7T9rpYMGOnoY2T4f5OxK3DmblynmcyRkj+3epOkbiDl79/LTOikilD444/qfhTyJRxL43ReXbvTqKP3WxISU7JI8SfD7yNL1EkEGGPfsVbHDCGko0DQ94RYnl7HtZ3JoyV8MvedqgkG5bIGbU4IeD2DomrMOG4uS1HId5Y9+c+CMHtO47cJxI73Y69UzjOHYJ6p3Gzd3uKNkxvzlKRb8ZRjsOQ1hRXHaAD0VgOW7+jihMfuy3mEBHiZnqSg2PMhBxtUqQhKzl7GM8jU2nm3nOU/ljTCviZt9z47vFUgm0yObt6deq8vcddI12nNX1lQaDlW6tk5lJJH5F6hommane1pzIE5qaOku9D+T7tb6esj2bHNmZ4KK8IIniVonG/Qh0bqd0dI0m01XvKSTH+ys9xhGzimmERBwCpL2tl2uEcdRFFSNf0e6Fu3KhfwTjnSSfWH3g8itCtJR3CaoMVG2SR4/RprVTPlf7zO4eOU/pbrX0s3NpahkUn6gTSplkqZnTSuLpHHLnH1KgRB7ML0/wDRqglh4cyTczHPrX7GLzOync+obE0dXHAXsvhtZn2bQ9qtNTEyOdkOZtv21ax2l5t7m+KTa3alZmnIDUnE0uDgfRRgZjnA9ELyHk56FDg+DfRJFj3d+UHPjJBGUlG57QeYUttf8+iQqGhzsbuqBncJO9v7bP8AeLStvRZpJJy3RSfHvZ/vFpm77kGA60jfJe4mBnR0D+5QssLzRxs+P5qwao3fughjL+rYH9qhQ5xrJKf4Weq8seopC0xRtExbvRnNZI8SEDA6bkNTRveAAMu8W/elKWln5eyWIFny+9duPaOfGBC5o8PHKVp3u5YLiwgjAI8QiV/MBjjawBg8yFkQYWbRgFVg7t/1j/Oqzxp5n7hJM+G9ittLsjiYwxv2fxaqfHr+8GmI93H7VsWxh2n6D8p3mjoOcyH2iZsfMd4NyfFepbJZqTTttdSUgL+a/fK5/Xc/5Ly1ZZNl3pH+TZKz+2vXQ7qlwx2EZyn06REFLLSx8uhG/mP3vfK9TsZxIGMb2fNFbHmTG4bM+iXgZvdsYVWBtgz2Jlc+WJMuOGO9SmGoNW6WsM0sdwucTJY2fURndIsR4ncUJtRiOit8MtHRg7nkP7nqDV7FqyH93cmmBPFIJItzH5+P7CuF09morbJU1PZyGbnrx1aLpU2y701zpnET08gex2VvLuMlnuWnzHLaat1bM32eogj670EmeK2jB0/KMvu/Tk+dQVw44WSOuikorVUyxt8287crDbtRzUVUY54JoXnqWSM2kfcmCHg3en47/wDK+ZrF+8N/wP8AeK+2/jTw/rKfnTVdVQSb/qZ4d3+7Xk5cjXi9fVPFvh1D1GoTJ24wynef+5RTOOmhnTcoRXnP+Ds/868u0ogDw6cEtz1a12CQvQOheI/BzTsML6fTFXT1gGDO6Jksn+ejLTNH64tOp554rRT3NvJ8z6qm2xqzGf3faqXbuMnDqtw1lykpJCfLNCGf96vFL7HV0zKmjqqeqhf5XQv3MKobRVPIj953sajxhsrN7W9vzTLUFuq5qeUW6X2ep5fZ/KJDRFLeqGxw09+qGT1ufebVBJwM7vDCdMAB6hKiEHrjCLIxw8ArBU+K2jhrXS5tXMEFVE7nUjvsyfJeNLxbqu03Ca310RiqYXbZGO8QV7sZGZ5DiTYfRy8YcUZayfiDePbJubNHUPj3/sKa1yqY8UK7KAooRnPRahwl4VXbVdVFcrpA6jskfe+WXtM/6jPvVI0ZJa4dU2yW9hxtjalpqg0ddnqvQuuePlipaIUmkab2qTwiknj2xQt/YVokKTg/o+1VENY326eWKRj4w+Xp2nw8FoMM73jc6PZheV/7sWvd4JukRHM5nL5Ee1b3wb17Hr2nrnupI6GroxHzGMf2vj+2n1hb+o6pPb4keqdyQhw6FJiE58VGCbWdOnqilmDsTtjA0BJTdHOGOqBtM/YNgCavjO/nfJPnt3HKTqB7vDUERXhk9OZCzaGOYCtOY8bG9PQLOHydw5nL2b1ocQzG0/cgwjVZiivfNlPvOSmdq5kvMl5UfLZ5P0ie60paSSup5uUebGMvf+bfGojSNzp7vFLJHFJT8t+3vYvLy9J9M5nf1cJGdAnEUIMOS87/ABXSNzKQ1n86ewNMjHlzBloXdgw5Ocl8g8vUI1PDG1wOwOKFkb8vc9vQ+CXjYMZA7kC1HUe0Rsj5Wxn2XKD4tWY3LhzX8rPMp5mTMYxT8b+RC+R48qJb5Km7WidvNEHMjkZsXRh5YszC+8UseN+6Vn9eV65j7XefB2eVeddE2Kei4q0NsrYPeR1OQyT416Kj6HDx3qG6cRdoe/BGBnCyvXvFx9C2rtVlt08FTH7v2mQKwa64iUmkJTSCL2m5vZu5Pws/bWGao1vedRuJrXtbk+SMbVTFfqqiaqqHT1EjpJXu3Oc45JKQPipC2291fHUuZPBCYIjKRK/aXAeg+ZVg1xoK6aSs1hutwkidT3ml9ohLDnH3J8bxVqKP2itgp845j2tz8slexNFcNNN6QhY6kpxWXFwBlnl839BeSdJU0tZqe208ERle6pjw359wXuuoewVDo/UdFBROKWhLdq7T9RH7OG3OFu6lqPX9heO5GFkjmHxaSCvez+WyohbLH0Mi8S69pG0Osb1SsG1rK2QNH9IoK+jNBLgB4nouQjIOfBA4rKaWjndBURujlYcOa4YIKeabtFZfbzSWyiic+WplbEzAz1JVo4c37RtBVS/uy03LfJJfq5/aHdn9Bb3aNf8ADHT9lhntENupnyfV09PFmYIMS4i8JdTacv7rbQUlVeqUMD2VFJTuLT9yhbFe9b6HqJHUT7hanDzxyRnY7+g9exNKag/KsPNp21MUb+9m8eZS1QYK2E09fTwVUP2J2b/9aMebFeE/HCC9c2n1nUUlvqwP3vUMj2Netesl4tF5pvabbcYKxnzhO4qqXrhfw/r61tW/TFPFIfrOS5zI/wDNKUsmjNKabvX5TsVG63vezbyWzv5bkF0e7pkFJczd08Ek2TsJyk9wd9yYFHdrdy8u/Se04616xZfKeJzKS5R7g4DoJfiXpuad/KfsVT4j6fbrHh/WWnlCSrhbvpHY6h48VYPFyEBLzxGJ7mOGHNOCklGysMcszwyKNz3fJoytS+jtoSh1dqmaa9QufbKNoe/9d32U04E8QLToO6XCW7WdlwiroOSH4y6L8Px/7l6B0FqzRl99rGk8Ubj7+op46flOQ6eceNWipNK6sqHQRCK2Vb3PowPhb9lWr6JM5j1tc4vEPtrwf85qvnHHTlHdaiK43mtMNupqFzW7P03oq59EOigNVqKs8ZImMZGf50G9sIJRdzeadyTm3sy5Gdh0QcfFGCrpGNiIBTWR2WZyjFmRgpvJlvaR0Rhwb08UnURkx9j0ZjiW+CK/c8YHRBEVUcnMHXYzmMWlLL7+yUO91G+Z++Ptb+2tP64H4IPOHFCavl1CKOg+vkot7f8APUnZ6rmMfTR0gjZCGNLx8RTXWMMv90ah9109in8/7alqWnggiYylj2N9eWuPD0itZIa6OQyAMLPKloQInl5mJc4nLV0Y7vmUMrGxzNcB3YW2HdXdT5VzcsDh6HwSUEvMqeS0b8Du+5OxHG44IIwgNtkfa5oie/l+dUu+apm0Y6gFVSe0xVB752fAr9G2N9JNCD3cvwVD4gWiWr0LW03KzVU55zP1di6KuElos091pL1LCOa2PME/xd6lmMjLnT1HYyIF8iwfhhdr7qK4261e+lhpavnVEnM8jFvjhzWmGWPmQSDY/wDYSpHlW7Ouusdd1klDA6qqq2ocI2MH3q7TcCdUxNbzLhatx9GvJIWz6RsFg05HLBYrcKeWQ5dO8b5E+n9q5XQsfI/zFSEYdNwSqqezyTTaho/bgekIY49E244Xq2XSgsFNBcfaam20vssjfRn3rTtQabrL7aZaW4XKWKTn9j6VUDXHDuy2ughgh9sNyqfIfPvVD76NmlKOYfuokqM1NO4xsh+z+ut7pQ8HL1SuFNhpNOafFui+tI50z3/pFeYQ7HclYIV+98oWO8UeEUt+u4u9jmjikqJ/fsf/AG1rF0NR7ZSRx/Vo8TC87GIMG1PwAu1FSQOsVaLlM4e+Y4bdizK6afumm7j7JqK0zQvJ8Xhe3aT3EXnTDVVmtWobO+13mhiqqd/kaB3x/wAmo6PN/Df+4xmSLUf5R52zpJV+TP8AQW4aPbw9iArdPW+zuHpI2OMuWaXz6PTYHCotWoQRnPKqKfyD5LUNMWK2UdPFSsoKeAwM2FrGeKY5drJJIBDzIQAPg2IYqySf82ixdnu4+xjUfbtV0OuYHR946ptLHBzmyY7kLO5wyUEjGbz3dQorme7+sRI539/TsR39/ioW9XKSippZaVwnljjkeIT8SoXu9U6ONge4M3qIs1/hiu9TRzyyRCkZzue/yrAKfU+op9TRahvNVPyJC+OSGM/V/wCLVgpddtvWpRR0dGPY5KflyMqPN9Yt+Iumq+FWk9SakF1jrJ4mVnvHtp9mxypXGvg9DYbaL5pUSut0UY9sjkfuez9da7oa/We7Vk1utLoHMoBse2PwarZcIIp7RXUdV7yKohfC9Yg8Ddcq9cEr6+x8SbRN1iiln5FR97XqV4ucN5tG26lr4ZpKqkmqHMD3/B/FqC4O0E914lWSEDIFQ2eT9lilbem+NVukrNA10cFJ7TIR2wfJL8J9I0ukdHx0cUW2tqI431Lv0j1J3aqkqbrTUccvvHv3f4tScjzv2K1gV794wgI3MwPRdgtd1C4O6lRK5zztGEi/dI09EoD2uQZ7cD1RkjEAWpOaUs+FH5fq1/VNZ9xOHFAzuBw1suzf7xnatJ3fcstvvSkLPtSMWphvQfgjbz/rOTl67t+f+ov/AN4n/M5cWyDz8tMNdf370P5z96/Y/XUzDH+c8/auPDtpCn6x7nna8fCjvYSAXsJyhlblzSADJ64S2/IwPRbYMoo2U8r+XH5veSOTuk95HzHoPPH1R+z82zYz7KBzFsZJ5EwfDTPuNTDL+dZsd+wpCm+rfvTWv93HzOX3rast4QUX7neIl9s04xmB3K/X7+xbNTMfzOqpFfRcnXto1PBiQvpfZpmfJWrlXT22SXmx4ezyIJNjAZBI89p8rQnOzs82D6prC4taNzSfkUoXDmgnIRKI92w7A1Rdso6k3Soqqx/Nf+ZyPKrAyMSDOAurn+yxue8dkaAlpDI49+N+9TTRsjyFHtfHDSskA8VJs602Sqiv3h7BcIW9xJ8SnMZfkMYTt9UW4sdI/fGAXM9UtSNk2RPyOvilZdW3e22mMzXe4U9FTuk2MdK7xUmI2vewxScyN8fMY9nqqfxP0rFrHRNxgik5dREz2in/AG2KlfRu4hRXGGPRl5JFZCXCjlMnnb+jSDa2wh0fvME5TaRmHuLQE6c9jiduUhtyNwBQJBnXOEq8uc0AEIkrtseSE1h3lhkaT4qBaMPD35HgkZZyHbtjiR4YRd88Uz3Pl7HDoMJrG97sgk5z0VoWvd1pbfBzqqWOnj+Pf8C87a91ob3qNwgd7JSU0mKerjMnvv4tatxAt0d3oab2mtYaenqsTwCHmF6y6ns+mq3VcVrqxW0kXtbsUElP9c79taFRh07e60zXqeP3Uce/ewqGsVBU1lXFHFM6HEvWTHaxb9oXhvh08t6MwkFRvji9o7NnwK4T2mhhqJKL8l0EcVQz83AjVZ7wtPs+txBZKi3Cljj/AHzUf9ac9bLqnUFmsFtFRea+mo4ZPIHfEsZ11RUXD59HXUlHSeyGsbIyOOTbULRbhpzQPE6mtuo56maqYKcFkUdRtbGf0b2LOsg4j6Oo9faZpIvym+hptwmY9jN+5V6x2nQvCbml10BrKiP3lRIO/b/Fq9NlDWiigOIm9I2M/RqF1Hpqxaj5f5eoI6vkeR/5xMEZw1uztX3mv1HHDLFQxP5NFzPjjWgSxvf5EyslvitltgpqGKOkpGN7YmKQUCMbXY7vRduaT08UfJx4Igw0E4RiEXuhfuG47glofqw0BEe1uQQwDKMw4dj0RBJC1ni3CaVOcZbEHp5JhzSCOqi6ve0EkuA+5FRl1zI1scg88jP94tW8PRZZIOwZlkj95GtTP7SDBtVSg63i/SexSP8A2e9SENSem5g5ezCj9Q/3/wBNFyveSW6T+2pOGD7TDy/BcOXpFMRZ348Uf3ZaCXbPmh6zkRsa7LfmivzTyB0u0/qldGA1ER3Mdj+ZEw7PU+qcSOe+DmQ9zspE+IJ83qEDyMe6znr8kNRH7TDJCOmWoY3MwSBjp1R6Xlunc0O8VvNVX7dTcwsfzdkkL/In9FLUSXN8ckvwpa70dO2X2iPzuVYlqqaKuFdJLUR7+x6C8VL9rBsdkk+HyS7mZkYXSZ6dcKIgnLnscHDY4eKfiV2MDGEc8PouZzWfYTzkMq+yTvYmdOQ1jXHwALys219xagtemLdVabdDPV1NS+Off8DWeCOjWI9reh8fROYt7oTnwWQac4xWy92efnxCju8bfds+B/3rHa/iJrqluj3yX6rDxIXcvd2Y9MIj1jWuMMvvpmtH65VU1DxX0TYKt1JUXF9RLH2SNp49+P8AWvMN81dqS9OJuV3rJhJ8HMVfOS7JyfxWiPa/DfXGntZQFtkc+KeLz00x78fNecuK9mq9C8Wqs0R+rqBV0zmduBJ8lRrHeLlY7lFcbVVyUtVEe2RhwQtz1vpO88WNKUevLaSaqGg21cb+nNMfq1Z0jcNLXGS96fpbhLGIJHxx72/NSmNvasc+jFq6Grt501VOArKGPEfNPrvWy+Z25VgzmG2byZ3+KB7NoyGfin0jOuUEjen7XgoIObfzX8wkjHaMIJedFDGOQC75qQmAaQX4+5Iv3t38yRhz5coIijpKWl5kscOZJ+9+/wC2iez09Vdaevr6NsdTS90PROrrJJtLIh7/AGdihaOluk0VJVV55FYx/kZ9Xy1fodFkv5akl2Ye/wA3VPaDEZ97LJLI9+1iZVttNxi2RyyQH9VRdDFc6BstfFVx/vWOSTknu3p9FO4nVGnbrxx0vY7p76ki93Ux/Bvf5Fr8NjtdllkFqoIKQbvJC3YvF+o9TVly1vU6nZ7mpmque39Ur0Vonjrp64WyFuqHuoLk2PlyPAzFN/GJ9F2NpMfMuFLzWVDEFHsrJur+qJYNdWnURfBpqKsqO/ZJOad7Y2qx0dDT08j5CN8/2kwFLSWbI+1JtZJEw7u9OX+dCzIJUDYnLw3CB7NoJxlLOzuJ2jKTnY4sDmO6k9QqkIPLj6IWENbuJzj0ShBBHXJ+S7AackJCEZpNzfDBTJ4e448Qnkvc7AOEjvayTv6qMoy6w7qct9N8f9paX/wWbXaXbSlvrzGLSM9B+CDz5qSvpf7qXJa48ymtbhKD6OMin7dJHLSskYqbqhlNUca6iOn6SC1t9p/aPVXKwRfvTrs7PLtXF6TqNmx+R4JKthbO7D2DanL2+ngk5S2NnkL1tgV7i1m0dGpKHErtmMD5oZe8Y8EtTRdm3wPzQAW7U4p2Yl3/ADCTniduaEtTseS0ICXaPmUk3Lj3vVWvklNS2x8ssPvGN+Biusm96Qq7bFW7I5APrF0wVPRt2t94pHujL45Y3+DzsVnFRGJWPcs5s9ot8GtL5JKTFUU9V7sMf05a0KFkL4mSOPRApqauprRpmuudbzDBFBIAxixrRHC6p1Xw4NbI5lHUSVLpKIS/G0+KvHE+outXSWrSNp61Fzqw2R/6q0qsko7RY3PmlEVNQ04D3feg812LhDWtvdxOqq8WG3UHnrT5ZP2FH6n4az0Wm5tVUN1irbQJOXTyR975lrutJafW+qtP6YrHyx2dtM+7VrAe57fgjWUz69pxTVNqp6f2KxCOYQ0sXn3/AJt0igo93tVRbI6V1TgPqIRK0fIHwWr8L+D1j1bpGK7S6lkhrJN3Mp2R+RZRW+01EDDgzCKkjzJ+jatN4fcTKfQNgobb+RhUc0+0TS/qSfCgm2cM+GWmqofuq1XNzYpPq5Itu9bhbNRaVttBbqK21VNTUj8Q0ULB2SN9Onos21NqzhlxD22QDFdVU49nlnj2bH/Y3qk37Seo7HFVRXkVH5DtjGGKWLz7o0Fk4rcLnUF+Gq9NVxt4lk5lbEO3k/rsWnaRvtBLTU1Iysp5Tsw17X+cpnQcSNN3CwR3aKWWellcyKQGPvZv7O9ZrrrR2otKatEmnSXUMk8lfSY+CT44VWHoCCTeCiS9Cqtwx1hb9cWU1VAHR1cTtlXTO87XK0S9nYgjKuRkBZJPH8SUm5cg5nZsS72tdE7coS5S1IL44o/Io2Gt96WU/M7GdyaxEx1jI8sLEjTmuqrnNJK3a34GNCP7BHTVb6zmSSb/AHjg5WsFrmJJYWU0VTyHvTKtqvydpu5CrlklZSU7w/Z+wpNgY6Tft+Bd7NBKKplUznMqo9kjfDKjbxjZLPU3eorRTN5nJgdO77l6s4GaI01a+H9ouclohnuVdBz6iomj37P4tU/irbqDSotls082kt/t8oYeXHuW5wQmGgp6OHlReztYw9iuMF2cuMcukY1g/i2YSTwh8ER70CbxgZRd3Yky92Oq4ntUB+qLA/c14d0wULZQ7qUk85fkeCtB3N3PB8EnKMyYylagOfsLTtASUoIGQcqBvUbt52uJA+aayzF7CTGOieePc/1TaodGOwDGURD3Ln1jWwxNJc9wAA/FalgjphZdX8sCKMS7PeMWq9/yVZeaNTzUR441gEH8GtbY5JI/jcrtRs9yxgkVCu03sPHC+ZH8Jo45Pq/h5bFebNUU9bSe0Rgx/D3LzvSenoOqjai5UguMdKyTe7Zu8P8AUpXl8wcuTvYoiktlPTzzysjXRg7yCc+qXjJRHRYPRBuOdoQLS+82JSKZ4jxhR97rJLXa5a+ON85pyH7G/nFJ07udAHSR8veM7UAxYDQxw6p9COg3DomwbkiTCewHcQPRBmWs7NWUWvo7kKum9hrIdjIdn5xWCykNoSaw4Efne/4FLa5tUl409OygEftre+me/wC2qZaYL3q/TdXaa2H2Sqn3QSyD/eLoC8MzBqDW1+1nV1+22WuP2W3yHyfyiguMnEOO96PEVrhmFDPXNj5zuntQj84H+RirnEK4QiGl0DpOoItVLNHSzEf9JqZPM5WDUek6C461q9IVcr6a0aUt7G7W9MTvDOY4/wCpKMatuoLtQXGSujq5ee+B0G7d1DT6KJLsuJPXPipC7U4pqsgHMLy90f7KjM9UwaxwS/J16tWoNB1Uogrb+yBlHUlm7Zy5A7Z92VC27RlFPxai0YbgJqaSs9njrGHzqmW6vrLbXxV1BUPpqiF++ORhwWlOtN3iW0ajobuwB8tNUNlG49CQcqCe1zpS6aP1XX0Zm5v5Lc0idn+wtb1HxSbetNSVlEcy+yQvuEUvkPTlujWe/SEv8N74j19TQ1oqaCqigkbs8M8tiz2YuAeGk7D6LVRqjI7M7T7KSw3qanulTT1YNLLFgcke8jj/AG1u3CbVdi1RJLE26NmraqjhqvYZ/PG8M2u2ryhXVgrbZQTSSSOrIGFkm70azy/1lXCzaEpq7hLPr226gay42+Vz5aTdy3M/ZVXwP73X1HCrjRVVtE6aSiM2+RnlE0T16dslbb75aoLpaZ2VNJOzcx7T4rw7Wagul3tzaG4Te0MjduZJIMyj7tynOE2u7jo++07Q+oNuMnv6dj/OsD15co5I4n+0SvZv+Jir/t9N+V/YxUCWT7fM8kijbjr6el21tbQ8mztj9/PJH3Kt2yzaCu2ppK6x3GeqM1Y2eeOkk3N3Lp4sL5QUsvPlkqG4dH4FsidRzRzueYntdj70RsslMahtdLHHTwfEoXVGq7VpeejiqJQyOuftL/sLDawfveMcyok8nmQWySmqppKimlZJs+BVnVGs9K2+3yGS8Up935I37t6dcILlRajstRdKaE08fOe0dPFBXOIX774z6PsYEUtPO8Pex62aduHuWYUtF+U/pGxVc3Lxa7XJs/lP/p61N4yxxKlYNS0rg37k5LBhJP6FA1mYPQIjWHGMJzJgIm5vyQM3RlkpYG9vzSwjaMI7hnoOqPHEWjc/+ZAjIzscfl4JrNzGQtc1vX5KQOPmk3gFEM5opHsBxj8EyqocY9SpbL2+owo+ueGu5mwu/BGUTWhgp3P5Qe5kkf8AbWnxnsb+AWZTSskic7lFgfJGtOZHHsb+C028uaqq5xx8kdNGAW21ghAHmbsx1Wh0Q/ecckY/orM9by1Y+kBNJKwbZaNrYf1meHRazBj2SOP4Ni82uxP+tKNHT71234keMfEtsGrt+9xf4Lo8E9QlJTmQMQBuCengqCSRtA3NGXZ8E9gBc0OPikI2jdnKUgcd5+SBzFJHtw6MpSBwaSGsOCixvYYz06pWD0KBb496oOu6yTROjr7fLewtqp5GRRvPwuf1Kvx7O/K8+fSM13NXVL9HxRiOlpJWySu9ZHbOn9a6DPLDqBtFeLR7UPdUVxbUyH7XXKc8XdTxah4gXu62qomFJXT7z186q1zqBVSRvDNu1u3xTVQSNst9zv1bDRW+jmq6kt2sjYMkq9W3gdxIrTFixmn3/p5Wsx/rVdt2tdQW2ipKW11UVAKXyywQtbI79p3qrRLxy4kSUXspvUbB9tkDQ7/KgnW/Rv1p7QPbK20wxfnJBUbtia3rgHdbbJK12o7R7uPftfKGvP3YVWi4r6/AxFqS4HL8+Kqt1uVxula+sr6yaoqH+d7ndSgQlpyGvLpQS1+zxSLpXYLT+yky0geZD0APzwglLZUQQc3nQ/WU7mf0lMWmjpa3SNXUtqqajqrd3yNnd3VTX+SNgVSGUcHp4rQntW2us0/dxSVRBlNPBPHj0a+PerBpyoFToc+zU1CK63VPtHNk871RpJ3TmMvJOxmMkpeiramk5gp5XMDxh2FeNErcdT36vtpttVdKqWmdNzXMe/O5ynuGFHdW3qKosVdSw1VN7yPnyed37Cp38cp3SFJW3K4Glo5/Y5RHnmoNP1NrnUNnulFPeYqczRbxX00R+s5nxSLKbzeq+urqmasqZJ4phtbG52QxvwBM7/PHLcpe5xlH15kk3cxyj/Hp+puWdUNQT3k5/VXtHghJI3hPaJZacRe5z7seK8vcKtJS621vQafjGKOImSpfjyt6bv8AuXtehpqW30VPRUNNHBBTs2QtYMDYoKjpKkqZeI96vMnK2Po2Maz7KuO0qraLJ/dVqKXlcsb2NcrgWjCwhDqRgpIhzXEhu5LepCIAQ4+KuJuEHASeZu1EEfoxKEZcuDevVaxnTcMduyCj9z+j/BGkbgZacI0Pc3r1VoI2MZwue3rgJXOD4YSVUXxt3tG5QIPj3PJTedhHXcnpDvHCjq6Z4mawM6IIm+R4pjy/O98f+8WnRn3bfwCyq9mSSGTmU73swPKtXhYOSz9kIPG2sp5p+PNxrOd7qmqWwLZbew4DFj/ESirBxgq5YIhJSSVsD5JI1tTIwGuZzN78Lhy7FRjCLnBQRnoiuPdldGDeo+vDwcYSo5gaZOhyk5CX+du1dseZmBj+1AtGC49RjKXhDI3bSc5QujLfEo0cODvcMoFoGxfAMhKtIaHHCCBrGR4YUfZnofVBH6kqnUOlbjdIY95paZ87GfpNi8d3We56julZdav3tTL75+xe3aWGKSJ1HNGHwStkie0/evH3EDSd80DqeopJwRBMX8iVnklYtilFFKMck5K4A58EAdUPVXXhfoG6a4uL4oAYqOEbppceA+5bloz6P2nKfmz6krpbhzP4PHFJt2N/XVV5cjPanVMx3iWnHzIXsyi4V8OaONjY9MwSlr9uZnbs/epe9aF0deaIUFbYqYQehgHJRHh8UxIOGlw/SAeRIcnx9cMXuOy8NtF2ilfT0lqaWSM2u3PDlBR8JNEUUcsdNZmVLJG7e9RcePDyZAzwYkyIozIB77PgvV1VwI0Mc+6qYjJ9ibtYobT3D3QvD+5Out3roblLTyHlx1Plb/QVI80Frm+LSGfgjwsBI3HofFajrEaTqXXaobXjnTHmUsUQ7IFmjGU7t2157vBa6xBdhcXbQNvoE/FbUU1vEBazHrtPVNmTxQsJgh3yO+16JKKF9RLzXMMZHifRZDY+9JPqu+qPVOZHg/UdqnuGmmv3Z65obD7SYo6g9X7N23+bKg9F/Rc0VPYdI1epa0cuou+32dnq2Fa25+CSOuAk6aCK22+mtkR2R08EcLP8Whx25QZ/w11ZRM1jf7RqAxWuuM8fskM7/PGtQlx4jwXmH6VNonHEHT9db8y1dfCGMjb59zJF6bgppYaGjpp+kkdMxsmT8exAXA3dfBc/aPLhB0c3cMY+YKIW+qwCv+8Iob0znCO8YYkRkjp1VoK5vTa5Ej7XbWpy6EkZSIYd3yUBpBlmfVFh3nxGR96O9wH3oIzuPyRASkA4x0TGdrHvwSns46hqZSEbnAN6hbZQlwMcjRHJJs3SMjWj8zHT5LM7zJy2Oqfd/Xx/21qXLYeuGqjxvrukibx49iFSZfaKiOeoj5nZu/RrZqGbnO3Dos11PpqH+7zFOD/Caf2vlyfa5a0anAhZtjXn4dj4MYEV+XPAHgua4BmXdSicwtGWBdGCM2HSta1n4pwBsOGsCSd3OL3jaUO89OpKBzC4HzkAp7tZtHqkYmRvYH8s4SzB29oQEif7vwTxg39UQDmfnPKnTGhqAGtKJebXZb/Qfki/WyKvZ5w1/nYnTQMZQ8uP2yOWP42bUHnLixwVNqkkutjrIorQT9XO/vhV/wBAaT0bHam2z8gxTVcdM01ktRHu3rTrxQU95t81urmb4J2bHj7lkV2uuo+G1VI+6wflKxVD8QVVKz6lv66DTbTBS2ylNHb6SCkpfsQM2/61JRT/ACj7FBUF5t1baGXKluFM+J7Nw2vyVSLzxq0tZ6/2SP2muezz8li2rWPrI0nLW8iX3nVjFhl++kBa4Rmx0NXL/KduxZ1feNOt7m6RrKmmo4n/AAwRbf8AvVR68ZWRys5jZBt9OqPSO2PywBz3+HVeG67WWqa7Dam91fL+yx+1JUertVU9Q0xaguDSf45yhj3lHGHh5czA+a8m/Sd1BQ1+tzbLe7mw0TNkkgPi5VOXXet5aQUsuq7o6InG3mqvCjdUS7YmGWV3XqfFGjYP6IN5HopL8lSUVNFNWmSLmd7MJu6uEOWwgSfrPYrmMibIHBsswc7Pi1qUqpt7AyDMcTR5PUpk95cABkfMrmdCXA948MqoSleSemQvWn0Z9FU+nLGNSztFZV3OPfFJy/qGrDOEmjKHXGp6O2OqOTg76lh8Xt9di9rWe20VosdPaaCHk0tOzZEP1VFI1fWTCI0A9oGT8k5qKPnP5kbzu+SWo6RsLt7+r/kuYYOsVvrLpbrrV26nlrKH+DTP/MKVr7d+UaKoonufuq4nxB49N8acR4aEWMEvD2/aTB4y0BxU1Jw9vk9mr3mvtMU74J6WXzR93iw+i9aWisprtaqS6W9/NoqqHmsk8F5I+lNYI7HxZrZBCYae4sbWsZ8nP839QWqfRB1NPX6brNNVJz+TPf0/7L1uDZpc5wfBFY3L8DwS83eUnG3aceqwgCTt6JM7krt9396JtPirgJs9Vwzu6ISUOMMyCqokp7MeqZyDtwnT/HCQlGThWMK5eY9gPT84Fpkfkb+AWf3aSOOnl/Ed60CP6tv4Kweeb+wDjTQbPS1PCs1LG/md6g7tTGXirT1DPFtvx/lVpj93GzmedefjXYBbtZ1GUi4EyDYOiXkcfIzqujZ3feujBCRgc0rmN7cBKPyXvbjoujLQ7agc0m50ewHCUkbgtaRlEY6MPDGOwcJSYyYbyxkoFYOwFw8U5j7mbvVM2HY0PPgVIQtywfegOBtj6eqUjb2AFFHb0KEv6dEDqJ66soqStoZqKtp46inmZsLHjO4LjhHj8EGG8SOBj20k120BLOHj3ktuz5v2Fh1t/c+yU0V/oasTiXY6SB/kXuenOz1WX684OaW1HcZq4CWjq5X75JIH+d37C3Gq88XK1aImFVPZL7V+672U9RB51WNlNy9+3cr1rThBqSw3J0NFCbjSAb2VEEfos7e6RkZhdGYj94RNPR7D7OCZv8WpGmvtrg6fkqKQ7/rH93aq2PFHHghiYfdKBsr5I6PmFyZuuUjY3MipRFuPomA2Z7kJ2/BlXApUzTPxlxP86KPBE2vKvnCXQn7uaqqp/bhScse8fIoapUYLeqnNK6fF8FRLNcaWgih8807sNK2Fv0drvX1kQsl05Nu2e9qK2PY3d+otd0B9H/RGmRCbrF+6Osjk5m+c7If8xVGS8OdAuk0Zba3RLaiq1R7bvlrN+yKFi9O2qjrqe3Qx3Odk9WB3ub5FJ01PBSwiGmgjp4wejYm7WBIS+KAdsYHawApB465Hiln5xgHoijC5hNrgTgrvDwOAOpKPIzq8FwDD5srzb9IXjUCJtJ6Nn6fV1txj9f4ti2KP9KLWtDqzWNLDawJaW2Rup/aP0zlX+Ams3aN4h09bV59kqz7PWfyb1njnOa4kkkk5OVwJJ3DoR1QfR2VgxkHtKQa3BVB+jjrQay4eba7/AO8bUGQVH67PgkV/e7BWKwDGegXFvajABpQq4aQc0BvVFx0SjwEV2AzolaIvGOpTdwJd0Tt7d0aSczYzK0K9fMxBrJIt7HkR7VpUQ9038As9u9Ty6d0nKfJ7xi0KL6tv4KssDuOP7q+ebJFF+TvJ/TVjmPNaWhqql5ni/uvyUwPX8l7grTQd0bXF/ivJxr0js3MbhHaQG7z4olXhrxsdldGSei7uIHsJflJN6S9eqVkJjzuKRbIwjDO56B43YcBvRxSkby1/Ld4JtyXYa8u2u+SWx1D3HKB0G+8AKeNeGgJHaNweQj4ycoFC8PPRGhbufgjouERxuCVgd4tIx08UDerqo46x4kj92xvnUhSvzEq9RcqWOOh5kkkmZG96sNKzEWPkgXhZvd8kF6pKgUc8tMOZIzua1DNLFTU4qXyNjYzqXyHoplvURnxyEFVoX82n9pmhkjkezvY9Z5xW4f2G+WV1zZRCGWjjc9nske3ettfR07hjYmdXZIqi3uo45fZ90ZZvWx89YbfVVD5hTRe0CJu5/J7tqZli9d6f+jrR225NqG36pqYpt/tFO8bOas01L9GrWdAZKm1VtuuLYyTHFHJtfsQxhpYnVottbdKptLRUdRUzO8rIYy5zvwRZqSamuJo6xhjkZIGSN9R1X0T0Vpuy6Z09Q26y2+GmaylYX1G0F7+nxvVV5a4f/Rp1XeMVOpJ4tO0fjslO6Z/9BejuHfDXSGhqMx2WgMtWfNWVHc5ytrsnx6ozFDSgd3YxgLjjmZXM6rnt9VhBy4Z/FNTy3Hoj7uzP2Ui1rWMkfI4MYzue5xwGrYUwAOngoLVGorJpq1yXK9V8VJTtHQvPU/sBZhxU+kHZNK1TrZpqCG+Vsfnl3+4jP/jXlrXOsdQazvJut+rjUzZ7GAYaz9lqDQOMvHG+6ziNqtBNpsYOBG2Tvn/bWNEk5JJJKORv6lcwjmN3DLQRkfNAntc3Bc1wz4ZHilG4wvRvFDS8fFDR2irxw6sYEMTRbKmKEfUv+09ZDxV0BeeHeomWW8hjpHQNkbLH5X5+SCe+j3rw6H1kBWnNquDORUD7GfJIvZ72NkLXtILXDfG9nqvnH6r1J9GDirBWWuLQ9/qR7VHJst0sp8zf0ao3XByuLHj8Es9pY/aQlOXvGAuYZTRsfHscERkIZFsYU5kbh2CEl8eEQGwYSNQ3CWOUhU7ltUBfv4OPrOyRi0GN45benoFmmsJrzE23/ku3MrAatntW6TbsZ9taawM2N6eiuMPNl1c1vHSMPafe29oH3K9RxiPOFRdRPkn47R7GAbLezf8Aqq+wt6dSvHw9Rvy8PyT0Qvf0wzxSzm729Ei4NjO9ehwdNNvG4tTem3ibcGJ03aevojCI4356IHMPeO8YKWgh3uwSC1Ep8PaMFOo6bDgRJ0+5AqIyH4PlSjWYd9yO3Bbgou7cdo8QgcxtJagd25bjqgiftHU9Uq4ZbuKAkUVPHGw8pmWp0H/ckYkqUGIfSt1RUWZtl09TuIiqCKypYPj2Sdka3PQ+rbRqqwUN2tdwglfUQsdLDHJ3wPH5teY/pkn/AJ82fr/+V+T/ABj1j2ltR3fTF3iuthrZaKrj8Hsd4oPou5paeiNGJHLBuGv0j7LX0zabWUPsFbH09ojj3wSf+RbZpu92K/w+1We80NeT6U87HlBIDu6FCxmw5XDx6I5OAg8c/Sv0l+53iM28QD95Xoipj/UdnvXrfR10ZetH2K6x+SpoKd3+wAq3xf0NSa80VV294/f0MD5KN/2X9P8Agmv0crgbrwbssZ+uoHPt0n7THrY0MsCKeiPLHJy+zzqE1DqrTGmoHVWo73SW1je9rZpMvd+wxBPB4wOiQqKiCmjfUVk0VLTs888ztka82cRPpQNAkodDWiN7uo9urBkD72s/4rBNZa81jq9+/UF8qKxnpC52I2/g3wQeqOJf0j9H6cmdQ6dhZqSrHTfGdtOw/tjz/wAy84cR+LutNb1Doay6SU1uJ6W+EbYI/wCZZ67zJR/kQJl5cV2zPilB+j9VsuitH6R07wwi4ia6t893lqqjkWy2MeYmTfrPf8kGL/cpGw0VNcr7QW+sqhSQVE7WSTfo2nxcnuobddqYm61FgntdFVSOfT5idsH6rHqABIIIJBVg9etitvAmKDSdhkrb9qS/tZLSRyFrIA8+V68+8Xr5r+7alNLxAlnFwoxsjglj2bG/qKvN1JdG3ygu5q5p6ihMZgM79+3YrDxl4nXTibe6a53Sjp6V1NDymMh8AFBQeoCUimkiLXsJa5pyCEGMMXb2hmMIPVHA3jvBc2QaZ1lNyaoDl01xk8rv4uRb88ENjdG9r2v+NpyF81gSDkdCtK4T8XNS6GrAWPdcraeySjlOW4/VQe3dvq7qkZW/YVc4bcQ9La+pHGz1jaWqi+spKo7Ht/D5q2Phe04wrGDLaQ1NZmuLlIbcjCbVDS0qNoK6ZfA1j/tq9sPY38FTqwdkfLEnnZ5VdGs7QsDzpceV/dmqpeT5LfH3vVqhe1vYq5ch/wClCvm5vM5kMexiscDWu71x4duzmYe6AamsnTBTzG0YPVISAdchda4iR5x1TiNu6MkFIx4cevQJ3Rt8R4hUBAPDDk/i+ZSJjZ0w3CXpxG7t3EFA7jaySPc0pGIe9wEtGxrRhpRotof4dUHGM7gcpYg7R8kYtz1RmhwHUIEznmBLHHp4rmMz4oYoXGXxQef/AKW+m62uuFuv0PL2CCOhEfxuk3rzg5pa4hwwWHBXtDU9Hb9da3ltbbvA2XTEclXPTk+fDF5/4migHCnRbqewx0dTOJ3y1zW/wnu+f3LcGYZ6J1bbhW26cTUVXUU7x4GKQtTPKMzyqjU9Gccdf6aIhF1/KNJ+jrDv/wBtegeFvHrTmrKiGhu+LFd5Pdxsf9TP/TXitmd2E5pIaietggpGOfO94awN8d3yUH0xe+KiZz5HNiawe8kMm1jQvMdLxj07w11zq+1WmglvNoqqz2ulfT1GxjKjZ3/0Fm3FPiPrOuoaLRF/qI2i1t5E8kR76n+UWVOPcUG2ay+khxAvJ22p0Vioz4ezx7n/AOe9ZBeLjX3etkrblWTVVRK7dJJK8uc4/Mkprk4xsQ5H2EHePVA4A+qEDASeHEoA3ZO7GVJXmx3azx0ktzoKikbVxc2HmsLd7fmMqPa0tcMeIOQvYl1tcXHb6NtorqMNm1bY4eTtA95JI34f6aoynXvDLTn9wew8RdKVM80+eTdwZN+2RIcPeNWpLXp23aJpNMWzUL6aTZbBUwcx7HH5NVt4On9yHCzXtg4kQ+wUktHzKS3V/Y+ef9Vv/ZrzxaLnXWe7wXS1VMlJWU8nMgmjOHMcPAhQendYz6wuHAvUdfxhqGUlRLKySx26WJkbw/8AVb8l5UU5q3VeotW1kdXqS71lznjbtY6eTdgKDyqO5ZwHZXGMucjiPt8yViiD8gOUDV4w3C7aMAo8rNh2k5RDkIAXeCEfNd5uiBeiraijmE1NNJDKOoexxBBW36B+khqq0U0NBqOnhvlPF2c+R+2oA/bWELkWPeOheLegtYNEVBcxbq+T/otedo/z1bJYy8mRjg5vzachfOJrnA5aSD9y0bhzxd1folnstFWmqt58aOoO6Nv7A+FVHsqaJ7248OqtLfKFgmifpB6Yv9RFb71R1VmmlkjjY4DnwF3yyvQOzHQrDDzpLWtm4m3KJ7cPiZHg/wCLVmh+q5iqUkcc3FG7RM6ODYcu/wAWrmI98YXn44jsW2O2glAWA+Kcs6t6okm3YStsGLw0HAKe0pAjAjGSkWMjkzlmEtRtjY7o9dA6Z0HVLU+OZ2tBKSywnqUtAwbw5hQOIsYOfFHjHvMkLgwCTKV249EC0fj4dEYEl+MdF0Jw3CGNrpn7G9Cg7d18FQOM3Eyg0Ba3U9O4TX2qixBTg/Ufxj1CcbuMVBo5s1j0zUCsvh93JLncym/+deUrxdq673Ga4XGpmqKqaQySSvd3EoFm324tr6quFVMypq+Zz3sft37/ABWrTay05c/o0waVqyz8r22bNHH8XfJl7li3quXTB3qhj8+V3wI0Y6KEDvV54ER07uJVBNWRSSwUrZKpzG+pjaXD+pUYDqrFoe6m1ag9s8N0U7H9/wBuNFiKvdxkuF4q62Ybpp5nSPcT1JJ9U0EfvMvRXnMhPzOUsH+894iAcTJtMfgEm7GXD1K4OLS4M8EbaDtJ8Sn1oR5KFp6IwIck3nqjOh6qxaI1lqXRVZ7dpu81dBOfNy39r/xHqq8H5Q7N3VUS+sdV37V98fedQ18lbWP6F71EwNzmQv8AL6JNnnKPH9U78VAOdvgk3d/igzt8UYdfuVAcsg43I8JMbsgoe3B69UmRtGUgNId0uSiOd3lGeMjcEnntPzUHHwXM8Udjdzcoh8cIoT4IPRCfBB6IOahKBqEqiV0ocX+3D/2+A/7S+ltWP3w//wCvRfM7TZxqG3f4VGf8jl9M6n653839SkTt5qnili4s3CWL+DzsY5/7fLVxD3tYHYUJNzP3eyR8v8xuU7guj2YXl5duy3nhyzoSi92MPRw3axgCOAHN6DwW6wSe5wLB4o0Hj4IfAjplKxBr39eiMF42Bx6pZkeCzb0XQsHwp0yFwIJXQdyx8b0tvXbOncEeCIueGgZKA8EJkwQfFYPx74008LTprQ88vN5mKm4x/wC7Ymv0guMRxV6N0pP7nmbK2tj+P+LYvN5PTA6AIBlkfI8veS5xOSSigrkIWwCELiuRcGeRu2t9AhZne0E9MIjehJKN1IBQA7GcpenGC1w9CkWtIdgowcQcfMoOftOSPQocZAI9Vzg1pcPmFwy2Nh+aK6MOYXFHJ6h/rhE3EgoQdoY4+CI49pbhwKCQ9mNvihcxgI256IchzcZ8EQkcsOPQo72NbEHbupQgNf5vRA+NpHQ+CAnoAPVH2ObgosYO5p9EedzsgN9UCYc4tcT6Fc1+5xB8Fxa6PLT4lCYyAPvQKShm0YCT2uJGClJndcYSbMlp6o1rgHAnKBwbjGFzjj1XA5RAkDCIQFxygIKDly5cihx0XbeiD0XZ6KxElpvrqC3f4XD/AGwvppUg89+PDK+Zmmh/y/bv8Lh/thfTSpcBO8Y9UidMCMsf7vaz3XeyFnerBF2Kvz8z92Nxi5Xk2bFZqSP3PvO9eTjG3MZ9pHaA0SFiADB6o0fh+K6Mb6A7LurghZjPRHkA8EEbMdQth7TNGEeOSTsj5fYi0zHdnQ9VGa21RYdG281d+ulLC4+SnjfvmP8ARQTji2KAzzPbTxMbuldINjGLzhxw43z3Tnac0fMYbcGcuorB5p/2P1FSuKnFa/65e6le80FpZ0joqd2A773/AGv9SzZAJPQBAuXIOAQoEK2rgEboi4QHKFGHj1SjS0tLQPDqi7O0dfEoc7A5Ma0o4b+8HCLgAH1wk8nb4paPtBz13BEA9oeUEnmY0eASj9oJcCkyCQSg5gxuyiknLWkeqMc4x8vFH7XDw6hBz3Hcct6JGTa1/TKWdI2NxYe5cRudnYMYRBQWloAHUorwW9Cu3DcCBjBXSuLieiA7ANrR6BBg7jhEDiYwPVHG5rwB8kBAC4ku8Qhc/c3B9FzwSchFPj1Qc3qgc/aud0XNZuQd+0EU+Patb+j7wxOur37deqaf9ztLvZVzxu2nfs7Gt+/K13hLonQsF+rGVHDW/Ok5j44pLozdFs/SIPIy5eq+NP0caAUtdqDRNQKVsUbp326X+pj15Xc0tcWu8QcFFEXLlyI70XAdEPog3JRK6XH/ADitwP8A1uH+2vprVtHtMn4r5ladd/zhtpH/AFuH+2vpjUud7Q/8UGDB8j9fXVjvI1sG2RW2NjWxbVWTTvdrK6tb5HNj2j8FaQ3tK8nDRtUNGMgJOHs2Rp1P0LGbc5WdcUOKNr0Pmgpofa7xy/qPhg/bXWDReW/HXzpnX3Ogs9qrLxcqjk01Gzc77z8lSeAN51HqvSV0ueopeZGavbSP2bf5RQX0srpLQaZs9pp59pr5pJqiP7TGeC2wzvWvG/Wt8qnC018tkowe2CmOHY/XesyuddWXKrfVV1VNUzvOXySvLi4/NNiUQoDoFyH0QBlcihGHgg5CEC5bUeTqi7UOUOeiI5pbuR2gAORYQPEhKZHXARcFbjl9UoG72hJkHZ4Iwc5gGArFA4eg9UY9G9PELm4GSUAa4va70coDNJwXfaCKwgZHqhjJGc+A8EI2tka8+B8UHOD/AITkjzIu8DoSUJd3di5xBPRgJQACWjIb2nwRepOXOyUY5z16fchONuA3+dAUYBR5g5jsj5JIdAC5C/mOdn0QFaSAUHV2d3RGDeqF3c0BEJg4LOiVYQQ7ouaM7chc/puA9UHu36M9vbaeBenOnva8z1Z/X3yf/wCateq71WWiwV1wsNqkvlZSDLqcSbdq83fR84xmhdZ9HX3lRW2mjdBT1HM2sHx96vl00hruTW9+l0frGnoLLfhvl79/Tl/Agptz1nxi4oWqFlNYTaLDU1TBLVU4kYNudhG9Zl9JCzWnTnFW4WCyU8cFJRRQs2t+3y27l6xrL7Y+GujbJp253GneKaje47ztc9jI/sfivEWtr7V6o1XctR13Se4VDpnN+WUEC49V2Oi546ruqAFw8UbHVF+JWCT06Q2/27I6CqhP+2vplVbPaH9PVfMi07m3SifnqJoz/tr6c1Mfv35PqonTE/dnWVxlilPfs7FM6hvFpsFPG+5VsMLpnbYY3+dz/wAFlGu+JNFpW+XIU/vblLHiPmeVigvo60FdrbXFx1ff5jcXWxn73EnVnPf5F5uOI203iLqa7Wttuslgp4vyvc59tN7R8DfjkVOsnB0X25VmoeI12NVcKmTe+Kj7W/56m6W6tOutZa1vtSz8mabpPydSNJ2d/wCr+uoqx8R9U6soxR6I0fNPUSfX1tUPc049f8i2NL0ZZrdpvTEdntAkipYJJH97+ZIvMv0nr067cT5qdrvc22nZSs/Hzu/1vXqq3U88Vjt1FeKuNlYI81Ly4M3u+NeK+K9fT3TiJe66jLPZ5Kt/K2/Z9FthU1y5CEBkKLlCgtPDTSdZrjV1Jp2hkZDJMdz5X+WNg87ivQd94R8OdC6Qq62voKu/1tL399ZJBv8A6DFXfoU0cJu2pbs+ISS0tGxjPu3u/wDgt9qaNtQJKlwDnyP8JOq2PIeq9Mafu2mptY6QbHR0sf8ACLfJPvfCs0XtPWWiLVaOHuqSBBR2+pp566s933buX7vl/wBNeLPVFCVyBx6rh4IFgQWhC/oOiIT7sYQ7sEZ6oDxOy3BCGVxaB0RSCfKuDXu6FWjsZ6oQSGgf5EGCXBvzQvBcSB8CgP8ACMosRD8h3gD0RsEN6+qEBrcsx1AyiisG1uPNnw+5JnsOQUuXjqAza4+b7kkSGu6jcPVAXq/q5wC5rxnAy75JRzGFufRJbvsNwUBmgdN6VJLdwHhhJAiRmHeYFcRJzcegCIBrXdSuj6HuQmTJG30XPBIDig6Rjm4wUmCeuSjlwcOqTe0IABIOQcKSp77e6PHst2rI8fYncolciJC5XOuuUwnr6qaqmHxTP3JDO9IJXOxUhM+KOCMIXt6oNiiwQE5XAdyHd1QddyIfWhu67UTc/nox/tr6d1MsfPf0PivmRpwNdfrc37VVCP8AbX02qW4nf2+qD568dZmO4h3GPk4e1/c77eV6D+izBDY+E8FdKP3xcKt84/odka878bQ53Eq7Mz0a9m0/0V6I/dRYuHPB3Tntr2OuEtqbJS0sJy973fE9cNbQlr4UW+jfU6s4n3aFtPPVvqhR87ZEeZ+kUPxE4/UlupXWLh3QNp6eOPksrHM2bR+oz/isV1nrPUmrqxtVfbnNUuYeyLOI2j9VqrZK6MJK9X283mvfXXS51NXUv80kjySVGkoi5By4LlyA5CKUbKKSti4cL9c3TQl7dXULWTwTN5dTTv8ALK35Feo9LcY9AXWjhLr4bbVyfW01ZH0Z/TXi0IwQejuPPHK13zTdXpPSsHNhqOyprJPzjf1F5vwh9VyuKEfeuIwhbj18V3r3eCQGaOzI6oI/OMldg9MBH6YJLeqgDqMuyfNkIXP3OJHRAWkNCMMbfDwRR3S7+1zhkeVFkcAMDOfiKJCQZCQAlch0m1zg3d4ogRtIJMji1w8EsyVzA5mQS5uAkAxzxtb4BKva4Na4FufAlFJuILnPeSXFIyF2SGnoU5a07SXN7m+KRJDmu2t7kAsjJJYM+GSVz3Bp2NJA+aLHuzh2RuXSDacYyiCgYOc5Skbg7GG+PiiNy05IyFzB13DKATGQOgXNz8SOXHbtaPxRe1vQ9SijE9uEg/ojOJPVA7q1EJFD1wj7Btyiq6A9EPTCAHohAyoO3YC4Z8V21D4BAGOqD1RieqKfFUSemumoLX/hkP8AbX05qCOc/wDFfMXTn98Fr/wyL+2F9OZmnmu/FTMTp85+MsnN4g3OT5vb/Uqg+V78b3udjwyc4Vt4vM2cQLpH+u3+pU1c2gkoiHKBVly5cuQcuXIcIAyuQkIEB1yHCBbquXLlyVAhGPXxRGoeo8UUsA4gEdAEXzNyD1z4Id3u8HxRG9vUq4Dlz3SN3dAhwASPVd44Oco3Rzgz1KgIG4jLyPAozg2R3y+SCMkEsIyMpbaBI94BDcdECcb3NL4xnK6VowPVp8yVZja5xHU+CERB5PLBIcPA/NAk07GkZLiUD3tZhwGHeqUfG6OnZKXgEuxhFMQkJJcEKK0hzN7zj5IYmNkJO8npnCLIMdoIIARoWkje046IC7sDCDJwcHCM9hOXNIQtZyywyOBLh4ICPy07WuznxRXDLxg4Qhwa85+aKSdx2kFAbzBEKO4YGAiO6BAUkoD1CHacLvRBwKOR25CK0dEYNOPuQFJ7cIB1Ry3CDyjJQE9V3qlC3qkz5laJLTf98Fr/AMMh/thfTipcee/8V8x9Nf3wWv8AwyH+2vp3UD3zvxUxOnzg4vOP7v7j+2qgrhxecP3fXH9pn9lU9c2hVy5cqy5cuQ4QcEYFEQ9UBii46oyAoBBXZRUCA56lcOhwhQJ9CjCAUDzuKTbkuSh6LYUDGvHQ4wg2AP2uPbhJ7iQjZOcHwwgMRg7WHojgbOW9jtzh5vuRGOJ6tGMIS4Z3EdHfJAEb3B7XbdxLk5dISXN3hpf0ASER7wA1Gc1z8HbgtPVFg8ry0tjY8HaPklA7EQk3DISMgLCTgYXPa1rNrWlznjI6okGkIdG2TGQHeCIMylxaduPFC+UbXgZAPgiMdy27y04PRFgzOjXnGcoWuDCzPaNvyRWyhp6Zx8kL3c1vVEjnua1u0E5P3JPIEgcSSQjxyYkAc3ORgIm0tyT1GUWDPDd+7Oc+iSYAC7PzSmRuJx0SZLg7PoVakGLUUj7kbmEoQT4qC58LdBXPWdZUzQwyGjoWtfUcvzPH2Gfrr1LUfR94ZV9DC6O1VtG7ALtlX35+9Un6JVDDPQ0c1DPDLMJ557jHzO5mPJ2LdKnVulKG7G3XPUtst9aO+SGrmY1YHnjipwPsVupzR6WgvBqRTOngJj5vtMn6P9RebntcxxY8EOacEfIr6LWHWulNRxVVRZrpFVUlraX1NSxvu2f014A1ZPDWamuldT49nnrJXxduO3ccLYiN+7wQFy5jNzTsXRswTuQASgQIQi4kdNnF7of8Jj/tBfT50nd4L5f2Q4vlDj/rTP7QX0+5km1v7Lf6gonT5v8AGL/8Rrv/ACyqCuHGMf8ApGvH8sqesNCrkJCBVkI8UYBEQ5QWvRWmay7PirZG0sNtZVMifNUzclj3H4N69I674XaEvWm5KXRVqt0N2pDuBjrJNj+nvGJXgdojSWoOCena24QGtMFVMTG+Xsjm5nxNVR4t8ZtNxaduWmNHW+Rs1QeXLWcvlFn29iDz5doadlxmFIx4gBw0uCY5W3XmeT/7NVDQUApp3RVRqa9+1nMgbJJ7tu5YflAIQrguQdld6rvVAPFagN0BR2dx6pM+KPH0KoFrmNf16rie92fXwRjH16jquiZnJccYQGYGcoBr+pHUInXaAEqG52vYwANHilY4wWHdjc9uW4RcIQABwc7PilajcM7XY3Hp96LFE4MAJylhjfGXubtYfVGiMpcW4f4BAY+rSCSAEs4tJc7mMIL+oXTmJj3Ma7G5GRcMMryG5YiSMyzbI/AHlCVzHsAY5oB8eqIQwuducCAiihg8AQXYXCPsOfELiYmOLmEdUbnN5m0kYwik2YBD/l6JTOdwxhr0XLXZXGTLQGtJP4IE9rW9D1RH+baPBGxLt7mOH9FcQSB2uP8AMjLg0fNCNo+JAY3/AKKT/NKKY5P0Un+aUFq4U66u3D3VkN9tZEgHbNA7yysPiCvRV34h8AuIFnF11fazT3CHqaUQuEx/xjPOvJ0cNQWnDJf8wro6eq39IZs/sFEa/wAUOMNNc7J+43QVibprTn5xg+uq/wCUKx05TgW+veelNOfwiKVZaLoR0t9a78IXIGLPKUQHqpEWa6/+qq7/AEZ//Bd+Rbr/AOqa7/Rn/wDBXBHIVIix3o+FluP+jP8A+CM3T2oCe2yXH/RX/wDBNCNi66hoB/7TH/aC+oeGYH4L5tWLS2pherfOdPXQD2uP3hopPtL6RbwOhBXMfPTjTQzO4q3yGmhkcOb6NL/gVYg0jqaXAh07dZCflSP/AOC+hdiggp6iSZkMbZZPPIWgyKdE836V/wDnhcee23zqp+GPEKqG6DRd7ePmKR6kqfgvxRqPq9EXgftwYX0FE82PrJf+0SO532j/AJVvzSPB8PATizIcHRtVH975oh/4lJU/0cuLUoB/IdLH+3Wwj/xL288F3quYNvqpVefeB+iuMvDb9411ntFZYqmffLEbhGXxu+2xJ8T/AKO9fqzV5vmnBaLRDVM/fNNJL5HfbYvRQDXHGAceKTL2NqA1zmh0n1YJ6vVrDzVcvo6a0rrZS2KG+6cpLVT97GZk3Tu/SPTGP6IV6d1k1vZWY83uHnC9TOLWAvkc1jGHfI4no0I9PO2cRTUZE0UncySPujKNvL0f0RajPvNdUv8ARtz/APzp3H9EWnx7zXQz91t/4vXp4ZyjBKPNDPogWwEc3XVUR+pbc/8AiUjS/RB0n+f1leXO/Vo2M/rK9IQyF4+Shrlq3TlFqem03WX6iivFRy+RSvd7x63jDFh9EnQQPvdQahk/oxp436JXDrp/yhqT/SGf/wBa2C7aoslpvlvslxrWwXC49aWF3mf+PyU7VVUdJQVFbUNlEMDN7yxu4oMPh+iZwzazL6zUEn41bP8AyKQg+ivwlZD30t5lPzNYP/gtGsOutOXy02e4UFyjbT3iodBQ8ztdK5nnYrPCX7sct+fkgx6L6LvCMYzZ7g4ffXvTqP6MPB0Drp6qd+NfItga5+cbDn8UpE8uJDW5I8cHwQZPH9Gng2Gf3ovd+1WTH/xJ5F9G7g42L+8imP7U8h/8a1iFZJqjjfS2PV1307+4fVFZJaWc+rlgjaWMh/S+PlQOmfR94Ot//QVF/O5//FLt4B8Hmj+8G1fzukR7jxdtv5IsV0sVivV8o703MD6WHJjPyfvPRTfETXVBo3StRe6qAzyQFgdRslbzu5+3wz/OghWcDOD7DkaDtP8APGU4ZwW4TNHboGx/zxFWatvdjZJT01RdqOjqp2sMcVRUMa/r+oprl8sRnxQUP+49wx//AGBp7/REszhhw+ij5cGh9Msb8jQMV4f4Ju/xQVaLh7oQDB0Vp8fhRMRJNFaIpXdmkLE38KFitg6dcJKoaxwzgf5EFZbpfS2Ms0vZR/8AwY0f9zGnQOmm7L/oMamCcHAARQ1x+EIIGa02CIdLBbP9EYmE1JZc9LBbP9EYrVNCHRkn0UDWUsbnmTqEDahpqH83bLZH+xTRqQghpPrfZaT/ALBiiIaGoz/CP6W1TdI3bH1QH5bGj+Cwj8I2ojtnpFGP6ASp6+pRXsGPOgbuaSejI/8AMC7DseLR+DEoWjHqiYd800EE8gf5iudUS56PIQHG8oj8fJAeWon+OR7/AOcJFdHte9cggrU0ionGfA4Uo1uBjCjLO0mWsd8pcKZYOpXl4dtEAGMYSW0ZxlOHdAkXsA7s+q6uRN/TxC5rOmco0ZdJHl4Rum3oqlYZddQVeg+Pl4v1QZ3aREdNS3UiQvFK+ePskDPxTa1agq7zxofrS8cuC1UdgqamyCqLmRtY2Tlidw/XWmN4fW2W5annuVZU3Sm1IyNtVQzj3bNnk2It74XafvOo4rrWz3IRR278mCljl2xez/YHRIlVzhLri4a+g1Vp3Udqo4jBa/aWyRski58En7aYaT1TqKfRHDPSulPyXZa3UFPUyNqZmZgpY4Djsb0G/of8qnYuHkmjoq+8aRmuN71BJQm3MF4uHYISMf8Au0/03wttcvC3TGmNTzcyusjJHQVluqJInwOe7OGPXRVNq+ImvZ7RabbS3Ogor4NXP0/XVfsofDIB4PjSmstU60sfE6ntN71lJDbM00YqbfQwPhkmk+sbM3zx71oUvCnRktotVq9mqYILVVe2QviqXslkm+293g5/4JzceGmiLrqMairNO08t15jJPaJHOxuj/i1zFwHlBB9PFZf9IOyvhs1s4hWynEl30xXMqnHld81L8bFqjmjGEWalirad9LVRtlp5GbJI3DIcxBkWj7rHe3ax4zSU0slD7ByLLEY+9sMLd7+X+29VngDqnVJ4gOt2o76J7RedPPuUcMtwFU+Poejv0f7C3+22W2Wy0x2i3W2npbdHH7O2mjb2Bnywo+yaC0daJZJ7dpez0k8jHtdJFSMD3RvSjzZomks0+neElxuV7qKGghvNwiP752Mp/ePkjU7qy5alrOJeobjTamitdZY7tAKOlqrr7LC6j+6P85vXoaXSOmqqxtssmn7WLc07o6Z9IzYx/wA9qc3DSumLpcYa242G01FXGQIZpaNjnN/1dV0GLWu3Wmr+kfq51Vf7i0W6gp6+GmhuD9nP2e8xH+cVY+i5WR0/F98IuU17ZX0M0wrIKt+B7z/pUL/JIvUYtFobcvyuLTRir5ez2oU8e7H7ac0dHR075H01JTwuP1hbThhKB3yyzqvJ/FCG56r428QqHS9+qqK4NsMMZpY2ECtDcb4ty9bZyEg2CFsklQIYxNJ4uDRvQeUbrqHS09k4SyWS2VlC+z35lNUUsgfupD03F386ruvxpx1s19DqqlqKjXxvwNIZBI+SOl3x8t0fps2L2bNTwBjmsgjaXP3Z2DxS5gpi7mmOM58X7RlB4z4ptmm4pPulpobhepJHUIZb6yzucyXYI/eQTfAvZsOTTxl7dp2jI+XRGZscRtOWjw6JR45nggReQPBE2DxSxYAOqDtd0CBs4ZCRcw4Kcz4x2pFocB1QMpR1OUEWQeiXlAJ8EmGYPRAjUMe71TSWAnHRPnk5RMOIJwgj3xYHguazKcvdkHISTACUCY6Ir8JZzEi+M5ygT3HwRH4ShHTCTcwoEyzPggLHJUeHRE78oO2ADqkyxqUcfmidqCCsX11d/LKWYC4KJsQzU14/jlOMAaF4fz130iTnoikJUswkn5yvRmue4K3w7kLG9eiNsB8xQ7ceUrWMa5zQfFdsOPFHDc+KM1hCqCxRkYTkNwEMQAHVHAyVFc3yo8fgua3KUYAOig6MZcjhncUZjcHKU2+qAIyW9E4xnBScYBHXxR+oKBZjc4KcNaM5KQi+fol2Nc459Ff6Fo+owfBHjbjK6NmeqWjHzXTe56HRt3+bwR2tAd18FxGfBF7nHC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PyvbW4NmLpkW5KSIm6UZ2aWGZW7BmDcp6S7inaNvrB1+Wiew4aixYaDUoybbdLnaPrKJGojURGJk2s09H0fh0emsfP5Omvur3adVbBh9+nTRuI59zRmxMh1VXKxRrkLOQJM/mq7dnp0v5DrAyjRH860CoMFxUOMxDIMbPsmVdBtkEctJHZ2cm6Ko7tezIqxYkX84e3UzX6qDrxd8aKEheyOGQfn0fV1gb4dkZdse3rWrEMYW7ntD1trmmVOxzsimQzy0jbmtj/AFMq2sOO8bwLkgjyBSk+0ZIraOjdT0azaTn76zXN7l/pqrwTeB32FnyYdjOttWlwOOOmsj6xiLPcwIUI9/8AJVNcrwKKHtKC39HyVU/TY71PkQIGgm2vnZVyKzDKzIpNGkm501ApQY1ilONCRTw971uq0xHaUutqe6JJRhH+uhm/YVlDEpoPeaOeio+EMQlFPfbSuI0Y3sUqq/y0EcN0W39Je/2eh3XU85xLB0E/OBr11dYpsIbjBI5ghopOaKjO7oCm2+6QBaSDId/gxgqAcu7hXC8R1QZNsZPI+qywvc/iGR+Xdvkv/sUWpaFt5yLLEztJOvyd3Q3YWtZxDezLu2Sf62Vz1btBfClrjWNHPjhXPGxXpEHo/lplL4UsscDkJxD0NezbSIDWvwrugPrYwhmqXZSOBnX0JQZfpSkuaifubjOpmj7OjrFs1kG0EnmJoYzz0g7nfLpdZahKYwpW53fZ/WytwXki4zoabLtuRIK7r51ps9xujboyO9irHe/N+v0/sqXZ7cZ0VCTY+2Z7kYmrmv7avZoljW8rkQaKMfJ+XjlWiGG4gjzTje9FM1NejXyXKrQnEGK4D0FCkkIxM9DEzzpWXEhFb9LjeExTrkrU5K3KrK2Plb6EDIIAhEb0MTOpBofit2NCkS0E29vzP/SVZ2TiMKdCAs6NtyzellUl/wALD2yKotBCDz1sZQHGhTQSfqswiJ4+XRWt0+oeK7XNhkJGLkRG1rXGNvQoxFMPtDPRrpQRnLcZDYltcrdrqNpXzJW/E9pWfAEa3DGkkfXrevedFGHhb5sS5xmHATJXeioWJs0TcFm/QzrpcYMxIVAISV3c0bx66brZbbgFEGJMyM1Uxug/C0kV0nZLtjIDya395RnDt6MQiKiLueqk/j0EzCONxXBAqODIfr5P+0pwYYuzblDYVvw50NQpmGYqZfV69fhQxjHBltNGe5sViFKfW5/wplETWlaLlHjnid/5PtKMAfCMZbXdpEBSk29G556PcVCItqKUZND9HTS1SV2S/DKIrBDYfJ7dPmZThIEE23vais0OZn/JQKXhMIImyi7RN559Gt/d6qabB9GvPVnSJwBLdEx/c4e6u+OR638tuugI+h8boTLlXMVw0RCKVzOSUB43sAnsI4KPGx79b3s7umPoaNFaq5qtUl7jFLDJ5OugoMJz5UmOeIUjCbDOjXW0oiElv7QPX01W2FJwr2TtAnjGxvu9VESxybmY/XQCd9CNwXK52tivTJPlpa4X6cSl0IjlWY7LOmjdxPPujexGNRepzaVmCURb+dEdqRk1+Vc9W7Mpa4y0Lj47tfNYgGUyqXOK0G7GswejvGMj13QAuJwpRMMSCxvOPq0P9VJvB+7dMSoZZqRcvrE2+nVXQ+NIudgkDGmb/TqrnaEpod2lCLEHGJr10DxHDGkERdQ9WWbUTnQxjRw0tpAkYrDPXkwfNFSouFryOXZhy2EeqDdpexV5Ilb7rICo9KBb+ccmkVc8qrGaC5EEDRCKmhjVZq0+9KnYSjxgXpCvadGkXly/qrXiaynFFa+MFe86XlY7PKiDBgCjAJx3qVI6oilemWipaJsR95bH7hCAG9nmZ9nQZcYiJBFEtai79moyk+sdRFfbyMpVDl3f1muhCaqkOAj116H9FaJVktfYCs2vrD9K1eSbLH+i13M9xiauisLJBUajUg2aPO7W+iM5UW3OM9ullaEzhovY5s4THqrmPyzfz/kpp8LrzGlB7JLz3M+T3/WUv7SSBIxBNEwKKx5NeqR0dfwq9wdcBRMQ7RSRuzsJ0fxlYGNxNw+W+4XKsRNE1vWx+ulNw1xnNg3EVmnmUTR69arXSFveho7EVEyVlc08VsLy7Fiw90LHUcA2vSrUrA78NYjts2LkCUN66/jVncJDZANsaZI7wfXK2HLrIt90juYZW6jIrk+anFYcVybujUR6qiL4MZQW8uysulwQCrrY1epaaEUCxoCjzTJo9FUeF7fuvbNQebkTnrZRSQesb9dAkriQsPiMNQ2zaGRdBz7fnplQ5pBiZ8lZ3mzkkl1Jt8vBaEFNJDdewS1JHROpj21ANlIN8rcV3izKtE2QNXqn6qqRzBuc1EdQ+O7FkyFQe4zn1UFjhaMVj5KqUhBse/z1cyy94zuKzssFRgeQmjr9VB/FzEo8N2bL/wCIe3o0UFHxZxECxwHBjl0nevLnS94UHU13a8zUc4pXvcqUOYvuMm8GFOI9zkKPPQ5fCrrhIv8AjWOxOSZPVawdwM5UqsRlJ/hQvYmOdnsgXR7vq6bC8lpUYh1f4U709iplojtz/wCrrRvGwpAbRWdFCeK8EwLhcxyYu2Mi+dmijZrHvZ48q0kAu/rrpAsoWCpdsOSLGT83Xq1+frojh4UkDQZJJAPot62D6P3azKzcTyddNA4KzRhleRUQn3KiXS0IgXkEm2N/nRlFDRPRveDyr45o9HLlWBJ4gbLBfSdlLuD0fUkqvQik+vGzX9ynBiTDg7qF5AtCyV7nO99BYcCzxnIVSEZ91jOit0Y4ciyZXz9Xn6/LWHEC8djgjtsNRFLK6P2Vfv8Ao/DQ1QQi9qIPV10nGslGuxJ8t663Ec9uXpyporo8tUuBRXAm1tr56OOH1r+l7+hRITZH535eclQrdYPp6Qgtkg++16/mp2YSsQ7Ra0YqM2kXlklBegEsVI4+jRUW4TrdI3IkxqFGx/VrHUa73ZkaOZ66+ScsqFoIbhdZsgoyFGD0Peyn6LMvD/A9wOOS+37Z2P1o5nRRZZcOYdgk7ZBgjYfy6qErql6iWrcgkUh/v1U4Nxq4l7fAuOY5AfR81YHFkNqZNb/qr6T6vlWuCYJh5sXNKkKiKnQmdQNIhkUXeVS3rDMOabdJHZufPRGFMnIq1plN5uoAw2He9+s0fL1VJt9hHGXWqpnRMkdmedaZYGqlBC0MGHbzpAe02hg3GALd7rRr/HT6mMf5qWPHOzBu+GRXLvCrH3Oj5KBDHa+XcUY16MRgqveFz0+nog/f1f0MoVKVrpMc6uVm4PJcqv8Aha9fyyiM93ff0MoO9NFLXEIh/lZc1GL1s/u6ZudAeKBbeJZhEF59FBAjCewSZEzY73VsYwe5k8mafLWyIPNnP3VnssQmtR5ItdINIx5vV/hWWx0qmarnXopdfJzNKLU1A5t1o/lTBWGjv0ZDSozGqx+TvdVs7JjtPNaq7nJYJ2liJqWsGwZB7rB1uhuEMpI2YyP/AG0OLFupZZS7oxx9HR8+ul+C83Oz4ozljKusmhjGd5QMbFWGfp626EIOORH+d7NdBkHhyVLmeRKK/L0NZTTw3N+lbehiM0L8KnEazVmrObPItboFcMYZhW0ryKPXVzdSoEG72lBj+FWGju/JQTxHsrrmsePInyI49WvodorBDAi3W9kkp0C09VGdvDtJll41WYJgpDs7ejeej9TX0RsH5OXjUDW8DXB0ZJSo4sAh2aXFuz7ciKpPR9ZTheFWpnSf4qwR3mfHi722R79LOvy10gZmCZ3brWImW2N7KIfJVDgK3kt9jhQCE3HsZpe9/qrHHWN7fhoQ3EE8i6tPQ3XSi/I/Q1q1i92pM6VCcUVMOXOELuBeDH1e4Yx3Gn6hyhviZ+T+ErAeMTNKjyuVboTmSR6wO1JWBuvxqBXKTc/HVHf4Iy2+SLb6DBJREQY+fTVZdGd2jH82LQcYTo+ySQD7WMVaIeE4t/FwVVcljxyP/wDz96ijijhNGXpZ1rRGoUnfsoc4SIqY2kp/Ak/tt/8ACg7w0UtMXXZIuKpolK8j2aOhtM3OkvjoUo2OryVBDHHY8bH/APZ1Y+XHEZopmujj3muTnUJmM3Cc1s1myqr0Vegsw1APutxlVmI8KRp4iRpHds0dD2fPWwE9oktmhaQBGP8AjlVhrZuaKReHz3jClxkxJayZAtzo+07unVZJST4Ucqa2PeysELFE4Vtia+06CLVNZRhmE3itVzl+r1eFRcdQCyr5CEpe7Y/rZRNDihhizc1GMy7tjvGgwuPIPWnR9XS/u06zR7qAkkmgjPJrZV7jLEHZrbIbFlDHI+y1UKYbthcQHeszmRj/AKzR5qBkYNY58NHs8i82VeHzGROerV7q32OBGiwezD8jE01sUT82aCdFQMEH0eNUuKBEkh8ND0omQY9HjUaWkde6f16qAIsWIGwQPDcESO5rtLW1ew77bZEVk2PJGeI5fM11VOLMEQb2BdMskcrPU2kbfsN8RsHPNDg6plvz7vb6m/uV0wdA4ovtujx8mymbj06KAsDYamXO8rMvksckTD6wUB4WTGt2uqDuUIu0Pr0PH5afnD5inhDkuaNNXypSizuNxgYetKypRdABj/drkLG2KbhiHF8qSyaZkd7tIGfBlM72jcdlBdS4ShgREeHI5n/K/wCFBGDsLsIBZKyhGaVNLXafCsFdg+cc6mAfvRDXQN/xpiR4QiFjqhiDeBlZ2fAVu2I+5uDkM636H+O5V6uHx2vdkkXMDNGjXWg+wVdtyENuY/JRHLJufZ0obGYorqNfq00+imnDL2i3DJnofXMbFd05ZJzqsuOnS4j16W1MOmldbicqVXF66XYoCxLTMHGIMfX9+goceXm0GuzoqTBbeXk1/aUu+EyJ+W8lf4In9v8A8qErqCcFwzyVcqk976JeDqquL1/zYn9baDvZWZrS1uUQb8aXmQpM3JIy2/d5B0zWLmtLMpUfjW/C0dKS8s/f5B10FsNulOlKwKNq88uutwHq1m2qc2++tbn5vzpCgzF1hATTNM1VGvmT31MwdLDGG4LHP5fV51f3o9qQCskSUc1eWVV9kS1IdBRZQ1cnPqoNGKIUeQMc7IjUGub/ANtV16vTHWsYo43Ea9Ml0pzoruUUlwA8IyZMXz5JyqFHtAocfJ7WEci9GSVgC4OHVuNzHJlozsys8PXR7huy2+1w+xRxjjsY/NjVqfoCwWoY2s/ZSh9oLE30VZRgBIKG4yOiPtk09PrJQTeMXFMmCrt9HWpwZUgjNR2pz0UtV9oDFQ9GUG30oDnIYriFe571Xm5y5qtR6BkXHjHjqZIUv0x2Yf6MLOmmHwd4wpNucS14j7qUToHMUnS/8dc7uraDkqe6tHeiTAmIRyKJW6PFnhX22kiyha2EGRfkpW+zDOfdcDzIs1VKsaVoGqrz05UwFtPZF3YGYz6/3qzRfDhhazPbZnW8eTfJkNE+CVhDM0gkV41a79tb0Tnlp5VA5J9pPDM+DjA17MZTRJ3Mb/kd8lWvC3Z+ibZvKm31+SujcVYfgXqPplRBndo9VILEeAn4Wl52mWo7aUnke/y1Ya1giocOZBDYNj9LNFX06xW0sddwe5QXgoxoYiAI30++il94MkMoWM9FNCjx0S5WzE9ut8NFFGO+mVgYskkBiSn7jme6g7GcsU0xVRC9qhj5cqseEU8sm1MSY5WSnq/JKgMC6bbIildyalc24+LMlmm3DdLJHqyZorobGpSiwzN7Lo7Rt9Gv56RdoQqjGksoiEYut7NHmJWKBmNYz1gRttveKj9Wr3VG4KsX8p5JPljO/pe3/wAKKOIbWLDVSN61QmnL3VRcFWJ9KXB/vSM3+l//AJVqXdumlHPldkxzddvvB9p6/u93TdzpY4uibl0nGTb3GG8jGeerEZL9G7Y8fob6nVovl6WMAhECQm55NFC0IqyRkISAQZGP8j6IANkOA/cfo/7ut/AMz46yjx1zKMfi9j/noOv8TF1nkTbvahMVr3jezQ/y01w4dkqUZSSeVDnEy14hEAZLGUo0B9ez7N46C64X4zdfSpEkAkDLo1Kr0o8L9b9ykrwcvm9eSWmXJIkqK/1j2+7pztCUY1VhMsqDTeiyCCjjg6CdfXXKftHXEs3iSYTh7Q44GMYz4eOddRWrdKchS+Rj9PRSR9p/CIllRMRwI67pOiZtp/vK5jn2s2Nc5yNa1VVV5IiUdYX4UYxxJDZMtMIJo7vF+83l/TTk4D8IjYdurr3iyKIphL+aCXJ7UX56sJW2cNMcXO2lnQ7DL2U+KdT6qLRhW/XO8OtUW2yXSmO0vYjFzav6676IjjNejURqfBOVVkeCy3HIdI7dwnnIMfeVFVgP4dYTXBODktMQmuWqazv+BKvFkzhgGMouv1voY4y8S4ODbYoI67t3kj1x47x/V/wj6RNq4342CVEnSAywKveaweRKJdN2W4EHc2RdvcYb1UU82sVVpa2uJNWbbr/aTbsaQNr1Y/5H0zGIpAM1L5koPCcj3pzqpxRYol4jDYYfWx+4xyVbs2Qpm52SpS84ncUrfhEQ0RUkP3tD9FBUYstALdJHOlyTiGq7bFSqiPiWyQgFlJLNKj69D3s7zTTEwtibD+O7NrYYBGKngvmZQNiThxMschS2hN6IU+s7NugDHYjS/XAyQySYRH9DOjz01eG0LK2x805sb8KDbNw6ua39LjaidiR7dL9xlN+2x+zRmjcLvU81BR8QZHYrAfcRi6+mlKCHtLGl7XJfOx/1lNDijFnyMLSHQUHrR+t+ullEvvaYYJZRINqMyfQDvFkQh4eIUWtCNoa4H851x+faZVzxJMV2DfHu2k6KpeBy/n1w+faoO78vfS/xAhB3CaYI813X0wsu7oJMJX3Oa1SIrd1/KrCjNd5A50mNPGkcGf5uVj/rKPcIpGuVo3GE6H1UYz4XwLkAk6xGWFORme2pNQ3/AMyhXAeKZtqvs3Dd4RRyNeoOtmnTWhyOhC0MYj3aGUP40ii7CTJSDRjNVT4F7CVXMVjlz99UeL+3zALFjIQCP+T11gV/Cona+I12GjRlT9Pl3jafiN0i5JqzSgvhFhgtmiyZkyL2Nx39DVTnoo7kohY5RCJtv0dD6CshEjSIhJotvz6X6KHuKj5C8OMQEEHN/YX5cqnYWEsC2rFXvFY8j9fzUJcecZ/k7gZY4Ezl3ROys3PQz11A534Z45u+Cb2KVBOR0Zz07RGV+TCt+C121bZke426NPiEQgJgBmG5PDr9yV+ejlXNa6a9lDGyTLeuDrhIyJG7yEq/J62VYexSaf2VB+nrQQ6QVks3PkqHcr7h787EXEVvEUbPJvs6KGHRLLNlWjEQb3HIoybaoNzeuoCE9qABwcVJZnZ7MmON8f8ADSq5/rp3+1LPDeMd222W0Cmlxoeh6t9eus+EfBC6zpIrtikBIcQT9wccnmNQMTgJcZsvAFtDNQqFj7jGbg/MP0U0bOjlis1PVdHL9tRRDCGOxsUTWDBya1EyTKp8J6djJkPR+j/XQUmNJM1Yj4tuLtyl8r65n4/wZFruMS2Kriqo9+QV/rfXS7nwyXUqmOibbOtj18tc58W8WWq/YudbC5DiwX92T53UC+wTd7rY7+AlrkKiKVmtM+Tudd42I75FtYQ/MitRdNcX8OYNruuIIgCQSl73ceT8Fdp4fjqKC1SJzyTKg3SmLkuVRdKo3mlWBPHnUMqP55JyrNkFfOipKAoi/VkTTXP+OcPyMLy5PeKUWesOQ/s/kroSRqGua1XXEIpjcntRf2pUaty7xLmCm2MKBRUFt61+46qzgojhYinMX0AyX96m/wAarPa24AvUgMdrTCY3JW8vXSv4RIX6SvayB7Zswam/Dk+uiHdTE66SM+a2HjS5Me07E7W+ne3zUk8TRSSp84ZMhk7SR7H1YMLXc406JuCJrb9yoeIML2y7mBKeEY5bPtfXS4wRdLwKZNjEjhGAZu7cP1/GnChHkAOQz4c60DfYI9s7wneMrNt4AwrBkEmitU+4lu059rgptoB/W+p62uKZzFcNddcxYxrpAlF2gy2E/orco/Jt0KXW0hiL2iGzby86/OtS7DdzZaZLM8uSJ8EoLeZGG/vRbYzspH+1laDzcM2i9gRVSMco5P3NdPvu10ET31DnW+LPhyIM6KOWA3mE9nRQfnxU+yXSfZpay7eZQmVqt1fqWuobzwJwUa45i+koO516Au6WVD4j8F7EbB4g4Ug7VxiprUhCdcqg5geUjnK5z3FVfFc680xmqmkjxZeGTlqdcLDdLcbZnW+ZHJr05OCtXODsD4kxTdEj263nRFXmdU0NYlWHH7K+HvpaRcMb3hvbChfsR3l+an2ZX+dao+HuFR4HwqPDkaSkhW9ZCp6iUQBhKRe8I+oEcAhzR7e0TRUTG8wtsw+VYosiIMmhaKUEMSbY08lD2NbYt8w1Pgt5OMzooOMcT4ru06YaU26zR3Aq7ZxJ5Vqfgjg7jXFb0OyC6DDVecmX0NroPhbwZs2HVW8X9vb7kq92hPq202SPajRtRERrPIxlAt+FfBO0YJOlzdMfPn6NL0f5GUz80XNPGtOt7vIvTUZDHjo9UTUlYtPcmtFqKZq+RFrXFuQDga9irmvjWRH683NWtvjQgyVy5Ppb8QeJdnw5ci2ZxM5g2atKUyzMV7Vz8cuVcMcSD3L8vLuaeqrKSS5i5/CgL8TcQp17w9cYSf5LKXQ95/R3lROC3OfeMlzb3eX+8oQmEEltG75/Gi7gV/lV4/CH/joO9Beek5fx7VwuJcxk79/kpyD5OVVpM3ku7OdkLb/OSO/26CrZFJJOIgioLQ/1UczlI2xk2FGmhlDlhtSy5G6Ue2Mfr+arPFbQfRL4x3vVpunn7qu0RMCIwgSue/W9XeNF4x8uVCvDaKKNDWMMRF0dedGGSVAhFjMc5daZ0H4liGQ4yoJU6/IyjcjH55s51R4oJyB3j2dVBvw3Je6Ixj+ejoq4c1PNQ/hEbGDeRmfmojaxV5UGsoxyBvGQfQ6qG44eP9LiuVsmFHtjIzYI/pfRQLy1g5OqgDcSQ8SzVsyxexsJHfrPuNRw6IhxnHBuNY0JXs5samVT1anhprYNv3KCNbYjIyZv6nVNZ5ly91a15J1cq83NG6wLrc7lQec4maqtYK7b7xa3fZVWX2fFtkIsyW4TI4WajPV/Jn7aDYWcU2sUYWb6wmmFb4W9LXaGzzvfXLGOOPGJZF0UOFzut0JFz1sZmQn8tWmC+OjbgRLVjy3pcIhunU0mhE/HQMniHxywlhu2kbYjju9zfyYxnkH+KlhF9pfFQpGZrVaDC/R5PbUibwqsWM8JXbEuDSEBISUTbhq7p22UhTxyAM8JWq0jFyVFT30HWeAePGFL9JSDdYBLFMN3aSHk1x9VNGWCRHejwuRWqmaKnvr89UVUcioqoqLyrsz2cb9LxNwwGlxMpJFrP2bW/wBTfRQMGJIFJGrmv8K5q9pXBJw31cUwEziFHnIy9Dq6GnxFgKMsUXdq/SZlR7hABKiHjSRsMIw9DmPTNFrFuKYowybERy+IqLOBzfzm6p90K/26GsY2gmGsSXC1ryExXaEos4HN/Nrof36hs/r/APGtQ7xXyrq+FKu127dlKq94PfP/AG6aj0zaqfqoEhi2mLufpH0G9wAi06Gbf7KgX0SHCoERXotXHinNKxViOb5EVaAcsRmQx6FzRufhV4OSN/Wx2fOhy6QZUWWp91zxu8qZVCWcWGBiszc9z+pPhT+gtlTGDY/U5VzqhmyO0sDpau41/KtMZ8uUhWtGRVVeXKr6027QNhZAEVzfjVjdawIOM1MuqrPNUZmvjWgfPNETJK3jZyz8UqB9Gubc1bnWifKBHFrO9GtT3VhdZwIEV5HvyXKgyRNLdROVmb250FsuLISTNv5/I+vfllamykjlNm9/h9/9tVaWHtIhky8lR7jguOklZA2qr2+P6v2UBnCuMS5i1xjDOz1pnUwQ9sW2Mehlc4YgxXIwFiYYotjMRsp+tr9fmp08NsZQMXW1kyOZEajO8A9e8bQFj0VGdNI32tCFh4DDpcqPky9Lsvk91PN5GtZn7qTvtL4auWJcA9ttxd76LMpdhnqHQce16vKio5UVMlzrfDjmlSWRwDcQj36GtamaqtBIttznQSs7LLOJmpM0R/KurOKfCKDj/CVqxVhRoYl4kQGHc1Ohsrp/t1z5j7AV7wPMt7cRxHMFMGhAOGuer9VPz2dOMsC6SLdge7wuxvSOOJCks5atHz0Cgs/AXiPPc9C2kcDQ/QqyzNH/AC11HwuwnGwLg8dljkSQVeuUX5iUayYZs36BLl8VVKTuOeNmG8LYt+gpMSbKfH/yo4F8tYsyZneI8dUbSvcxURg10frquwvj3CuLEAGx3UZZxW6uyv6SJUyEFqvMiuRFWkg5w4/4bN9OmviL9YzvBv8ARULgl/kF0/zhlH3GQKmslzDssKXZ162UBcEUVLfc0XkqHZRju9E5pQLDapNxxPHW/wDvKPPDnS2JPSLBLJeqImsn95XRK9rFRvy+srn6Rx4W03y4wjWrtiCJ3e3I1a6YPD/i7hzGZUgA1xZjGato1AwhjR49D0R37UqIWBFVXZiZnn8KnjXJqfsr55s05VOjTHAEKdDMuXurf5mZ+FZ6ERieFYDcrkXwSsGDGZKtbkToyr4qZV5F6sl8KBf8SZbtX0fIEuw/4PqwwlCQVsisz8lasagUc76QKTMejSxmipmFzCJDRc6C7jMHnqYq1M0o5NOSVpG8fgxUySvFkMbzyWgWvGmzBuFnVwQEJKjP3mKwfmpJcCbtIi46lsSQNCTWZPT5HblPniViAEOGcKmyJIarIrPmJSD4HQd/HzJih3V2X5v0eR1B1zGZvwU1uV6OTLOosaN2QjwLk8T/ABatWFpGo7exr3pq+FYXALXMV489ygSHEfgBa77czT8Nn+iTFTc7ORncPd/wVD4D8HL3hvGH03iSPDUImO7OPc19X6SneIjnJkueVbRFVq+/RSrI7204E+RbMO3VEVYkZ5xky+z16K5q2z290SSyRpUjNY1avUyu+r7GttygFtlzjMlxpTNBAvT3UgOMXABlrthb5hE0qZGAms0Jy5vG34togkj4uxMfJJeILmXb8iPkvqmMQhyuKUjnvcubnOXNVrU5FRytVFRUXLJa9QXOE7pJs2IoFzimIEgJLHa2L4c67oVRuQp45RkjyMntf/JXFXCzDUjFWOIVljt5PchJC/KJnN9drkiCZFSILoA1NDKxZW8VCpEsU4wkIpGQiaKV/CWYlxjXIqByJrHr+9TM4xk7Ngy4kX0R3s/fpW8FRK2yXCZ+kko3L8DP/XWod4L1Ira5A4247nyHOw3aUUSJJkbshB/wldgj+tbXJ+FLY118vV3mlRYxp0ruSfxxK6Dn24RDhnK6ERHOJ4o1KisNcbdK7SBxo52eLm10/h9mH4Z58wUBDa3+sdYXGDhTEUEYix2xRyyfo9JKwafZ84mzbplhu+bsuWMescjP7OnsJN5u4yuabXg1bDxLiToKiFEQegjBkroyzyO0W4B06NVBNR7QtUhVRGomaqtJnH3H7C9mVQWEBLnKRclf9W1tUntYYyvNolQbBDKsaNIBreZnmWucbVarjd5G1AjFMRV+FB0lh/2l7cZ4wXixEhc+ZmP1tpyYaxZZ8TxGSrXMEYTvHS+uRv8ABvMtOR74gip2fcGJhPO6ibAfEgWGXBauHOyRNzb2wE/3lB1RMiskxiAcvJ7PGhPspbWu3I6E9FWGCcX2/EUF5YphZs6Xsz8tX0wQpSbcgbK0C309FTp1Jn6ufkqun4pt+RI5JZNxjOjQyrC58NbJNmPlIeWJxGZERpPNXwPDyzD2MxlXZ6G9dcwjcZzZPEBdi1TF/wAWEcZ5Bj69VGfAHh1Ns4iXK7ouUvr1k6XU0sM4Nw9Y1IsKKPN79T6IXkTLk3JE8KD3Q1iNWvo0ar11NzSoxZIACaSQ9GI7wzWtgZI3aFG9CI7wyoMLlFJoQkZ2lfeiVCVxGNa168vfV1qRyLyqNLiMk5sfy/ZQQm9fgzl8alRXkCqPTL9aLWDhkjtRi9eS+6tU/UsZz2PUeSUHMHGfgvfA4nmXbC0Asy3Sl7Rtj8waCLDwc4g3Vcx2IsVmfmlrt12XE3T9bCE0VuSGpBd+q1iy84JcNAcPraWTIMGXeJSaJBGehvyMoyMPm/z5VMJyXQlay+GipCa4/tVMF3Jgy55j1L+/S64JKn5KyW+Oc5/92OmZ7QbVTBdyeMWWQ9K/v0suCmSYWkr8Jz8/3B1aHdw00kY6uY8MwhjFNe5quESed7k+HX/5V08JNT2NrmbCMgksNyCdECWNOO1ifpOt/wD4V0EtiRY2T4jHhaR+aotQcRBCJWR3CZmR2vVVsWMSTEfHJ3fzUP4k7PEFHGSVuRE8+ugq4suZLx82IIoyQSbbH9feNp+2wKQoDBJ5Ge6kTgxq3fGAjBSOKMNutisT5KfbWq+KzPzu91Byd7Vl0LduIzUjk1DCBo1Z8rvfRBwTgQYcZIawZYrivWhSD6NNaeIFjMDjNNmzoSLAkR9wafgZVlgfFMKU61KqKhXkcNgMqYDqfZYBU3Z49wmjTSl4gYaLcM0aEcXR5Ho/7Om7JmRTWgsteSjIToZQ5ijadYCFf3xdjWmhnkoAPCrj4KhhFbxmkyJBx7zGV0fhC8juYEVwjjJ9+k5brZcDWGNL7GPtrOtmt9MbBCyhKgjFGRi/J6X1gY2rNuSV98G18jpqTJK+5bZMnVAxViOReeVJ3jvxSLhAEe12ZwiTzs1KRy92wdFfGHFCYVwhMOJyJJcx+zz5665vwdgW+Y9AXEc84lJ2j/4hfOn4KxYNuWJsaX5yuLdrnKTP6tHk0JR/wnxvjizB/OAnk20Hxp7YM4bWWxQUYAKKr069aVZ3/DUQ9sJGY1E/YlahvwHiweIIQylESOT1sfRh/CUgbNKu+H8fEsXatwR2DKzX6aelmKQsNhCLnQSNPii1HRg2kWrDSnPOoZGsa5c6zv7GBOXlStRM862PdlWh7111AiOya/NahyFRXqudWMjSqZ1WH5OoFH7Rz3rgWWTXnkrGonwSgX2cQMkxBRzMzGS7ja9PinRTC9o1BDwFcS6eetjVT4LQH7NjHjFDc5clJeBo3/d1cg7cE7mra5fw5qKk1QxBjGeSdjF+08766gjtzK11cZWjF1zsazgGcAQxT5HZ9z1teR9dAyrZILtPERCdFD2I8OXO7DkIhxxwas2EX3VZwMWtWBu7TSK9nnZQfirG7poB21svbUn1uju9NAd8PxwbNADbokgUk6v6jZeumhEeu1+ulRwastwFJFMuKbjdGl1N12hfJW4AjiLhSBLbJvwhZ3Ps2wx+dc24kmXmOUIEAgVHJaP839FdhzB7kcg+jLL1Vzlj4NrbjdZvdB7EzXIGTyK70EpoKsJ2mfJi7cuQZzfBWFosBZ1FEO2JGA9xU0aa08O5sOZaYJVOIpZAdXQyjO5ThWe2nkyE7gLNXhWChsuFy9n/AMZciEZoeNlXduttrhH7pRbg2aNvPvKVeIuIt7mDKSxSoSRidDDZc2VttgsSnPFPKmxyiJ/lRPtH/goG+hBsevUn+upMd7HsXnSP4l3KdZ7eW4wlOQQE0P1vqt4Rca4soIrdfRKM6nGwZPmoJPtfWl62W3XNkI5kY/zp6KrPZpng+hvoucfIoyEYP7/rroSfHiXmEWKcKGYb0KvLKucr1ge/cPsUkudomR5MAp/8mRn1NQOjRORw0rJ4NbKGsK3EiwhslfWLzoi7aP7OgHL3ZYpLoCeQQ3kY3TRHYWMBF22dDPS2qy4/nMsbB66vYYuzhTu6CY/NUzqIfxrdvI5zh/CtBOqsowfkqfsrQ9Mu8+FbyMy51Gc7PNKgaJDG+OfOoRskTnU0/V4VCldCdfhQKX2ksl4czWrzRTA/t0H+z3/kVm/0oP8Atjol9oY//u4mDb1O3x/0Pob9nv8AyGzf6UH/AGx10HauWhzkSuQ+JfCB53yLtZYY5iFK8hI+5pf/ADK69Txeq0rLDLHKtqGYTWrCuz/VzroOUY9ouQY/0VbYN+iSiE+0GT9ymHgLhDcjyEuV4JJkbbNLGH7uuhHoxXeVuae+oV0uUS1x3y58kAIwx949z/L/ACVg32+IGJHYJjfKPRUxmnLpSkTxL44jtMiNHw0IcoZ2Edv0KWHj/iu3PR1+hBlW8q9Cs5ObQdPH5o8fopC8XcKXK4XIzkhjSCrB8/tKbWA8Y2zFdrHc4JBva/xH8lW1ygx53dyB9FaOdsCTVsF4JbizFIN7B9l/jPkp5ulEPhlXyxpuKPyPqi/wWWFZ0i4CWQMjlzTW+r02HfzDZFLIpBs6Nb6BNhtVw+mFhxG9oCVet700tYOmbhSKK12wcFyEIwNCmLLjFsc1sOVJUJmN1Iz01ExfjS4Q8MJcLOMRFV495739TR00G+PgRJmG1CUiR45PO6kLiThsKDaraSNNKKBu7j1f56OfytDdrJbWzj7QpJO8f979HVzeEiDjoIhc4r9vbY/0VgJeFuJgy2HtqXLcJb0QJnvo0udrg3SG+PI8j/MtIGJebRhHECSpLhDHMlDY/YXz10HY5bTWwaoQZEVmaVAoEw6a3qnZC7g9HkfVgCFN3dwkdmj8VWxiEb5cq8Euv6yg1i0CHz5LSs4x8ZYeEFSFa1bOnZ5Pax/kozx7cxQUAHtw47yJXPt94U2uXcZd3mYmRm7I1ozPOgrrnxwxVPjNLEzGZnSZieRqfqq6wPx4nwZjA4jdv29nPWnnav6qoL5wKvaRu02m6hmJt7m2i9VLW42afb5aQrrAmBIi94r0oO9sNXy232zCuNtNvxTLrG9qeKVouk+JbmFPKKo0bzyfQVwsk2i04AhSLRJ3woPm74PoP4tYgPesGXLsneDYuh5GVzGdz44QJblZbg7Y0IRmt9aD8ZRxAE3oiF2wa2dfmpR4WwYp7htdsVdzmzR6Kz4mWKHb9qWh1zePb+6+rxSVxE4lGxnb5UEMLZFt7hP5lF3sxgWQmH46eJb2xP8AbHSaw0JhA3lHhV+i2ven6siMp4eyh/yrhdVTJEvbP7wdal2Snv8A2Vzxw5nbU+Rbdog++e/W/wBXeV0M/PNcvkrnPCIiintUv1m6fX0fwlA0TvRsd7/lpF8U4t+xvevoG2lHGto2fnT/AJ6dBnq6M9nzJQpYrSKLfCStshCHNq0PfQCvDzg1aLUhC3QRCyP4fqoix1wrw5fbAsNAIB4GdyVjMtNMKK3NeVfHtfpenuoOTcLTr5woxiSAY/8Ai6SXbGnp/jK6rtUrtdsjlRc9xmquYvaiCIOJIov0jUewj6enCJ0pmC4I5y5vy6H/AMHVgyTPwrYNiN5rXh6VWtj28kyqACcTMJxb3DfLFA35DGaVWuYLkC4Wm6ltd1acQI67wHk9/wCqu3Ey8CMoD4ucOIWN4InAlvgGjv1dA/PXQc/w7tHKUhA2xFyQhgDOTyOogsmPoTLaKMdpWS15bZ0zqTL4W4YwogZl9u50KUm3ubmllFODOE+GI1yDdku8m5pnmNHk6NNAAWLhxd8QXMVwOEYokaS5RsIzzjpgWTGS2XF6YVmeD2ZAfr81M2QWJb4O1EEIY2eiub72vbuNOz3RdtdbJDyadH4KwdPxCbiMf+qt5HNBGcdyjGjUze99RrSkZIAiMLua2ealh7TOIJtnwGSPb1yWaRgSP+VnvoFjxK4kQ77jpwLWdZUQjOz7hPIx33Kj8PFfKFcMPREc5Rrn2hfL9Z6KWdqjic8Vt3DK5V1seFmfOumuGNsAFpFWGkUu2MWav89Bd2cUy1FFGXQwGVEFwsdkxXAKKXCC8z2aNx46y2wpuELkTJtVR78JszswR7eXrrnQvLJYZ2BMX3Gwz942HLnyjvH9i59aI4DWu+XexqHeiLt9nAo/K2mnvBv8D87DulTw6Kwl4RFLea5tNtSkj6E6KhhawIRbbfiGioghE9DKAuLEwApAgZCFJJqeTc6umptrvt3kTFtxilkEHLIEz3s8tXOOrAl9s2q3hRhUTQQj2V192gPh7aSzcNYnu0MpERLeSN+OmH7MKZTMFp/81Zn/APyqoMCpb7Jw7v8AZZEhe0dm7RvfY/hoh9mPnOwZ/pZn/wDarB2CqdBF+DaQWEg80KTcXW57n/v10C5E2i/g/wDpSKwDGeGAhH6+vw1ftWgKijeSI9g/PQneI848AwLRJDFuKLmM7/RRun1VC+JxEjBPOELc0efRXQENtlC7IzJGIqNyIo/mrRcLjFig3ZEhjE++tJa98RXMUiWmXHayOzWca+agXGnFlcR2OLB2tkb394Tc0UwVHHzGIsT4kSBEDkCI7SrlXPX+yuoOFNuZAwbb4jPKMLFrnPgDgUmJbt9KSwAPHAblrXPWldYAjDigG0UfbRlB6YVBejKg68cRLXbgyeRM4jNVbcaXGMKcMSlKM/mEz5qBL7aoN6mSClEQbFZ5KDfb+P8AaZdxjIazyBwTv0b2fkJTjw5doF5hskwFGRj/AB0P11x9K4bXxZMtIUJRBGTXHH2jz1swHecZ8OL4glGYUQkjQSPIWg6wx3g2Di+1Etk2KN7k6xq/01zUGfi3hfiU1qnWt3Y5EhzxyGdfR9yuj8IYpFfYY5I1TP7RmvyV84nYMhY0sxLeUr40tidxKE/y1rCZl42m3azRJUNyJGKTLWxevVQHh+DdbvxTknU20kImh5GD89FNu4I3mAixrnDWWQchz48iHIf0fjpmYD4fFs4c5hRITzv0d455Px1LR/a42iCMfk0srnL2tpKjvdnh9qRGjZmQP666VCNRoMaVzN7Zdr28R2a7tY7vA7JF92uoARw02AXbeMVqByG/JfWqV0Jarjb5tqYUXXl4vrkWI40eQxgyu3M0dln4IlMBl9upJxAWycPZkC5jqw9IWIoBCyR7wxjZ0da0teIa4jNPjrEUY4OvXpA/b1VDPOtU+x/R9vGXU9g98mflJWUONc8SOBAtk2WqDIwcioDT4EBMaxLvTJJOevvn7hG00i6hDyHzqtwrh2HY7ZHhwx8ms5vqyk6kfklc6yAfE2BbBdhkMoHxTv69cd2mqK24OLZrUsZJ5JoyO696mau28fOqmYMeRB6KNIDFFovdiw5iicdLd9HSYgwgZ8jtyrf2XALInYOQPP8Axij/ANw731nxruyQuG93jnj5kkq0DCf9ZUr2Qf8AlXCP8fI/7yug61kIjBERV5KNaU1iFptglRdTc1XKmpmjYr1R+47S/lSqsO66EMeehKC20bwNt/Ks2CTY2ERFT9dZqPlyr6i6U5eNAusc8IMK4un9qJ2m1TftDQU5PqstXs44Bt65zH3m4L/DkGxtMS+4qtNk7mcYSlRmvQn1lLjEXGtg50eJCsqmIf1vft6KsMXCeGbBheKsey21sIPxaudXD83UqcMcRrncBDSckaKQ5O52U+zpk224x7iLWCQx6/doFnxsukW1ltMmUTb3DaGP+/W+2XOznLI3zCErHaGVnx/wo+/4baYLGOLCdut1fP8A/iUlbFdJt43bTImxIcpPqDr5tVbgbt3l7Rx9lHrZ87fq6COK2zCgW5b0DmWQ0m4MlaZ8i63OykscIRp9xRdHaY/logTANz+hkHd7iS5ykj60Q7PCgCcO4unYTxe8uoRbdIVE2wL1/wA+upsNXEVwtQpaDf3jPVXJ98wGckclzNmSfIXJGAJoYlNzhziK3YQwzZrReJilNNldmZoJq0UDn8o8krBzUQfKtytTSmXNF8Kw0fGuY0aP11UY1wvZ8Z4eLZ7uiaXj7o6/WBf89XbG9dfXN7yg4hx7wzxVg6Y5JcdViDXQO4D6xET/AIKqbXZ7srt61IsvtLNsm31OZXekmHEkR3RziHIE76xrmakqusWGbBY1KtrtUOPuk3HaR/aVmrc34X4aX91yClrgTNosNvaCL/t+em1gLh8tguBJpzDIP9Az9JTN7UIPvGOhXFmKcPWXdNLuiDKjNe2hKAjavKokuk7aOOWHZOII4XKnZZZNDCZ94z8dNqFdRXSGyTFKORHezzsp6oa9TUbzqBOezKpi5Zc6r7gg9P66jNCD9o2QUGEhxQqm2edm/wD3lF3snCa3EODG/Ouv/YJSm9oucp8SitKZ/m3WT8T6bvsrMVMU4MTPydP+wSug6nOxjBlVrFToWljZEasEa6cs18aa0tUQEhXqmnbdkv7KUmG3Pda47nE1sVeVBdVS40vo8P2A8yR0MbyR36OrcW516/JS040XW3oD6JuBVGI7N7yfJVhdW6xXPFvEZJcRVWKQOZjEfTjsWBLTBmJJdER0j+ErXwmHb5GF49yiptskt3PJt0aEXR1I1M/dW0DF3wXb5KMKgRCIzyOZ6aH7SKfY78PmPsTG6X66ZLFI9mb0RV9yUB8RbfKJoNF3NxnoZ6qMFMzs92hPGPvGPrlTiPaPojGzkUGyg5CvHIJ0f9XXQXCa7yrhCkilDGMkQ2nQysOJuDLRip0ZbsLWrH619NNaSWBLXINMK76cMGLoaTRH/wDvp7W+UXs6bu2o3j8+ugizYGu9tvGcMyEtjOhkX+Dpg2m0ShAy7vb+D6wDeKLV9MQkEEu1uL0MGlJLj9HWxYthx4W8LsMbX3f6f9JXRWKL9Z8K2hO0k1S9BHsySkZhmMfiFxTl3u7Gl9khJrjjIPoJ/B0Dr9nebeLlwoglvJiklPITQcj+pw/RTGVutOVUOCo0aLZmQhiZHGz0Nq+R2v6uoGhVXPTWbWMRNtV5rWBM2LzrSYm2m85eSeNBMPIBHBunIjG0ub9xZwtGuciBDL22RF82z9nSd478TJFwv1xtNjPtBg93vjJ9Y6h7A2HRHXt8ge04uncYz30DOuPEE95P9HSoixRK/kf5ag4o4bW3EsUZW3Awj5a0fuat6sLHAHIuMlkl7DRwMzZl7n0RoGbbTdshlXKOz1/o6Dl7FOE7rhS5uh3gCtQZO7VPXTl9mDF0hVLY5x1Igf8AJ0V9EWPrAuMcEzFcVEkh78ZFTz/cpM8IZUqJxGixTZDeHuUT4UHZWbniQrvFagka3dVzvdU6K7XbhOTnVfI5qRVrmOU+PO7N4yHhckTu2U6PZlDs4uwiFO72l0f7D6TXtLR1j8Su0BzTdjjeNaePsirv4uw3q5/mj15/xL66DpeYn5mdV+R/9VKLCoSfRUZyP5I1f66b0/8A5NMv3SUsbKFBW4LGN5IxasWY+ulnxwwmW8BHNt0sUcsdOhD/AFdMyPkiVX4kssW82iTBK58dTD0I9q9bf15UAzw6O2FYI0OWqDIMA9bB+Xco0C9hh7mno91cy4pw1xH4eulnSct2s5GO/OPUyibhjxchSo0S1vkbpEj6yMVfVWh5uGRneDRV+CUM4+PM+jiGEISbe5/PobxDxVt9uilWOhVINmvr8v79A9q4k3THE4cOJDUaMfqf16s6wEfBnfS8zjRUUgidZP4ym1NjDnQ9te7V9UmArR9H2VXbO2Ui+SidP0lQEliyHecM3Ev0deDbXnZvPrCwYhutwI9FnyRmb6Nef9NOa5223XYO1cIgzN+9QfO4axdW9Zbh2fr1aKBc3NkwHaYceVJnkUD3tMcerRRpwow8UUGC6WTWUHPXl56KbdgooZr1l3ARBv8ASxlEwIsaKiIJKD21kvQnKtjdKJ+uvPcq+TwrDSq0Ggw/tH9dD2PyEjYJupRkIw7Iz3dFEdarjEjXCAaBJHuMONWObQfn5h1zn3kc4rmOcpFc5DJ4/wAtObC8eHevztboJqkI3YT7tLrHmDFwtio8CbnEirJVY5/u/JTBwDIba5CdtAE0SP0Rz+qgY+H4I4U4jWjHtNbm9V9f66v5klBwyEyHoqJYVFLKQ2ZBjV2nS9n1dV19HJFOUUV2aG8aDZJk7kZUEmvfTyMpY4UwSY3Ex1wFGc5u3kNPlf8AFabFhtq3BN0MncYx2jXRFYcLkt04lwkl3DvZp/DQW4RdmjMAnPJKq56OY9yp4LV3knJKr7kPWx2lOaVzHN/tVomeHj5Jmu5+70UzvZBDtYzwz/mD/wC4fSq9rf8A5fsQf0cEj/8Abpu+ySueMsM/6Pf/AHC10HSUxMrbI/iSUnX30USzBEFRlLpXodTmuyZWuV/EE/sVzFhqyzJp2lEYo07Ov9ddBJhY3u5L2SKsRg42jofRVhrEQ5akEpebGVsSwty2lInh0v0VBPayRDKoxD22M56KwE8uLHuUR0aWNpAk6Hty5OSkziL2b7JLuJptlvUm1MXr2dG5ppjYYvCzT7TPqGeWi1GbnPbqaEZYeAMto1hXjGEiVAVmnZCzRTUwdgrD+E4TI0GG1uhmndXzu/bUvE2IhWOESTs7jPuUBRL7iDGF5fEZCk22AjNQ3594+sDRFOgv5RyI6tpHDenQvVQHAwdMirmS4ySdevrfV8kosWYMRB9389AQI5VXN3hUhu3tcvK+oKuc9ivTyryqTFarI6o/wbzoNzyN08q0vdn7qyciK3lX17URmdBg8jUaleR7XpyrzRtImVfNnQ7lQaZCfCorHrryqTIRWOyWtOhM86AJ4u8M7dj2zjVpeyz4/WyVo3M6TFt4W4zsUrZnQXXKJud2QZNLa6aLdIMIWUgw2fz6og8RcGluDrc6+RWyGk20YrvX8KBW21l5BGlNuMK5xQjejIrWfJU1mAMSPuDT2S7rGaT6/t2snTTajzrXIkZRDgN+AmqpxW6WZ0EGw2uHZ7c2JGF0N/X76p8U4zsVnKGPNnAbLf4jR/hQNx5xZfbK4Nvs8js6TU0vf8tUuC+Gke6Tkvt5mFnb7Bv630B9asbxrgaQogk24r+p76nBu6XFSILu+jX56xBhyJbw7QdsY1f1srZHwvNmz/8AFkPaRnQ8+uuY559rOO52L7EjUVVW3e78dNr2UkyxxhhF5L2J/wDc0S424cQb9JtBZU1By7YPolxEzcv/AKKw9n235cZCsRV/NBSlY7/Y/wCOugfNybnAkp/AEpMYVijjW0SjJrYrF/rp13FPzGT/ABBKT1myZbYmS+islFuQaETLTzbVXdV2Aq73rVhuPZ4LnVfepA1hq7Rm5PGtAbhKUIl3kbW4mhf+rpktMQcJz0TVQdhGBHWaxRiZz89Gk9ixoT2j50CxvUybeccDsRoZRRXs16/wPpiWeAkUTMkTlVLZUQs4koiJn5eqiMNBs8z3ZtRM6qbs1jE1vzVW1ba0Zz05qlVN2MitcR+TW0GdskkXWN43sq+Z1J8KEcMluEpSF2hjTX0ddE2b0Wgz1ZLX3VWiQZzW+KVr+lICJ3hha/x0Ep5EVM6jPNqXKq+behD7wQxkHo87KrbVjXD1wkPgAmCSUx2Tgr56AiUivqsxJco9pt75kwmhrW8qngNHk/UrQDx1hXQ2GjXC2ZFWE3WofnoAS4W6bibEA7vFmm2SKTZAxm2PXVsnBOynlrdyuK+Wo+bHv8i1YcCiybnY1JcQCaVj0XaTyN/bTYENjWUHL0TBl84cYxjXJ01o7PnpMZSeWug8P3iJdo4+yTBF1s1Mqt4uQItz4f3aPIGj2IHNFfSE9nefdLViC3pNniNDmrsDHudTCMoDDjJZjSsd2crpi7W5r0P+rdTgtCRhwBCjCRjGM6aH+KNoFLWFdUFuEhP1KytFhvg+UUfd6PnoDWDB7ddBx9vWz10YMA0LtpqMF+ChK0nT6SjqJR/f50brpcNCsRF/ZXLQMXIf+N1c9nmZmv8AqoO9n4iP4y3JzU5OiyVT/tB0bXdXLc3ZfJy/1LQD7Naq/itKcq81gnX/AFvZWh533lbJa/8AR3f2KRcC5x/oSNt57m2tPa/P27JcOXliP/sUgLcIq2iLGCLu+zsV/RXQbplwnZDUY+XrfVYe9mlHGEaKTr566uRCJ0DIPordDtQt7by89Bb4aYxz+7HoVnj+ura895Ce13JqpVfbUjwUQZj5O+Hxq51sKxFampPgtAKWjY17avyei+FXLSZLkz3VBudqaAr5sZFa93ilRwTRiGimerXp40FtKMjRuci0OGucKdePoncXe0+WpciWKQxzBurGzxxFu71EAZF0fWZeWgJLZBSMFPCqHG12Ha0IgTd6z0MogMPaA8e6Sg27oVbsNOyZxyM6zfLQDXbrpNEIRTKQWjr9Nby2uOQsiMWMbc0a/Gr0tqIiptE0a/lqZs5I9FQjyZUA7DHt23aGr9DqXPEHAkZp/wAr7O5Y02P1nQC+b79OANpGMG0MSj1v166jra0WPKAYW4IjNBPvDoKfhPeluIREcbu3g86k9VMO4B3hFQgkXcHopUYUs47DiokTZL2Hzg+5TgAXdAPya6BJcNrdiOzYknhuIhpFkSO42ac4DMcLJaGL9YlS+DusUpcmedlTRzRvR42cqAb4pRZ98thLValYRH9BOvbqt4e8OrHhWBAc8Q+1jJr1v7zRRND5KcsfvNXqofxGK63SQgoEog9fn+7QHqrDUCpKVFGT531Rz7HFliUtu29DPJVHNC2LHE1SuYrPXrquDd71b5n5qLbT53+quYI4Cmw+L6sslfX+jo5wRihLicluloQRGM1sd9m6grCeIYt2h6ZghjksfV2CMENz7YHcG8dZgKrjpZeUV+WSsVf6FpcezVmnFOZ/mRf7bKI5l2+kbnBYN65ljPev8mdUvsxx9XEm5nc76qE9Mv57K3j7DyvaKazSxIm6pAEZopK2S3XqLEaIuHr0x+n0Bp7va3+SvjWsTyV0CcG24iaPVh28Jr/6LW9wpqPXOxXlMv8AotOFvnrYnnoETOBds936Cu0j5NEZ9WEEs8ad5Zroz7nYSU5nE1LlWwfKgTB5k1vJ9juTXf5oSqa6QHTup0G5Mf8ADshK6ERyfCs0VuXglAgIcBrU7yBNT/qH1aw3sjrmOPNbq6PqH06cv1JXtP6koEtcZZXRkcyJJ0r4dw+hiRJkDkowsOVqXw7h9dJ5Ny8qf6qxVrM/I3/VS9hFx3M2EKWPK/7B9bt4BEzINyPZ3fhTtVjVTyt/1VqWONV8jP8AVWfIEWs9gl2xkXq92VQu1Ryz89Lvvg2/PT/WJFX7AP8A2dYLAiquewHP+Lp8gQbQhNLQ6sYBPUiuyq6ZIEwadYkazwXcSm0+2wCKrTQIj09/dpUWRYrM9mS2uKurllstpewthy4zmIrjscjvg7Oo8iNbjPUi6Hr+2mV+TlkYJW/QsNW+HMHhUYmFrDqRrLNE0+pdtKn3C2S3RtlVFkz3+aqFrobZ7mMKPWnzOpxlwfhkqIjLTF0e/S4lVj+HuDWGcRbMNr/ij31z99AJEhslvzfoc1E9y1oudhDJG5m25ET9tMVmCcOjycKOYSr4IMq1pLg61Zr305v7DU91lF9BCiGJJELv/W9lW9l3SBINS6+qjY+BYuS5XO58/vDquj4BPGX83vx1/jQsdT2A/bhf+1ovq9scR9Yey2ueO72vxhL/AG2VbHw6eFc5BlmjLthXyM06eVU3sqLnjG7L8YK/3jK3n7D60qpMq51wjxDvGG/aFxFh3El2nTMMzZ/YoJ5XkiyFYx+j+TlXSCt6lyyzpAyODOJMSQ8dWzEs20Bh4huQp8IsfccaKdn/AKK7IQ7hxGveLfaPsWFcO3KRaMMgIZSyhC1suLweZv4PRTEwjxas+Lr/ACMOx4dytM5zTdkfKAib6M9Q+fNf1UF37hFjCPjTCxcJSLSCy2K2ngDcQrmGVTM0vN+OqLAPBjiJhfGWH74K34Za6zxzxTkZKJqnq/Pv35+rnlQTbbxQxWvAwF+nX8QL46+GgCkLb9/eYMnyMojwrxmtdo4ZWnFWLJ026LOnPj9ohW9+lj/l0UKh4PcQQ4Ss0AsSw3FLTfz3FYTpJEDLab5/1t/+tYpws4ih4XNwfFsFoFtYk+lAMHN6WA3Ne3QH8DiTJuvFnC1ug9th2e8WqTI7HMhPYV7x1qwFxOUuEcV4rxBJNLtsC7ljCjx4f5wBrPs9Hrr5ji1YoHxmw9xAmxLSLDmH7YZsw75HWzW3rfo+5SxwrYLvxC4SYk/I3bMM+ODzFjkPstmR/k10DsDxpwKTBxsUNlzeyBldjeLsr95DfLo8aJMAYxs2M7Kt2tDpewwzwkZLjuAVpE9KtdXOVm4T48jYYxJY5GCLXs3G8suQov0r9WzT5Wm8+unD7NmFsX4VwSaFi4zt8ktz48Z8jfdHD7mK/wBVA1a+LX1fGvVzGD1RotS8kRM1peQONHDObdUtgMWwklOdttG9HNXX8vhTEIqJ4qiJlzriu12S/wCLMPYpwxYcMjuA52MSmLdgyGZxmMPSh8YR4nTiYnx3Bxilut9twwcWmYF7tOh/hrop/wAJeBPyY/Kb8p4H0RvbHatfRufCkbf8K8RxyeJrLVYJw0usmE8BR6V7QBg9t6Dz9dUdhw7jOy4Gxxt8Nr7OlHuQJdmi3NBvcjve/If2jKDoeLxO4fTLcy5xcY2d8J5thDb+SKT5fCpUPHuDZxoca34ntMqRNXKKJslusq/qrmuDhuUuBMJ2ZeGV9asTEoZUwki3je+R+nIRv6Pq/wB3UVuGXx/pS4RcAXePPTH4ZENewKx6QtX93QdUNxPh9t+Ww/Tts+lc8uw9obv5/DR41R8RMewsHQIUqQFkp8i5BgkCM7dY9z1Ze/L4UhLlhy57F0w8uELj+WhsTJOi3vs3QMG5ubm/+D0VSX2KluhXi13XDd6uGLA4vHce1jivehI29uatz8FGV0ymOQdpxSFsCVpw4g1O7Jne62a+j+qq+wcR7fd8dAwmlvuEOVKszLmiyB5Jpf6KUAZcOdI49CfbpQ48y3jkxFMJ42P0g/8A9KsYEuKLiBwNkla8cqRZCDMZEcqPb2fuxk/n1NjT9I1qjyWtSta1nKtzv11pKnwrnVtBFSsM0r69FrXpWoqw5dX/APKHLxoE9lD/AJ3Xb/MP+NlMK6N1Mk/hX+ql77KH/O67f6P/AONldvEnt0EJUTxpUYf40RL7ju4YfgYYu0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YltK3Dt+s21jLLYr373sG+rMffLIzubebeq/qkjrI75aXLol0hf9uyiKxwzg1dYHE6DmN5yaFJdCcd40iwOSc6k/Tv+OrdNHmthSWQpAgyntekcj2bmsItM/Tdk5m197trXfddMY2lg32xc3lMvlseT7iSmJ/fQUZF4FZlHxyzR0yXHLhPtU2VIY2ZAI+K7n+03s089bxuCmeBxPHceDmdgQVjvK3eOj4hE69+/l+qrzW8WpqK/wBIw2p99TaUit5sb13enbSn61mMSgpEvATLpeQXHLS5pZ4mRybi2fHuEeIRjm/fH+SneW8CcjvU+8SxZ1BjvvSikXBq2rer5A/0ZPgZVzEvFjUWvp+1d/8A74OsivVjUXO9P2nw/wD30dA/taSWwYoppmSJLRsGY7WbVc791OuX3+uok1/x2MmpMisjPzT2Vj50Y/y+Z84bJs+3tw6CX7t9e7t9R7LvaXh5rb1bXDX40Oxaw+8WgYkI+92xo19T3HYlBJ/VflpTmd1RiXy0af8Anq0p/wBZYle9P42nct/tKP8A+ms/30EsJ2tKKmvvqN9L2onsrrAIP/pQ61+c2OE7hX60J17P4yOsCULWyEqIdkNiYTryO0qn3e1M/wB9KiyGxPJ0Xu0r+HtI6CWa2lWt7qilyGwCb13y3M/fLZ/vrAcisBndF9tz/wAsxlBLpp9tLD8vrqMFerORdrbpb3/ukM/31v6atCEQKXWFuX4UOzWgkGquv6qyv76aPuluamizYyfr5ra0S8WdV2LdoaL9inYlA9Re+lG1GemrK5dPSsL/AChn++tVvllYui3WF/lDP99BK16o4d1thE1BdIj/AMp2LS/bIemvaxf26B1XqYBu1qKi7LjF1T3KZtZ9KQN2izYi/wCPb/voH1epg66W5iaunRk/xzP99KJcYK+qUBf8YlA6WsU2WfET1yQ/20rKToa+qSH+2lcw57q93Uk2QBfUUa/0kr3PB+mH/aSgVr1JoUa/WN/rryEGvc0jV/ctQKd1ZpNFT7a2SorOteWtV01rZNNKDVabmbr9lKuVNfVWNEVPVXOraNXd6aKtNpCfZSzxuV+u5NP31odNqaLWRHmV7nIvuSkTOXTWlyOVEVKbuXT11oJKj9q9NAufi7ParpMb5mwCd39CjxV7vXQFxDCiWe9FdIXlttxO7+hW+WFUfKw7s4yVU7v8GM/8CuMOY6u0PlZaJm+TKq6f4NZ/4FcWV3CiOVE93fWNdK0r1bsb/wA9e3frrXvrFYCiPryvT7ErRK9/NWxtuT3V7ev21711rp3+qg21r1e1r3f9lWFaovfW+qe+sa/qr2v6qUj3dXq9rWdNaeDCaIir/rrGvd+qtmsV3qRdEpdIsrcxOyk6+5vT66WENOn199eRy/8A4tPvRFw7QsfspULpuVNvupBsKQ5hHIIiNGvWqp6qgQ719SrXtE/nrdAuZ3k3sav6q3SKV+igYQn9GhZFFVK9vf8Aav8AXUwOwzXyEC/RhNm97E8zW1Jz8EvsY0MYgdo7UzczZW8AU1d96t03aeuiG94oexxlLdDiEZfJH39dKQsPu8zHm3aM+I8HO5SD5vir+vbRKDzXogFTXvpBH93rWpy82GZaLgkAysIfZvc1q+qpqLwuziVYI99jWQpoR/IrO9y/zVZ5UEo532rW7Xu97lqwbfwezKTK5BYCx0UPMY9/c1zvu61GXHBL/DsRLwsbmxxH5D0Z3uR37qYA/BvVyg9MKdJis+wJnN/11dPBTKJs+PMhZVk8sMQqN7P2iT5qo+TAkRi8uSzkvVu7R/dSIXKx3r1qJTo+Rh3D1tyHfLzkr5aITXRDL10t/Dhi0CV2cEEqxIvhj6PPXO8h8+GmhxqxC9bN660x9frrrtXRuYcU8NynHJlve0zHuEqta4XxVzq5GauROn7ERKcAOwAHIJOtztUVUo6wPhtdsuhOm+lYUFFd0uN3VxmBM/JYj2iTnMqPd4wJHMh/R+Y5eh9dVhsVpEg5A4QWP+9trnPhfgmRYNxDBM0FLETmBGcddKukuENpHpqqJ6qngDOMPD0mb4iW2WWFGSahOYMjmbKCvk2cOCY7Ku5cntr49xQnIj7lXy/pGUGZXxP4vfOabBgdttIOYoxsHG8jPz1BvzXjCC3F5846CG/+OEZ3/wBuoOvS26AyK7tzApGRF5nMXw64Ezbs/wA8bx6OV7I3bCcvRy97dy6U9kX/ADO/StprveLjr7REISm0zEsgGflitcsjVZvTVmlaRFgjSCRjzGMRsdvd1uWt7dGZIGgm8t73O2tV7lRdP1VIAx3IJZh28NulK9vcrNO5P30S27hjkZYxHBgla/TY9ip1bvw1LVCWSxFmxl3R2qFCe03LUZfywU+jw4yBUT+9+7z0dJhOV2THClmx5oxfVx46buqo+2YlfrshbZ8211H3jIRNuz8761SCzBOOzcVxqHZG4vAlsjs270d5v7qCOJfES75xOY+YxkaEJ+4MUXc1n6qJ43A++JblmzJghC7Pvf8AgdQrKwa/hP2IVulyl19oAW5uys+qF+QYj2jGq7Xd/mWlVgq6Q1rPWvcvetWhYMLuo3RrXdLccDnFQiIgtrnN+xKZZPjl5HBjSoeNGjtfJILcgtzXN/FSgyxnhddbvbmXF06PFGTyNeTTe2oaVihwXE0PnoUo2O5fLcvwVOWnG80NDmwmW27ySRO8bWKqIxtTVrwXiDcFE1tnEMpO5SOkUFYpAfzmCLuY9/q11p0ewyBSEE0yqi9HMRy7d36OrKuHBLOjKR8lsAQh+t7pNGFs4RZRCxqG6HkVtd9I55Y6x9+wn4H1ABcKMStknJULfoMssOOPRQcpauGXwY4ePkiFHtZuyuHzOaMz6lmY3frPZpFxKUOrOrYlNblP4n2O2BDjtiFd0XxOZv8AJ+z2UAnF4I4uCeTky5ZXAXUrWu6GVJWbh1YbRlsDIYt4uLJAz7uQqrtpb0xxNDDI0dkHELJ/jCK1ujP30+xPGcrFcUPeC9tjM87GfjoLsRRFZqT1afHXL/ynmtm5fazBI9IY05akC5eh1dPR4oD29sTmkRjWbfXQBlvB878QuQ7JPE6YXxxjkjoOarda7KsY6TJpIsvlj5Z97uumXou1rKix7jIklVfPIG9dv5KsaPwZv77UKLPmRhz0JvUrPWn4KbZRwFzSOAUq2zIZnI7eoWL4ifqoLd+Txgj8ZtBJ757jhm+oCt121ZOUlsNqxyZOmEFBAADnOe9fWulCfBYdwtWDxrbk00T5w19S1zP8orI5114q3e1peHGtAit5AEd0btlAwt2LxuIF2PeLbc3RENIfuCxi9P2VAZNZIVgnEshTnlTBN3PdvVun99b4Xm8rDbmQ8CKOYIit5Y3p8VLZvfrzll+k3Y1ldEWUqB5EeKSgiEhMXT6RL5Xn2c9aWSIcSE0kyhIN+xPHfu5lEYuGnEa9yHw49hmhCRGeIQWxtS6cF8tS48g5XC5n6T4KoBN5yz+Se7TyF/aHXrpE6SxuCCDephiqvhjG56urpLhnwUsgV52QRI9y/lmfWVZ9lxDCLNIjlh49GArPJtZrtrkOdseTKY1gSJzJvf53rIJzK3/gzzeRG7efLpIgqTwxDlEq7c+gILlrj5IopKv9gZPPT+zBuSY6MVxAIph99UU/jHD2N2cqXHJL+E6k5fLW5EZsodznFiWefIj45lV/BLYiI9Vlv0dUnxRtOSy8lHMgQnE5Y+eciSPJ+Cq8vd8yS2QAiuSOcWapO88fluZW6Ei2Tk8ODIkXzN7/ABjxlTlJ2p3VUtfLfxPDbrdIj5PfykLD5jyDmkrHDCYLL0lY/kjRl5XXDVU2uZRvfbrMFFLZbVbCluIxbRrzOnSsS0DbbnXEH0WW2fOiaS6wt2nPN9X+OhiLm+aHmdnNxLvETmrvkaFJRzbcHtuL4meXmAHSzmJrvjczVlNeF8PhbPy5blPjSBkJ0x4503Mf+OoJIlzkWdIsqRxsvpmPVXuTtXro9xa1X4ltj5LBz+/XG3qxxVj9p81V9xl4MBdGFPxWEY8pxNg4fwsbVjcEbDleKcPYort3lHu2R/iC39HRQ9AzfJ5kGdLgy7yZzQP5Y+b/ABWvcMctzQoHAyvLJBEuX/m8hJG1yfs6zjMGR/CDMvWOovInTOXcWk8jPyURcRsXNe8clQ7S1Ie1nMEXTc9j6UiekyD2yMWZMyieIfL+vl9LKV4X51EvWQks4byWfIhh5xj+ZtUPboVwmMmYhlORrKFIF4cgnS5j6Gvk6ZE/EuLKWoxHrb5zuyHIxPWnM9pXNl3i9xHF2J1pVf8AECSnZr/D1f8AxHf6vsZR0MyqdGJ3fZVf8QFla38+rP4kRnq+xlUVv8rmNIm5pkkOIPmHNHC1rft8EdcxH4eZQGCkp8HT8GvVXWPHU3P4uXUovajINn9hjKEroUjLahVLsJv8jK78OffeVGweE2YTBDKONHax3veXTT+6lf4IszcZ6ChjeBv12/pWrki5THFfXxBNMVGD/R8uiZtzk8jV7GoD4NlJ5ZjtQ38BWc6a8qD/ANvURI4U5QAMpxEjoSP5mb/NXSaFlEj7WvejH+vWt4jE7O5htC6e91WWtuUkwTKOzhk+jCcky6NdR3E4IXQ9sSQa+W4JV+r5b3LV5CjRuyctRj2M8jK17QwZRj5VaZ2oyRwUuCCRIVzGQ3v6KUi8B74YWpLiJn2psq/xqRz9rCspZCLzeWnM3/FWTaiofAV3ocxzXjWenkAxlex/geVoo0zIZfhPb1AB5qvYo5I96kF/Z+srYRO7xB7KhsB/wUYKCLzSWOUQpx7EbzvJUFYOC+OxZSmuSSZAlJ0De/6urYWQPldHn/FTVVQijKwug2efWui2r64cCcfl39Cwndlgv9TOZzKmD8G8b+bRbb2SN24a9Er2fXRjeLxaYWkqVcACZH63ohfq6a2rKceuyL2C9xDvJ195PErf0zYPjcEMThHQxhllO8PViP8ADogNb7K0SWgNqCRguvby+ZRAs8fI8OQ3T7+vmphAudnfOkKs2IhPj3kpRZubFIJrol7Ix6SNnJ3aeQdSoMQsRYXLLbYpxkZte/Z5qcNuMNyPGktrkZ9x9OUvEELWNdJGg6wqJThzgRYY45cbt5GA8vTT02GY463lghtccEUnnRrO+lyZFbBkXxx8tfx6Vol+iKr9FEPZ5mb6v3PrSLm2DD8Vx6Vc41gitZCGQz1RnU+qEv8AxZgGkimwLGEJH+f7zKsL5RefQYViLjkZebLnD8TT4G1ystWesrxwJsoyVuQ30FwmREaxrmoRm/Xc1PWnqrprJJXCSw4TDyiDbLchOSzsLWO3ue/9dcf0RRHY8bF5ST5s30oL+Jib7KsabyeZznN4ym6Dky0a3lezYNPLV/fJyzWbkWMyrPdFQiWzbomvna+uUqlsWyC545dBz7bIcN7V6m69zk/XTY712sUIxMbo1lRprTb5XMgEt4yDe/e9myqXsHyhwpaypdbEVZiJ4fZydL60N8ocpEI19iZAI8e0Sr3ov566WwPOMdq4eW/EZk292MCOFtHHQa7C7vwVzBxBvWPXaZETG7CO0xo4EY/9IZ/vc6m+bZRdsovBLhc5Ln717hovSn81DtY77bjkoYpS+tddK1G94191aVmsBRTcwr3k73Op5CuRhmG1ZTxMYqdyKtR1YX11B19wPzFMjmSIxgtKkcA+XJXz1bUsT2D2tTXd8dcWcEL9OtGYA7CcXikYxgzr0vdXRXEzi5Iw5qLdLCimIfZyEkfDW0OOJ+QttkEDJr329yyfaDTfvb+jr0+0WG7WBjrsznRgpzHBaza1/wC6hm/IfNLHDyoNiuPb5LPo8ffvZy/0lM7hCvt0tqWOadQFERvq6Oa38dGSmIY3iYMnLdLAGUicjwxu6GVbA7bDmtRWtapGfGz4aqa18ORzt6yrvdAbH7dqG6V/mq1+A98x2eO547aRkI60v5Blf93v/wB1PG03b8btEQ719Gi5j+p5NnmfS57dGQ7nLDYjvyUWmiikh/R7H9GytJYGkjve1Xb/AN9YAkrQD3iVqER/30pPsQCIQQkCIZ/jYytcnDdYkEkqLEHIf5tlV96XLclJF7ScRdnkYj27KA7n2ga2vs4kR5FZ36N9dMbLAKnLQscQij+PStsYiXQzegznPVniav8AJUkMc4DVWYcTXD+savdQMrm27icLlJE12eGQifWVW3Fm65/arIke1wAy5faOY8g039P5Kks5z2fbubHt1q9MkGRo+aLv2U1hXXIpjVaYTBFazRhH+sdAJ8NeIN+tMq+Ts9t5x67U5Y422rTx/PMfu+iM0jlZ197NletOO3W7yiyJxUNbyR/Z8rzvqDLwUj3XLi3i83CSgXsZsGF+3b6/XVBVczgucfkWy8jeQnxp4i/31kMU0G1I2bLYxu7a/YuxqL++iew4vYbPbuRyxPGP6x3n/uqMzjDhX2IFsG6KEaO3KxvUx9QeAIMkgAsmiIFRaqiLvRak05bS9xRjGxm2gqHZS4uSMQsxnJVVYRz12sb/AD1OJNtGhBz7vHj7+vqclUShiQBiJJL0firDVYrFe17Nr/0a6UK3l7ZsfnwZCHt7mbFIMlPcRkhu/LfHIRBi6Ea74qgKYzuzxinj8vltHvrmq3caM6yTjFFgQp6itBJ2ixxj+AddG5Siixi8I3w1HGfpy/5OqO+R3w6aPtOdXbmqVHPBGET4PvkfQdAs7I4znjfor01pCes0pWdlIisd3Pre6hYEiujD1RfVUSWPNKvhFUbV9ffWA39Fp2hS3Jeai/o18tM14QcMnzhXM9jjrJa/ne085Px1NJFXsPZZaj5f32e0qUtY4wgsjj8djPLvq2EIWCYhEgdnBjtrGqP372g+OpZw4bdFkQoj3J5X8pE20052naOYXrd7qTgy0MDmconMG+oJN1zRshAvj6j2efX1rTOUIMx6Pa1Nqfr9VIFuYlV7Ha+E3dptqBfkLJY9A20zRtdor293fQE5oqteNxNuxjPenqqISRBlT3Nc1V5fdrs1RUrJr7GQDguUil2aK1aCLllMsJlbjrNVZ3FUidyLQF17eEI0e+KitZ7N1Rse/ReajHrq93rb9lJThXLIWt5R0GXl+Js+Cmb4dsx4dwl3OQ+bLJH2CYvuWgk/TOPTENzkEhPIu/46jygwqasYBEh6/UPcyqbTJrnZ9Yd3go4iyPCmDZqx9B+RQ79e7pKPcocyGSEusfs/Ma17X0HRqwMPjIe3GBCCqJ4jRdH99QVmxXFLw5l2ts8naRrsYbtFVFabo+ZFullu0uaIsg7A9oUfnbW91nRrQeJHx4ThcvrkKwmzUdB0HEjQXGWKdUMxe5xF8i0la8bx22NKSFbgIq/uXSuYiS8jgznr2+4t7cfmsUZvI2o/0/ktsIT0Lkh1GNfpDyk6aDqy5Glht/pOEYhSi+oqv814rX/G7GkojAI6T0DRzNvLd+OgW4cWskhNjgnBtIkGid8ffvJ+eofLOJNsypixTjZDHHTe1Ht3c53+qglbRxtntviOFYhIhGEeoNNiGdRHfOO7Ik5BJaLjzVTeQabNjKrq3/N2ZbbVcCzEiGEx7HgOnth1vieUYrNurEnRyak8DYR+0G2gaXXiceVcVkFgcqKyRvGDTq/pvrH8I7Qvt8j0cG3S4S6x5EdN2tOsxkYY/HjwIsZArEleIsb6yq67WjPEbEGdrOpN/wAOlRp3PwY4nwM6xhChcgrpBTkSBkJ1r+0qP4lXeeCPcgA5XwjkEJ91464vxbJLviORhu1lkoGULvaqpqn9VXS/i1Oyz0fanWsPOlR980g/fs+5VZWbxe/9cd4/6Sz/AMNlD/pCKNZHMGJeT5vw0r8pqQeBl2XnB4Rkd4ZP6DK5rvGWXwyv+kcntA0YRjPjrfH0x1w6ZZIhFkI7nA5qs37tdKcwZsbnoAcwLyab+5Na5VJlV4PIRz5z2Ls2JsSkBZFeGE17edHepFa7Ra3dEcOtLjc4sdXoQzWfz0ga6wYsIhSkD0dftK5KnXi5S5HPlzpJ3/a4lNllyl9ch+n5loYdUh4iYmQJCDucN+zqeyoZeK+LellilKTlj8hvq65rYfa1W/bWidy61gjh0gnGDEHGbvJLYifYKt2ccMeimcgyS3i/ka5sTvWtkfomlDDpedx1xgacuMKYf97ahf4cLT29ebbZKj+/vqgErb19y1dmF0SeOp3R5aRrVyyr/F3vf5Kr285/lF0Krn3WQFi/VidtbQw9qhXRe/Wk9e/Wpts6lTZMkikkFeV6+9y60i172+V7m/uXStV9Var66RImlv12UIBekpaDCzaxvM9Vbw7kRQrzRvlr8G9fiqIANxSIxqauVdET7asfDbjitg0n3i3I+cLw0ijL3E/NW+AqC8SfQsSFjM9RH5n0hFJ1vre92/Iufa7hKuJ90t+pGa9yVbI8cs93xj5xy8VtFtnqv0eRGk9NM+I2E/4HiXSJcHrEhD1exfXrXoYlXLLbJCe6iBPmS+zd/PGQj3MqMlXDKLlym2t1xJLeTlkPrt31ZFuk2bHsGcqOhrkBo+zlgkb+cSq/wrEMizK6zxNn+jyxvH5SLUnpKA2SNu47yYd7dIWY3z85eqoqjDinbFtOTEikYTm6bnkevn1oPrj26w8tYRKwvctY1WseDb31le+stTp1rX30SCgSOG9FRV1SpuBFtJUbJnXJwmkfo8LV1X+eoCvUWih1TcqN9WvdSaV7WvVCWtZRaztr2lEeWtVWttF+yn62ee2F2wgHtD9ulAnapZoE0M4GnME/Vuv21aGZX24Zbg8GRcZMEKhTxPD8R9VYBj1RDNToG/vSsuM4fcxyuT7q1tFl8OeLOV45Z/RDZ3OgMY5Iw3j37HVasi8pIwlJ03/B9yJtWRIJ7yfo651wyZCt+RRps8e8QV36e6j3jBfbce/tBilwWbHuEVimRevlv/Z10tVzxs0gHHEjTlTmqIbhqnw1XHAfKRYZx+uMRfpUS4FdF38z16+SgPD5FyO5WvkC1h/SI4pXrJ+EdR5pDpXEKLJixSxZL5oeWx3udurn2PpGDxEY5+uunelZeHcmuqI1aTtDCctjSPRxNibk/mp0ZqtZ1J3e6sCPmINiMHy6hXI3mviMGrXN/AlTMyQPldfRVO8WbbeLXIXK7bkE8SQwb3xfqy0FpjUAXI0hGMVfX7q5s+VlxIAERMIsxNyk65hmr3t/BVM5rneQX+4KUl0nsB9UFFVuv89D1vtV1nze0HtsyQnrdqm3VPz0Ft/J74wWbEbTIx7IYJiCOXmDmM63sT7mmn99HeO5vb8oKeaOASFDY8iRiP8AUbSuf7jDjDYGVyNoHv2bR9WlW/Cs2fzR20OOW4cqxiG1SPROqqLo4b3u7OOVpxCZDYmgH76Kr9lNisw+dkElkES+zeRa58fdpdvkS4Z5Ei2zBg7oBWbCa/fofyjIbpd41kDkI0mlC9z0GxnS/wDPWsC2r5xNDfJEyyYDNDPlLHXxVTpY6ozBMmzm325YGVFWVKKTZHfHqsoedQYAeazDQ26XBXnEkC8q1H3zjBexXBD2o4S6v5nMOP2LvuUwLG+UW68TcA57XKkVCD5g0XrdXMTSFkjaNSvQiqibyOX7aO7rxPyy8WKZCnNEqE/5QxNqUU4fwKud94duyZJ7Ty3jWQCMNe+iUt3hvwnfjWAP7HlyyVuDWOKPXUDPyUeYyhhWR0O0QkZKix1GHd5XLVD/ACcJ2ZyyGxu43CYC0wWLy2FB/wDLq7cWkltF4lwrnN54JCbmoz1irKg3EOJ2TwbrconEKx22AkcmnPWRs7v5P46g8gzPJsAzrn2axCuWN3pWEHyhE0ZrQV8qgEY/ESKsTfMKW3+wT4H1dHyXb1kM7B/R2XWUoUifxWQYW3mtqLQ0uy3OdbQODC5PNRCdb/JWvN5Le8u9WJRZIGnZ9dH6aeplc7ZXxEvSXq8Q7dic+SKGuz2e3fWZQdSMjkhVhRrGkD39fXTyPltv5HiyhxikftD9ZuqrcVvzLkva7nYVgcx5GMhMfzKJomF3K5qk3tcZBRz72D2eQdaBqG+KYBUEWOQrOjfTS1XiLEOsA1xGkjzvZS0+HHtjO0RyMjkanVzPj/fQZIEU14LI5IpL+RqQ/wALqzIs2OKOSIssBeaMn1lJtjMix3NG5CNeuvd7qErUO4yoXMjm5cN3smMf3aVOxGTI8JGvRy/a7X3VA0uzAvuLGJzGqRuzevd30P3XGwBGWNDKZXk7iua7++i8kwDozHyxpoq7WKqd/wC+kljIF6P5jO/+ugrXID5XZpEC0Y4JSbP40d/tOXUJescyXOsuKG6yFh2+MPoIOR5/zsq2pyJJUhSFehWdG99D/hIeeFFKSWwe92z46BlYcMslqtA7eQZWAAfeNy9VPGgdbxvfNmBK579EcjNWIz9dM45r8EA+1TBSRfoH+ZKUg3W5KOW0I48p42d7HM6Hp+qtje+W1lqjpPnW9swLv4uwadTKrjLywrpcSwysFHEP2ZEFu3/s6P7/AJBKuILaEZBxzobcULu7Skk9CG5gz7SFh8x5Pw1gUwlrvBizoDpYGRQR+dHVE61ZQkOBMu0b0bb4RyOI/f2tnkez4f7qvdb9aLhcCx2rChxFTkPKQfWb9n+ShKU6345fY22QioNmxjxfxegCbfAl5Rd/R9wgkCjWIxJbU7mCZ3f99Ob7wtPDt30A3bCj60YMfnqzPTsy+YhMLAtMKGotzxyHec2ypXhROmgsyzbtpr2fe/Ue2gpkmDXRmPwu1u5B3IicknuWpGbgtpbcoUaS1AxnBRTnH7n1PcV7hNutml21p9JYpGqME/veymUFYhMLixjiNcEJD63gXrY/8dBE45a4DpFxx0ImrFYTuIrOrl/pKa37FSW10CFGhoa3qz6XI2baCXI+FLcaOacKUMfib9W+JWku93RgWi7Ydwis6xrUaa3O0hhnNDaiyyMe7rHUjwuar8zgp3s0Y5G61raLjNik5uhHFaPw2V7ATKXM7OqpsVCOR2lVl0B8rcrm33MlT9IxP/DrlFXK7111N8rczSXTM3D/AOdDb/YcNi1y13UHkbqtPbTbT3GUgBPEP8RHaJTFVrOq/bQPbxB9HzHR+0BkafGJ2qUxr2vfWK3YzrXq1StkrAz6qy1ivXRE1WlowOdv6tNjd3q9dS2N3SPakMVQosr6jePWtwqFIF4y8t7VR+uioqd6UaW/hjlc2B28UUTIypq17yaa0JyZ8g89817k5zvf9lSQcpv7IZIXpWUsd7NvK39KfzVtlE3EJIcssUqJzBO2u0XVNaa6Us4Kqqq56qvv1rTRaxStVrWt1rVaDdFVPVTyDJZGlAkKPe4b9ztV81M6zV/HIszGeIw7VY5UL0b2tSS+eKOQnQyobMeJmW5QLs82fyYv6ECbG0LRIyGkiGMLjKT1I2pqHjU1pSkuFulMjM9W2tQko/HYCXe7R4JbiGANy6KUi6NZU5MkycByt3zeyMcwrGKxZEdeldaTFbLWy1yFFBlTiqm1rmJ3MfTO5YjfrZGFImW9w+b3sHp1VuOGbNkknvU5HXCQ8i/E8j91O5+NTopSKiI6OjOYw/wubRHa8JNMxlbrEMg5RvKEg9lLXK0ZJOjxI6wh2nQfLYA79vOrp8dG1fCgyyMcRQK5uu3Va9Kt5o5FGrdzkTXRKveLhvZcctopoYc8w/EkDf8Ad+5Q1l1xwuNkKXGMhucntYvK6N46fGR0qp8Y7CohRq39S1qZm1e5lWTdrrimbye0Ptr7RcHdzlE7w3UZ2ex4DPsjcfjgHLuImNU5firE8N7c/I1y96NVf3JS0eMcztogKRfs0rp6x2jDrXJLjw7T44/aKo99DOWY8GHdpF3jBHHjgcN2hPNKf+CkcG1UWPB8hud3Fblh9jcT45C7WpUwLh251yk28N1iyjh7nNH7lqy5GQ2K4xotz5LnnEVWnC9esC/rptbp+IwdWdtixDrL7XsJ7638bntVl8xAlnlKl05kcSP2719T0/VRljOMWuRZ2XCDaGXAQk8VXM0VyL7qko2YQD3GVcsmPFNDDv7LFAHfvX3LTVkXJclGa44yTsUUOw3Z1dsa79S0+OC08bHY9xxoPo2x26LMY5eWho/l0oTu+IulyP8AyjukKBIQejQAHoqr9ulG2JXXLZADa2+BNmMPt5TCL0p/vodz2LJi36VcCikDupWpta/Rwx/q/VSGpkGrw/uUcCy0nw9CbuWnM66ZS8Sc+I2QGW96jTQzVH5KISYxJgjDfb5dDetnNYNfX31YsglpBDHeIVwIkRDM54SJ7dNPVWIRR8nG7msiJBQKc0vk8SnwMByoMpz0thlGLvQmnQtWljr8LSXIuaAT0py38kc+VvQf+LrF5znKVgtt/pq3CCVWcs8eN5KuW1cW92RSbt6Tk2ifzhdyGZG0SrcwrBEzG74hdLkbsZRF1nvGPzuZTbIcyvtlnNiw8lt8xxETUDo2lEOKXWebJrDMtWpZUkn0kemxgW/HXPqB05bnMIj3IvW1NEpQh1IiDI3+emsFNjHPTv1pGdMUI9V01rmGksiPV6PJVbcdbpHhY9GfchEW3ENsM9nw0cGYMhe0a7Kj75aIOQY9Os10DvjyxqzT7aDl/JD2OHlQQimW2TbjREGgxv7x/qosxqU2ZjY0g2c8l5mviIAb+7Z9tCAeF+LgnOtN0uypLEX/ADfuUbWKx5TiaoPHbtDNbhE5kfmeb+TfW2VZXixHwG6QBZU24RNzOZHGxN7GDqyuFfyiLTj0X0VkUYpWjIXlyI4/O34Oig/Oskk5rkAAZ1CUNqgyCIQlvHVxYTwx4LSGtdCjBuy6a8sknmPT+hWZaCHFDifh/EsHo2w49cp94UfRK02vDVcXzBMmx1WbwHTtTN6HUm5/9iusFtNpsLoa42tjs4UI3mqsNmpmfylD/GLMMQttmbNlyo01Yxehgl3uR1Nig5HD3K3QpawoEwxVE1fHH56S4TfJ/wAqzWY5Lwi47CEuqvMPqMn4K60xK/Wu6WgFwt8oUkR2DczYo1Re77aZ5fneNY6IkqbM7OOP50b17KmxpYODWD2LHlsQLaksCp4hZXU961WheE2T4plCu4f39XWgvf2OQXyfs2VnM/lQ49bvBxyMa9SNPOXpBVKSePOfny8t8FNGED/Vb9moNn2aVQVZ1k+aWfI5tryewuB2lPojoruj+2lI8EuLsbG7v6LyZzpduKrk7Yqb3jd+Opu2/KUt0qAEGTYwxxfZkUCb2/ynXS3EfN+Fs7ECTMUFDJNXrKIgtj6Frrk5Bw1eAF3kTrIrvOMikbvqXl5tYjRkJAmslb/IguuuDTXjGJ0OUkmxkDK08La/u1pljmR3a0SQrbJJICp61RVVv89B3nbs+h+n0sM2GUUlnWi09uRrR6QVyI0RS+0ri+RxRv0+RZ5l1GNqCcqEkN89GxuK1uuGPuhqYqOEiqw7fPUHQ8mBAAqSkBETmdaP5dNbldQgiliWxd8pXjY+q44R56DOL1PbeXclIImDhDXucT9pRDMu9qmZh6DB2QhRj3oxSaa0EpAi3i7dojXEgVe3y7/j/dW10jniY7Lj22GLco+XsqFj5Ddu0eio8KGS4sI4YlX7tEeGYxkcC5mu+W3YMlqj7hAXYysyBPGMbyOJiceMK5lScxdeWRfD/JRvZ4lxLAesw3ZyD+Cn+T4Cl3aWTEyAsMpdqpovRSMFLhbrIOJPL2kgOh79nnqCMuEGbMuAilMLs1LniyrcHUgiSUH172UnkcpY8NEQhI5CLsZspye6pZ4rYc1U5jk6yLQBmU5BE5BLu2aLrXlnG/4Fr1rmwlt6XEi8y6FfsHT+bw8tE20XK1vHrGu5+eYgydSE/BTzHMXDC5YEDr2YeyIc9AMZDMKOegbbL5s9j/paVILCuSWVRwixu36bz872bR0RWayW0s+VMW2FHOf0HJ8D6fO5iIoRQheGnidfw0FRYkp543umDGknnKznM660h4OcHa5kyaWQkjVp2eWjxZmNxzqWEkYhfOR4/gqqr9xXEC9zIXZ5ctq7hk/Y1sA94xwQZTi2dTl7PveDxPDZSkCxW0WKsLMDOFNUaFICSviGZ99lQV5yK53e9lLazcoDCcsI0ftfzKmLZYL7MymIO43SW+JEa1GFkecY/wBHVkDWN5ZIsV8VLbzjW4hOWyPIfu2b6vDhrb79mNnlJHNElCkSO95+jsrf0dBl+xTFbTJMpwFMWSPZ4Z9vJd8BKHMV4l5Tw7uUtbF4oCdBBzx70WuY65teE2AE1JE2zRTTkH3m2d1RmU8JsQuN1SfHtpYEz4yxDvG/+qqWb8q+7JGai4Zbed9YTnk66mU+VhDWLr8yyc//AKZ0f6NAF8ZMdl4LlqS1KTsc7mMFzU3O3VWQZLPSsgE/lvVy6oT9VFvGPjHcOJUaFGl2W3wRw37mKxNX/wA61W8oyulkcxWm5jtrUT3UCk0kssrs4Ve8b36BYz30QcJIcaTlCEkFIMoGK8W371DQ2zLbOCUaPYrF1Y5fUlT/AAvVVzeGv2sJr/YoLn+U7/G84/8Air//AParmpa6V+U7/G84/wDir/8A/armmg10X11si92iUqZqC7m9+tIete+g976217q8qd1apQbJWU7qwlbL6q3EDw6dx7fNlIrgRiGVPWrE1poOn9uvNxtqGSBJeBDM2P2r60q0GXZjKiuQb1b7l0pwJg0Yid6ERPfXh3GSIDRIqKjXbu9KdgAk5UbzWsOTrT91KDZkeQZfCbveT7adW9WQJLo9xFqwiepPtpu5VGvRJV5R/dp5a7hHDKe+anaHu72KqeqtIkIOIHuEV8xhGxmK7pa77K3n4Pc/SMmHa9Jg4yakeymUzIpxjq5NWR07kYndWgL9PFPWbDOsUij5C8snUraTCQ9DtUNkgkSW+V2pE0a1o9WJ++nsXFlluIiOPH5TdUeQOjXr+pa0tWSgt8LlNhqeQ9O8ri6/11NSM6LNkQhyY5GxYbNUGx3tH10/HCSN8ExKYluIeRarciJt2SGP89Wmlmxqx46+WcSLzX7nveTclUle87PMscoEI+0RBtYPls8lM4t4uxsKiWu6XVViyZHM6/P0V1YW5FuuCQr0UalCIkfxNg37WPpaTxNw19y0m3CIoUH93fpVMyYU2ZZbjNW1+GLrjs+NW/pKRxqwS7gtuLbSoLt3hyNU6dtLbWymV4c3Wa2YK7eJrHjCH5KXkZrhsqK64XYRQlHt5IjD1ev89QGM8LQWTLJaSJpChJD5gyVsHCoMa8yLhdWEfDZt7KJSatdWvXPppmS2q5Y7Eyk064BiCXYQTCbHvqvblkuAeKaFi0s0snvkSOmrbu2N2G+IKPPOR6E62R0fy21gfBTEJIuY6LIG1PXsLppXPt0c73m7Rp9ybKg24cIAvKFru5aK8Dzv0VLIprUJVJ9ZEHtfR07hvgDJRYQluBP0hCv2cmtrhwvxu1KW9IeesOMNj/o79/iVzvqPJNQ3x/OfnFl5NLFL5pPaSNPJRfmAbS5xLjdRlQccaeHr4e38lBmGzBQLzdZFsapAke3kKovP+CpPKLY/Iz9tUQm8sewj+0bPDr0ObS/YviLrQ82Py1jpy/FMneqN/HQHdAWO1dlthpwb4qx3P5jGdIR1YHDENixCPcQ3aUi9oftcknvaVlDOQYPh86UZ9lnF0UnwE6KNGtpxe7Fs8O8tHaUhiRXIBpU3lD/vpPLSRbDbI1zsr3BZO7iRWyN3Lps6xycVc4r4S9nOxzAmlSFajWflofhWSMaeJZdxGUTkV6tYTpd70RKyqUsWRgsUdTxZFxSa6UhZDBrpuT7EqXlz7XdXOkxBGlknPV0nnFVHCX7Ki4kIc+AO9FtYSR473t1Quj+n1a1DRQy77exxLYiQW66lbzO7T7a0iVud8nmsohchRhFI3kYQfR0eSpW8HhXuyQjS0Nakked4mPcx7vyUpc1lTcdTHhHhFEIg2SFH0vfU/YMbQ9tfbbYsqWgia6kJ3BrNqr27QkBd5sZgHcnlsMIvJ6x606vF+8AVriAI6W3yHc3RasyRjFsu9xN2aedbignAKRHJsdtoTx3F77bgmiyhCcVF8NzU5j6joC1nTljosSFy7ikjxCNq6Pk2zMhncQZ4rkiSwJD368vayhKNhtkgrLDkWRoF03lv5fM2vYOiDg1JLhvEa0WUE8q2+5kInIIvu+CuHY6whOKo1Ry6M/VScwbXs1+z7a8ng6De7ZTiQ1HBTX1VzEHNC1GMVE0rQfc/axtK3R7GbNXU3Y/Re6grbi/i9uDIJkjQ8uSRRsM9lRmPwFnN55lXmxv+T/AtWrkluZfbHKgH8p26pVLWLMr5GuV4sRrRzQwR9nHJGnXQSN9tFo9Ocg0Asss6O1ijQnQlR8nh/YLTcYk2E90MoyeJ2deozf0dD+dXc1kAGda55luPL5/Zz/E38dDkTi9fZdveOXZnFkOXwlQHqZW2VjZThePzY5DLkMy2/G8bD7h/2KD8Sw3GhS5aFkx7lZC9zNpNz99Pfnq5WiKKyyVUg+sZx+Vai7VkWQByeIkzDC9nKvfHELb4n6SgnclsHD21Y12OLenxFSR7OFJ6kdWluk2jH7aIs+Qk6GUbnyHzF3vN+zogyC04S+03H0XjT/Sem/lkGRu59USLDM6v0sdrhWo5eWTuH39H56CPygGLGvZj2ObyYhdxOW+P7H9nUJK5CLoDxfDbzCEqyLfwE4hlmKCfbhxQp7R2/dpT2x8AMqPclS6ThQwDJs5nmdRVPqrF7v768iD9SJ/SrogXya4wriNZGVqaJ8SDjbXVLl4D4VaSuMY95kD96jdtdWVczMY8vKG2OfmovcjWa61ISLbeQRnS5FruDRJ8SC6P56684ecMcPtM8NygQyuJ5/FTdtqw7va7NOfIFPiNktP7Rru6oOHMewLJrs5pIlucZqt9elTS8KM/jwGliWhSqr/Vp6q7Hjgg290dYohgHH8NjBMRqaU4hF3TCadEeg5ZtnBzMrZOgXIlwVqr7kowunDPKr64cxssUCfHZsYfXz1fpQjcxrX9+lNVWNFls8MmjqsIqOJweyUki13MmYkSVDfziBezw+ZRnmOM3rJLOltl3siKn/NCbd1E3pe36k+l/kZSnZreVCL2zlFez4PhqTCoTBLdNxSwDtB7mWfs+M/tGUvcb1ypBUL4UUfne/46eohBB8Qo5H46ZzrGWVzBr9IEfz1geO4B7TzohgqROtN76G70q5ZzbaQcd8oYNNUZoNhKllxi2CTSM5Rj39bNaX9ECifRonM5i/HQVq+05HjLo1vtWVyRkH4h3GbzN1G+LZlaZ1r5yuSMdH8gpCL/APMpzKxeLMQxbkqkUgOTzGUD2vh07HZClt6rKCXoe9/wUE47NgmjnmpcBBH2h8cakJ9HfURCykNvf2S93wRZZGP10Jr0VunDuJIBLtfIUtu6Sct/m3fpKH3cF7dZb4ScK4GdEUe/kbN72fs6BHNptottqjS7NeBsHKImqb6FsuynFViXCygt6S5hRbySY6eR1WTkXD62zCRklmE1IKDcFlRFt4K2q2LLuPpYnZZTNjwSPLt+OungpyxXyx2aSFT2rcg2N5hB+aiC65oH0yOJbLVyokh41YTmbX7aJMo4T4ra0LJNfixk5fP7OPv6GVHW/F4eRSLTerOVQ26N4a6j9s2oK9ybI/Sb5bVUqK9dwN9M7VduTHKCdCiXCLv6CH8+6rOveNYvDeUvoNTKMmz2lPpGOcJYU8JrqqiKsfmcrmbe+sCtZFqx2RbkufcETD+IP4q1jYbaz6KK6j5JSb/D+pb+OnmTrj03LVh2nWLbRg2J0fFRTi2NE+bpQnmoIhJDTR0HH6iJQDGH2HEJl8uMde13CNG6+fy+l9RuTQLLarl0t7UJSd0fTqFRTeMktdiySTHDjguUhOWWQORt/wAyoXinlUC45Hbpdlghj9lj+Zy+0oA4nOPJVdfZ9b46+Vjaf8Kf/S+3r/L7v7FDxpSmmLJI3XV+7TX+6iXhSEp8uEf6oY3f6FBb/wAqMulxy/8Aa3V6f/O//wAVzeJwmKvMYr66K+VSmlxyjT3Xp6f/ADn/AO6ueDRzt7ys5SL6qDRUITa1dERfVWmiapqulbqj2oxqd6/99KNiq7ue9Bu9yOrcQFixorIfOSXqT9Ht/wBdMqcKNNisd8NahcHVVcnqosEaxotZ99PYMMswjhgTcRE1Rv21UNERF2tTu+2srsQqt91PI9uMSQ4KdBm+tFrQUR3Pewyd7fspIao0i+WsqF+3XdqvvStgKVj38vzNX30vMYxRMM12pPiRKgzb4Pa0IvaBC2ffXTWkASSAEULVTYVNH/rSt+wyEgdu26BV23WmtWwoR6kcmvdW7msa3uLpTbVdacx+vp5SuX9SVLsejjUz9rfX7tKO+0Y7GhQmwIy3W5kjtY4KC10X30Ntxu7tEryQyN1VV0RKkcTuZ8a7Xckg/SOXsA8ieVa3zI1y6ZaDRLZEskCRDIAP0zm+8i+vSnkHWVZwrHkMOWIiuaj2aKragZMedPlOuiJuUnjk091TdnjXuTJDMEJ5xtAquaxmmo/fXfhgXzsgtTbG1ziI24OjI1jG++ksQvYrVb7fMPHVDFI7kDJ0t/lKgLhECed6XDEcggNagmL71qZvNymTUBCBAEl0IPZyDv8AJ+SuiJW93662yUh0vmoy+MMbybt7v0dTGLmnz8jQ2RguURCx2vjjI/ooNsFiuC5oGJdI6qghkfHG9Pjq27hGvl0t4O2ELE060IMXk2UtmkhkHDuZ2cMy3Ko5nnY/me6nyu9FxRGnXTlDQewnMJtqILleY2hHybsKPLhbtB8nw3NHUfkOKzc91WUpYEaRy37/AP7KwJm4Y3a8wsopAzpy5HidoET7lV1k0DIrRbb5eJ91WNHeDssQTPf9ynOHAu2EPuwId1WYCMVoOQTyUbGWRf71Ph3a0/4OGNij3x9zDD5dBSHD2bld+jy7NAnmQARoRjkTuZ1UV5riuW2LHQFn3UMiMJhHPa1ep+9atqz4NYrM2TMs4iRR3AfWz7KGZHDW+3R5IZsrKW3SF5jxr1OZ+Sm2qVs6R/8AtxF7aKJKOPzjITxfwUMQpp5dnnwy3NwSoRh+Wg/rKunLOGlrIcBGuXmNIwcj4edU1deH9mlx2xLa1sEj/wDlTPacyt0ypDJJdnym4AmXC8njgABgUY5nWr6irMkEN4mdinCVEF4bDj27quy8cK51wV8UJo8drm6FNs9a/e/n0qqr1wtyS1TC8sQpAXuVu7fp3fbWGwzBvM4gB2s1zJDCBVf0JpvX+amZXwZFw3glGC5F3IV3Siv+2j+Pw0mRcabOSbEJICu8o0Im4LPtclEOL8HLfOgkuEjIRymnZzG8kfcifqqinLaORNUwYcRSlGz1jWrNueQwbXwvgwLLNcy5o3ZNbs03MX1JpS1k4NzHS1SBkwRqTXmDG3rYyp+y4HabVe1gzpxZkuRH/i7/AK6o2CcYMzEZVouB5y8gzuZLfzdNyL6mbas27c+4Y2K7Y3CMUxR+GwZNtRkbhdj+SDiWsXbLdoXxCKPdsbV/2DHLVY7VCt8AY1HEDsaR/vrn13Y5ADiuSy8jHIyKOZEROe88jqdQpe7xdJOUJdgH5ZY7vCexduzl13nlmKw8hxyVDaiCOSORgzs+F1cMZ9hV9wa6ntmRR3BRV8Mnwm/aMrE9ju7htfvnhw7suUI4TjSQbZDPxJ56IzMV8fxO6uZPkP5R33bDJEjuX6VGGv8An11MrEMDT1VzWwi4DxufqUf4UrYHf1U7vkCOMoJHLXn+XdTZicpdtVLOGqjPXVZ5DaGW+6XhXXdoA3Bm/VR6bKsZ796VVnyjLGt0wxk/nuD6MMhn9+jHs/FQszi41g4kScaeKZ2YeyQeQTfUjNvNhh25rI9pIVrG7B7BaIqVXeFh+cOHXw4VIIbTsJH5dTWKtnw47rtdrqpVlLy2AeNm0a1oPm3KDcFINYSBINd7F0oki3W0o2UaFNDLmkF3Ir9v+fVc4zOZNyNbPIt8t7GPIvNezw3UjJOCxZMYBgllCITw+X8Dq1kHgLtc41yW4TTILSN1x9N/VTzH8rWQIFyY0W6WxfZjoJxfNotyvs6JMjqVIibPZ8zdUyeReh2Pk4taArJeTwWfcrALcfy+8ECUtytBYyJzN6760ued4xGhpNkT1Y5X7OW6h23W2/BOS45JMJrIYMLIn1bak4+J20s/W8Q4pE9Y6iiNt9iLajzE5hNjO5jKDrjxFvPbSCx3GlkhiM3yjnH5fwUT26DbU7UXxeyp9Xs21IRgQF5wATGiVR7+zspBISs3FiM+1ElSLVKbHH6+WOpS35nIvCjuFuhLIjb9wHk81PwWEAysSeBCIvwMSlkBZrAEUtEIITF2cukkIyNdL8OTOiXKGXmr1j6PD5dSRbi6CFBClEjsX4KkfS1lPoUSKQkbz7/q6zPS3ry5QwoQa/dqKjz3q5iOTtYVKLw9jx1IweabxVFJ5fm662j9pF7hEF+Ot4NxKVJPZfEGx+zZWGUYtlbInER4uUFO8apUotpj3GRuAQ7do0GRPtr0WS9GP5xFInrYz7KWhXRzVaqhQY011cn20EnEtkaLb2xSlI5rV6EVPVShnEa9GDGqsRNN3qqIXJCDlNgSmPXmdTH6Vq28IeQYPM8ZjNWovdrQP/aeKVRIPf8AcpbV2vhqj6Fl1m2hYRZqi+N7/LUcmMvVRFbepeo/PvJ5x0BpNVOboRRE/UxajjFjDEwkjyeWopLYtmkIUqmLzOszyEqWjQu2oXtfK5XnH+Ogc8qQNNUkj5b0+CmTpRBCWOQQ9n36gpK3iDcJQjc1Ij2bx04OFblj3bEm+NzPDRlAtcFS42gvpGGJOX16/fofvcgJZCQzn7LBJE2IzWoy723K79zBEuY4ohMIx/JoYNaZBsltszKZyy7bB8PmDJt6qAjuwbR6O9FSJAFGWPsQi+djaXtMBrbYtqYdCoKO3s430iSx4rdbmV0pzioLoGR/wfs6fSEgpIJ6JXxUJy5DF+7+CggH2+adqmiGhiliJsZIXyfydD99w2ERd2Q2sUspBtI8qE+L9Gype6T77AuFyBc4Ii48NNUIg+vdUXhOV49kdncCR2xFti7EYT66g3bhVjyK3JDjgLbdPEevL63/ALOtMasU2wXs0w50LbxR38pCE3PZUjHywFokCiJLEiK/znqLzJwA8SLRDVZStlx+Yx4ydC0FZ3Ytlvd7mm0XmzCL4/L6XkoSBb45jyWOZtYDuY9V/wBVXvNBjUBJhBwkC573cvXpqnMmPB5KzI5+bzSbCafBsqW0FZ0RkNzgk8yomn9VEPCoiszOONV6VR/+jUEJsi83UMeO1ZJXqggDROp1XV/Bq7DcrhTxIpRLCTmfsT8tn/31WWvyiNyRr1vdr/hR3+nVKuPNndlDohOzD2M/LV4ceuzJHvPPdr/hR3+nVFNTqLyDrpXQJoxeQkhXKhGO2t+xdK1kkJJMpZCpv010SplbWZLcZwntJH3ouvvTWk7lAjxSIpkVnhpov20oRUmKsZyNIVHJ+FaQ0p5yYxtBhKrHa/FUkexTLGZp71DKkZU7lYvrX3VBFnt5QiYVyptdSg5bwEa+P3OYlWNjnCDJ8rgelY8mAOORu8LzE9p/uorifJ4Mkdvb74nOX18hmrUpEMKXjdukIs4P/J+v2dIvkmaRzXp4ip310RG4L2m321Ic/JZRBFJ7NnLZRTZMV4ZwEG1jLZLKMfIV5S7n1aHILiPRHOH5V9dPIdnucqCScG3zCxh+coxK5qfz10xO4P8ADafJLIhMuQBa94QHR7asi2y7LjlgFabYNsa3DTlqNUTUn8p9+om3C8mXJMJgHvVAj8o/clM6szjwOyMyli2WyltaKzxmO+J36qrVU0XSjo1o44eHj22Jdb0pUWVFG3ljIPpfQOtHXDxbHDtdynXd/NLy9gYi/W1eAW43fMQc8d5u044rqr3P5Y/IGk7jaYF8LbgQkuE8hXcxhz+Rjfx0JyVgzAlHCAhIvhs6ydbKsnDXsbGS5me0QoMfY8by9S16nEjmGMCxeahbYZIxiJ9I5Hejx0QcM8SmOsY7yhw9vk703qzoe2oR/Ei1Tu1o6Aguyjdy9frqhpfFKSaRBFYYXZYIx+OPZpqT31v6IXDBxWy28PYjjCssjNTuZ/sVIfNiylt4zhhoSVHf0Eeyqzh5xZky4ZLxFWPNIwfXzNEVmlTN+4nWa1cu03ODIjv13o0a7qyDuHb4rHMcMSNcnnWpYSIP+MP3s+7VVXPNbUltS647lkXwvEkRiD6zfs6ccPuK65rfxWEdnSNoN7+fv+7UluB7dUt7D9oIg13s2aU4artyNRvd++sLytvaeXzH/d21pa1RdSEVBkf8D6DW6kslqF9JiRlWX527PMSn4bnbAwkIr9B6ULpcLdNkKGcJXPiE0R6VnLcitlssXbH26Rchsf3MSsR9oJO3xZMPtEYvPHvqLNd4AFKUk4A2xl8TR1Cca8XV1iVYNjEFHP1GD7lDgAqII15hZsmQfeR/wsreGFjyrvZYkaUWHIbLPpvQfM3O1oLi8SXntJjRbYr5sdnjBVNu0lDl9wE7YsrILXL0vhJHOjtAtE1ym3dmIRO2Agybvy29ojnHseettB2JxkHPYvp2NJhK318h2u6hXI8pNk14CGDeZcG0ovc57tFRasOw8PMZyC3jnXi3htlxRNzwNPq1HfZUVfuHOMzpc6QVi28cYWmrX9Gv20QKXXERt0ZY8qSSCSzSS3f360+kyi4VJhRx3RqwRA69j9VetQEi041AC+JCv7iK5faA711+yh6WyMe5vhjuMo7Rt0a57NV3VhuBLAv8mHz7pjl2YK4SdWHQ5OrbRJwYmuW9Hu2SXtSlFHV8cp39zF/PQZY4xcYvUAsuOjiyhu7pFHUbO7PjkD0NkmNkXXxOQAY+VXPuW148JTISxnnrdEuHMkcwZCD2f4upsWTiuAik5oxKN+zZUTis62ZDw7iXKyR3woDm7WMRu3YifZQKkz5qXAZrhM7fEuZNnM2exJXBV22SWTUfNL4db8V+Htn4mYcW0ykQU1E3wJf3SfZURYiilQRSWlGRPc9lHdgkkGHeT+aiOHLTYMj4P5a28nnW8Fxgyuz9nIT24n/WMruK3nHMt8eWJ+5hhMei0GcWuHeN5yYUu+25TGD5DCftctTWEdlt1qHaRKT6IzYxj38zw6CWuSqVjW/gqDIza7RaITMQiap3VHSYi73KlAxJ3J1j37qj8wskbI8Rn2uSNiDkjUa91SjWMYijL6tEpZjW8t7NelU0qjlLhvjkFHyLTZMmlyl1eCQJjNrWVIYjpDj3KxrORSxpHrkk3cmgvMcNynFb5OuNmkMJDWU7xBLsc391DdtOI9suYrjcZ45x0VeWHra/89dtC5LpcHYxD5BrvDbKIwi6Of5aGrmEOSW6L6EnCLfPD5pBk9X9CgP0TONHkoSa6UXpZvX7lFqJbMItfbYfN5sqP3k+I37OuYOcYw0UKNyT5cxJhX75HZ1H1Urw6swMcyiXN+c6XEMgmzR6+qqUAkWMcZ4ZFFKc/ezmO6mU/gvuFsQaikxhKUmvaGL56DoK+zrZerwkVkrkPjLqN6E7nfvrORx7jcuzvFOaFg00c9CeGv76ouxPn3e/Q4IpIVuLWPK0p12o8n2d1L+kMkx0MvHr5OijQiuUnidTKyq5rrlEm2WCQRHNlSR9DO/pdUZZw9rzGFl8y6JCjHZtMJj+l9VZe1t50AWHIcOAUex7wE9dOoWW24smHjGQ2xgrRFXw3eV761lHSx3R3aLBnIZNnX4niVH3qEe5x0hwzDEUb/rPjqiL1eF9PIlpvyxLI/rH2dnXU7ec8udoW2mtd+S4Fk+GUZAbnsb+krK0t22guFqBpcgtk8x+x72VLXRYsWARxOWMTGb6CrPKtt+M3S5HnSnNftGN+vdpUvbcdyqXFPb5MQzIqi1a0jNdW0KKWi6RLjKGSLNEkY4PrKkYq9jMonhEwm/eNUf56EVxiExRTJ0k1sUQ+X2KRQTfuIMm1uJbLZHMUsGRsErE6X/noUvG0oWX2kssI48j4KxLGBB8gg+iga65zeI2ENu620iTmMb4LPip1OyG5zmxHFQvNWOM3LYzy1ChUhEuiosVP4u/Y9n3abz7Hc5d4JcglQUb4Gb6zjZbjM5SJD5RCdZK0uJrysiVDiG5SM6APfWEOIAkHNIhSjUnxspG7RCiX0gkuQMY2dbGVFHs1/s6Jc1P2oqv8Tls+rpBbytx9JQ7ShiTmM6wSOnWgmmmCbSXMvXLET1Ieo8+VR7Zfxw7i5OynNyQHGTpYSom52gd8w4x5ymtsgJNgxj+CgWRw2u11xpAy7uLtSTOchBruoCjMc3BCvkW13K4FPDkEd4qM3tf+zqCvmTJaoKZBapJSRByWvkQiE2dP4KRw/DwWwk+yX1HHkvdzQuXyt/FrUGmNY9dNSTLuZCkkuAMZ/jrYIJvFa1EusUEEbo8U79DPM5U71qaBeQ34Av8GiHF5nQ3f56r/IeHtjHEdEDcDJK3bd6PR6I+vYKbJLHbZeOzYyrEjkd2eZITyOrDS02mS3QJMSJDRSSCb2N+yt5K2mAftF0u8ILiC8ONzNm99CFnm3KxQZM2Ybm9G/kvZQtxLtbrhaLbl0Z0S4xyr9IaIveAb/rKgn79Pyd6rdCwyHaqjZ2eP1sYynp1sEbGJcKeUEO4k+l7449kh7fsoVxV2VW69Q4VpEtyt6jI+Ry112NqT4irCdYzc61jTIo49GM2edlVkhfMk4TXuxhAULkdFH3u+Ni1WGXXAcM8SRAyCVcECRexOd5o9Rj4zYAHtFAKZ+3dKRH66N/3UvygXmGOUCAKO1GbUEjNSPd7tlRoyy3IC3ksV5TuNIUapJKq9RKgpD2sFtaxVa/4qfy7FOBc/R/Ka6QrN+1yd/7qjTqURFilZtcNdFaqeqqy6A+RjZLVPvV5ukuJzpkBg1iv+5u3a/8AclXNxXMA2P8AKCic0csfMqmfkV3BPnPfLSrkBzYXP9fn2UTZrlxp+Xy8chQkSJBJ4kjme0d/+PoAv5QWnIvGvtSXV2z8fiPql43PBbiovJ5cj46t/wCUcvhy/wD4wT/6lUkq6h0YtdPRu1ZB/o6OX+TRal7kCGK2oE55YpY+vkEZTexT7bFusM8yIqiD3FVnvqYNMg3s1wEsrs7PNG5lIAr1AkI71adaU+vN/u93CjLhLeZqepFpK4SjTFEhdnhN2JtT3ViOMMkipImDjon6qgJQ8TcxBjUawxLqSLGjr0KHpd/XTq3cVc5hdnat2WQMD9zGnbuoFXuXuXXStjlKVeYWg6AsfGDFr5amx8ziyBzBKr2kj+py1TFzk2y4ZBcJIXGHCeVSMZr3uSoFO9UpxKA2OdWoRhWI7Tc1fXSDK0+Huc2vFrWZ4rTenIR/mV6uZU4vHC1hjrpjpJZvcpCdKUhc+LdpNwpTELLjzwu7PyFQjd2q/pNao/vptjKw5XEGbfr2s28wIkrljdyo/Z93VQfJiXObKedLedSE9bUCuiUyjyjxjNNHeo3t9SpRviec5i044lsKwpE+FUSktwEm2i6ujvI6BI5IvM/leWo/vrrb5PciRkGDXc1+kxJfa5WhQqqJp/KU+XhzwlCusi3R+9fjlJXTFJpyFGU5itENyq9yoiInvqVukCda5zoUtVaZrEerWu17q6sZj3B+xu7Y2JZhqLrGc5d9OuRwmkXImQqewqX6wyyB/wDdSGXKMifAXk7dz12bXERvmdUkjrbcpYo0NxLekcW5ztq9T66h+d/B6FI75GNjL8HLaOnbc34fgtUi6QXWmXGjte94wBT11ocT3aYadPfJMmhNdF0/VSJzOJ3ucqr9qrUjdJyzbnOe1iNZKO5+v2Vs+0KRICQ1dI7XqwafjrlTaIa1V9VPrLdrlZjvNbpT45Ht2q5vr0qW+ZeQ+kOQGCUq79nh0wuVhuNv17WBQqnwP9dax1/Revyfsmu12sV3izpJZZhv1A5/fpRlarSkftNwvV7QEonqRZG3aOkuAcnD7Xwzt4hnEO5yU50hXL6n0UT7NgOaakuHZLgoO57mG0210iGA+kjGLTaJ0st1iM+Pfz9XPJUCucYvcCxcdg3Rbh25+zYMXs6Po/DfhoyDyvm8A0VnX631JwsIxG3SUk2zHoMdU8jms9VNCuw2ltkty2r51FNKL7M/6Gl7A+3xIPZRyhqoH7Trp56s4GO2VDklLbo5CPZt3P8AEpwy229SIrYAdU9+yrthWE+2x7gH0sG2uRI/XzmVNehMVnxI1yv6RmE3bmEOuyrGeIDg8p4B7fu7KFc0wPHcot8OBchEFHin52wT9vfTbaos1ya0gAtrxQ4pZU/jCjJ11By+JAS4UsFY6FckRzFHI6N9RHE/Hh4fxZclifDjgGPeNiLq1v56q26zjzrkcpje0J7vJWtlLUwTJMLt8NZ0rHQLdPOLl9fXQXm1wtUy5ldGBtlEkcyQdP8AYp3iVqx0EZl0ud2EVRx9/Z9fi/R0OR7wkSeQ0eDFQRF0RhGbuj7NabBxDNZruQoxXHnXEw2qF5fqXItS3GUALrIx+wRLfz76o2seUXfznVVM40f0iYsEJAtR67Gp37VqzuDmVWDA8iiZHkQz3I0gCtR7HbuV/XXNt1FhlhFiuBWzHjox/Yom2R+t/wAdV4C1LfQX7H0hIKIRfCVfgV/3KIL3xAsMa5CFdJ/ZIVwjc+OR69L6HswD2K32672Ceq46OQ2XJIhPPWcCXwS/2+wQo2Ny7jH7TDbsPsq1oNw8UZOb4b/iqmHBsNwjLk1nAUo5o+Yc+z2lF3D3IYl9xhkxFGRVXZsY/mVgWxqJQ7CeJvoTMRbdfiFRF5Z+ipKzyX9maMyap8OtYuzXllDaN21yp31FTgXpy1X3UgXR7lVO6mdmfzQbHFXVF9VODK5XubqjURKJRAgkYquc/d3UgHq1Tv8A3U5Vmo/OiUyeTlyG7SIlByb8oOOuK51cY8G7S3RLmDtYxkITod+jqtcLyqbi9xJNEBhTE9o0zPXV6fKtPHteU2k69kWV2fVRkHVP3u+YfMkRLp6KLzhe0jv6WPrYdXnP/Tku3b7eghDX6Q8SdRP2dT0mxZ3kal7Bjh/RMv2Sm5eyP/J1Ayc6sbrawNhx2LbZqL4ZFTftplcM7zC4xGQJmQyoomp4Yo/QhFoJS/8ADS42m8OYa6w4cZERivOurUohPjOGktFuDec5iHmbtgWRvLVYRpZknpIuBTzo7lGpmlIq8xalrbPhwbksj0GI2i7wIdNWsoLIunDK4tvFtl47JY6OJVM8yu2K1NP103yO2yAXNt6HH9JRZoCJIIce9rB0KZLnN9yq4xGTFWEEcfT6MTZVlReJWIY9g9txaaOZNfHHtIQY/aUEFxBm476BaGxx/pY0YFkcY+oNNeHmPpfrepL4YiOGfeAZOldvx0+tWcYqe5y7ncrB2VBs7hPTrfRTi8OTxAvoJmLWabCAPokHImxjGf7dZUOfweYxGue21ZErpTCbCNGm91Wbw/8Ak+255yz78qlCV/h+J1tb/sVauA4Fj+NmkSoMJHSj9b5Uj2jqPRIPRgxolRUTgmI49icUca1W+OAYh7G6M7/31O3fRNFROZ/s1qB2xe/ycutjOG9VT3bKCqOPdvjriD76CFzbjGVmrPiezmezoPhvxqY1F7MIjiDRSDePyUVcQu2yMpCCRdux2Ysfkctg/r/0lVZmN0m2K/XYAIJvoMNvLIMfTKqwknuT32xWFU9IEUsXmdEWnlvyOyZLcAjsLjv2JsMCKPyVpBl4rlGPQJEmCWQr0G8gdPrKsTgoOxkfLl22O2KqdHL5e1zaitOYaHHHykXmbPO/w6jwrKuwVEFfpPxs+7VoXf0akIhZYhcv8dc355PnJnZQ40d0O2jks7ZI5nnd+jZWGTx17zey5eO0XiIvox7+h9PZO295SK6GnNtajG3l8sntK3vmW2t16Ba7tAmKUQ9/N7OTb/brTJ4WOzYwZ8adFCIXiDOnX0/HQEcmOYFilp4UyXKJy/EJ000bjEiPbmiCflLzWEIPzbKCrDxKn3LLrRYZ8Dkw5hXJEuPK8/3KsF+TMktmARFIwTnM5+nxUCGaxocQJLiduyMMe0q6dSfhquFs9lPKtMjmrEicxx4fduc91KXXNconwYsbkI5ry8je/r3k/HUhk18vcFsJA2EHLIn0iO9Or/F0gSZMSSBYLjfAvAKZO605pR7RuprY0vS40IF6NCly19RB+V9Vfl4cgm26Wsya6HF5m9BSCdXLqesNjy+6YyMMe4ijXEcbWKxF6X/rrotpjK4F5scWLc5oo8tF3AmIyT5Gv/BVfQMdvdtyvmjcKJZrpE5HPavQyjS5cOrnecTZb7heTJf3D8ZyL0O/VTa42qSO3Jht6CYjkh88Uj4dzKSlhPJpRcAye0CxeTLVBg+krzOiTT3iFneOSZABRAF9IlGwhSj/APDolteJWQ2ISy3tR3C5DG57X/cqrJGJxBuuJ5lzUbhk5McYx/fZUDfNcitkiOiWSNyhkIiFO/46a22RDsl3LrDKKUkfnj5FFmB4FMu2J3XkzQjltkbNFSpC22mOma+j73ItpF7P2d79m3+39ysNK3m5HcJ7gz+zBSaJeZ25fuUP3802dOfc7g3c6Tu0c346JuJ2GTMdUavOhkcR3hi8gmfBUHaZ4+wsgzWo5gd/UvwUsM7Df7nYroG52mQ+LKD5CN9aVYmMX519zbtqqqqsPmF6GN1f0VWy9h9Gr7Xm9o8P8baLuCot2RmL+jj6r/boyKOPRlmWEcsvtS3He/8AsEqo7ewDSan1VPsSrZ4wIhceiCUnLTtrOv8AoEqtbvEjW4idnlNPqlA1lPgn0WLHUTk9dM3OXVURdUrxC967V/fWHqxWpt7vtrcTQfRJscNtkxnxkIYvkN9ymnIVE3L7P7aQooddYUvBxWvsYWTI59/N+J7aWBmvauXuVdaxr30V8PcEv2bXHs1qAjRt85ydzG/z0EbacZyC7Bee2WafNEPzuCBzkT+6pcWKXWBALMyaDLgQ17xOKPzPq8bZO4tYRbR45BsVnusUY+ggEpnLxriXxOQocqkw8ctzU8MCs03upTChrjkEo8VkQKoIIe5iNH5lqMgrqRWr63e+pLMrBIxm+ntEqTHOUDtFcB+5q/z1C0bguhGbh7veur0rJZA0kq6GihRU0RdabV6gkGllxY4tkt7UKveiOWpW7XB92iQwQ1exI7Nqu3r1Pob315CKnqXSgdyhclGo2S0uvrRq+qpWMHH/AJslKeQ70hv8MbFoer1dOO0L93q06/sp76TY8PISOrRr52o/zVGJ3LW6G0Sm1Fly9FTLGE0KFypXL2Pq2uF16xpcSttrPbiLMITyDFuf/KVz6sw3KG1F7mUSY1lRrYgghMWJy92wo/Mldo7c8uih2iCHPe1QJJGHezcQLvu1X3HcV0gXdbpDeFkcg9r2u+7Q5ZM8WyqKJDOKWYpN8iYRX76huIl+dkcjnmnr4XQOPVtlqtyj27FmQQjKy5uX4V9S0wZGlFgJNBKdEUntUR23fT3BQ325T4lrx6zsmTlJpu270q47H8nG/kPzrvkkOHr16ABvrlp2BxOO2U22ygstvjW9jI42sSQ8e97tKi/4fOI3qS5RWJ+qKyji7/JklskMZEy6Kbd51JHczb/fQ7dvk6ZmFf8ABh4M9P5TbWWF8cCcxuebYet2uYRiII/J5gU89HQhsYu/vrm/As6u/Ce2LhuYWA0T6RzASNOj/wC+rVuXFew2y3xLnNkIsYo2vY8frqFLD1oS4uWxbrw/ubUuJ7eoh9oQo+7yfb/XUVcuKFgTCpWT21yTUAzuaq7d1cwZ5xZzLLHSQyrioIJu7sw+5qN+ygDxHCRyLNe4neve1epa3SVbxK5Ax9U+1/rqNHWz076U2kIYRFV0kpQNRPU3Z5qTWWhNWvABNPUqM70q4eGWNcFUhQLnl2bKc/rLb0C5jGfmo6yDinwEs8dWY5hUO5Gb0sRYe1v797q3A5/wfHZOX5CGyRJUaMU25WOJ79KishgzLTcpFnkmY90RzmO2u1RdF91HvE3ijAyMCBsOF2zH9O7tEbuK+qsc5znK5yqrl9arWZkOTz5cgQgyJBSiCmg2udqjf3VePybs1gLENg1zCitnk8AhidH8nVComvqp2ySrI6CaIaKhNUInc+oy7ftlhj4xFPBWVDjWZdyMAi6+0+rqr7Ue3cHeJxQn57sdurN8cnnYF61WPD3ijPxyOSFPV1zASRv5BSeT+nUrnWdwsjxyWMJilV8hpBxyfUfkqK61hymlB0k371RWafZUnEJveR7u57W6d9ceYjxsuFhs8aMRvbzh6dTv11b9nqrpDhFncPiFj5blGtzYix38k4SE0rKizUcU/NHzP7dS4SMmC5/voJym8Ht0GSWFHZKksXYNm76yiPFnT3W4TrgIY5ZGdeyglhezpC6iEic0QuYRlO5IyNjOML3Dqortxqw+w2KQabdRTLmIjxpDjk3O3UFBfKpyId/4jM7HzPokVgCb2bepPXVUiIqLzHMau3yfqqRzO+yMnymffpCbXzCq/Z92ocrdERiNX8VUS63QGzZ2EK7viSmMiSqLo1Nf3U0Yr1cwTWpSqI5ivXRNUrTJ6kuSPQe4Xk214lyujd7HFTQnnpHl8xOZuZ5N1axgqblB9r/sUU/jGlI5jnP72+ruo2xApp16iANGIMxBk7Ofl7qT4c8Pcv4gi2Y5a4eouiRLITbsrpThFwUTE1Sdk08FymJ7MSM6Q1d0qvuFvCnIsly/03kdpLabXF96p/GiV1DESHbGijpsYJB9HL0RtLweUVqw0Fyh7OiqnkcAsmv2YrdZ+eXEVrUm9kccn3fo6wtj5MoiSF5Vq/wiXXZsj9SUq3FszutwSafIPQoRv39nAzc6jDC8MsuHWv0ZYoAwh85HO73vqVK7adXVC0ODHyxU5q3SRI/PUfmKXwVvVtj7MOSQfQ81FqO3B30wvowqgyFXl0LUTh+I556SlLxIlwrnFJ1wSRV9jRRdcbgzrY5sOWiz+Xy2OJ7SiS8XJLdBJylFJJ8DKiEhnvUdJAE9Hyxf59C1JZBHnY/AiCusctsiWxXdoXl6NI2gq45BlFyyYv8AB1eNqFic8ni7K6XvloFllsl43mVhVoyeoyE3b65u4k8D7vi0k87G5xiw9N/LTz7Pz0LWRij5061ofJso7Uv1iML072U4vAo99WTbk0EIfLJzGeaql4c8F81zPCX32335IkZpegRHP11qT4dGyHGOJhbBmK8whQNbzCE3f2KVaLLsUVs6+80U1JtuQXZyDX1sdUDkVmyO1RVm47HDyByH+GT7tOcnxrOcZva5NigBzLWPvLHf8aVIx8otWY40rXyGwlaznrHQmyRv/R1gBmRx8iBhUGQkVIlw7SAg5D4+53M5n+ZRfZzZB6YnyLgECIuzwR+R6/HQyt/ghkljrcJcwfM+j24hOtlEHDDIIN9SbajLpcoL3keMi/D8FBDSsdj43mCXYQ5Uu2zprT8sZd3L/oVvxHzu2CyRIRI3Y+WPwppB9G59V/n0S9sCa6224KQD5O+RH18hKkpBIWS8GkukiagnQVIi9o6nrQFcWDcr7ZUh3mdCu3bvMSOP1NoVvoclt/EeImKAcWTZ47WP5nke2hZtwzHFrfbbp6MUtkAzwyRyfDRfhnEUHpk1oumnOK9pI5X/AHX/AFb66Nm/z7zPtd2u17sSxZcEHh6J0PqycXvlszPG4eRXCAIM1I/L5emyvCv9vvMMcSRCR5FVwhPaLzLURPzS1WW2MQlvkhKjXRxDYL1vSsAqyhtpsFqS6TbeFEUjOZI+CgUCY1dxXIVrmCW7Fe5U7Om92yh/IuKFtz3h6thm2e4gV5GAeXTRjHfBVaSy3zAZEB1puYzSl+tjs6fyVmZGi5DfbDlxkskyY1CM5cjnoRE/lH0XZJi+PHtXzkuNwuJbuUfMOSOu5j3U4tlzLneIz8XW2R4OSJFUxTF7lKyhThJNOWzXm3yVKdwYb0AB/l30pEBZrga9dss02aqo8buUQvn5lDyt3zAkkB00VqEH9+iOFAkXIaKXSBJAxHg6Nu53fTfJZoJeORCGWIS4IrkJozqqsnOSyMQDjLYMGEb0uQ/Oed69KNp3wRGT0vPJy/D5KN3/ANOq91VfXVhcESEW7zx8zw+Qjtn9OgmuNv8A6LRv+ms/8N9U+vfVr8cP/Ndr/ln1VNAnW6eqvaV6lj2lKDRqJ660elY2uSgx76nseyq/2ALwWq6yYwCPa542P0a7SoDvp1BhkmTgRA95DPRra2D2PxjzVq6llgPp99lRmV8SsqyA3i3EsaPp7ADtragY1oIYUh/aYo+z+dHk0qKX11YGxHOequc5XKvrVVrRa276x76g1r1KObpWnvrMjNY0rZErypWh6vVmlo0Z59+zXoarvVRSK1qtbNY5ztEaqr+pKmbdaostXDadXHRquRn21YRC1mpGBaJksbyxgKRrHaPdr5anLfhl4LZiXc42igk7hvITzurUQBYHL179au/5PfCMWcCJfb6hUtwibBs09tVZ2mwlkXAFoHH50wjkUjxk8jda7pw4UWFZYsKKNoQAEwbGNTuSujCYx2zWnH7eyDYrfFgBYnlE3107aJWk/FW4fa+zpZibn+rvoGiwBlVXuTv19VPwRAtZrymJW3OjNkoFW9envrx5ABKm8jE/etVhXnHLhlEz2yjY3TtcZCPBXFWZWh9kcK3HMR10EvLOLq6K+hkW6RDMV4pEd35X1EmsWPS7yS5Fx+2EnE853hY5VrLb50vKVjeWxXtT3tXVKQV33q7Y428JLFmNqJKtUCLbrwzylGmxj/zVx1frFc7Fc3QbtFfGkN+B3rpIaNgzDMFtE97X+zrB4p45VYcJWPb60qyeHHD6FkmTWy1/OoSSi/Vs8zKvS1cBbHbs4h3ubdyXEIeskeQPzurDbmSDw4zedBJcIuLXUkJrOYpeRp0/bpQyrERysVrmKi6Kip6q+jM+Xdo7RMgx0IzfpoidzEoas3D3HYN4uF0PY4Jyzj88nPFuTWsK4mxrDMnyff8AN2zTbmg/O8A9Wp/PRzY/k+8SLgRe12wVsEid75Zms/111ffMnx7CcaMdyR7ZAYTxBxRoxV/oUEPukTPIHNts3Jiw5XtHg8JlEUMvBK5IVwA5RYyn9wgSd6rQnf8Ah7l1kmKGZZJxB69JQgV6OroTKfk8khxgz8BkzYtxYTvJJk/DRxwkwG+YN6Qn5bkaXks8bRoPeR7Af261COMBY1fzTkgiss90l3qEoHI9f5qKk4McUduqYdcfV9yuxLvw+td4z6z5g2ZNiSLX6xg8pqM5l0jx0bvevVWVcEW/gjxSmO0TELhH7/Wdmyi2HwQ4ywIxYcdFhiKTxAJcNm789dakye0sDzZtzjxRs+M59tVLm3H3EbfIkW2zpNvB3Iqc2N3toObs6sGdYNchQr2aZFdIXeN/at7X1KYpxqz/ABwSRw3VZwPVslJv0/ctWtwB4SMzoV0u2eAuhArIXsSSSEbo1fjqev8A8k6yOUjrTk8qLr6mEBv/AL6oFwfKensx+REXHk9IOErWOITo3L765zkuLIM50hEUjlVVclWPxT4L5Xg7iH5S3W3C80oDdVYn4k91VsPmv6WJq33qtQYEg0Y5G+v3UskZ5kAJjtriu0dSXKc9jnM7kYvdUmW2SRRo8wjlRX+RE+2tsmasfFYdFcnNE7b+9KT9TUejFXX109ghHJ5iSnKh2u6v10qh2BjmAgt71XoRE1Wnikog9wWs7Mq71+9TyKxIE9hOzM0RvfzX926pTBbFk9+vYbJZba8so3cjCNVnJ/aPrpnC/kq2x0XXM7+WfMUevLF0tBV0rmPGLjeAZIKPYbu60Sy9G8RdjVf8FdhcCMZudsxZbzktzuE++zCdXPPzGNp5hnycuH2NX4M5VmXOWLxBvkP6GVa8sLWpymtRBp9lcxE2FqyZjuY3pVf66Mt0eIBXb0Zp9vqqBt0do3K9O6lpcc88Tgqi7EXuSg3m5OKO7ls1ev21HuuryHUjOlXf305FjvP3Ncmm1PPSsjH2dl2sfo5qUDf0pI5vL5qUjdXD8MpVISonIccmkKxQFKxUTfsZVV3/AIoyrDdPReVWs0TY3awrU6EoCa8mW6ZmggGXsg/OzZ9ZRon0RBC8Qg6qvhpkimtscpXAU0lXPR+vfT3jhn6YXw9NIC7/AApJTkxmfY99BDXDj3a8e4ny8TvejraxdEmjJv2O/R0LcceNN0t+VfNu1wBBivE145pE9oxfuVU3DywY9JHLuWVHEedruEIZOs76vxr8S4x4bMsZ8Y9HZLZomgI8pNj2p9/dS26VLw4HmZ7n2TF8xdbbftUzWq7RqrvVKic5udzi5qq5YZJ8qM4askx1712arSd/sV9wrJB47OtUyRLGP6G8ZNrTN/SU6wQsRLi65XOAplIi9zvvVROu4tZmewDt+PXWMkdRuYR5E3SNKFsaPFgyhTZ5zEizifxjZudz6sDhNbIEi7zC3az8qGoFePlp5KKbjw0tKKV90VPRvM5kcYybeS6pICLCTDVvduvR4ZjSoNwc2RLGz4Nnx02fmeL/AD4vEzHLTMCWV4A7hHZ00WcR8RtmNms9ysS2+AGW/kTH666jfQy3s1ruJcesVqC69lXeBT/xf+hXOUPlu+LHxg8DIQqU8freQXwL+OhuyZNCBZVsxbFzbPs6/D6jfjpSx49cbvmhmzoyiWPLGkwY06DVJZTwzz8AbkQFvEK3RuWSPHjk637PwUCKvBnDRW+FHkwmDe1rWEXRiM07tKjLzwrkRpphMkui24Q2uNKf5kfr7qTtN8kX+TaMevNilwpcWR3qJ+x9EGfpmHzhPb7Woywxwefy5H1zPjH+eukqmsFybFIHC+LAn3WIY8Jys7TzOsTfgpYLccuOQxEtU7nzJL+dy1f3cv8ASVW/D7DrDOt9vLeEKIhldsAnlG5NNN1WTfJmLcP7haEfA3XKanIGQY6wwC+K8d1hw4SmugO1du8QcbymZ+OobiVe4PzSsHoZA7in3qDTrZUnnUOHmLiWeDAPb7rFXtcwcgftG1OH+ZuT2AFoBYkDeYiNGRSdLg/tKNqzvN+N28M0ABRLrDTkElvJ7RlQa5I633b0jZ4yw/8AnQv0n4qsmVgcTn9suSKsT2aE5e1yn/4KC7/iWUwbhGW82/sttnEWKKQNOmiAy+X2bdbz6SMu1/wtZ3aVGSFVe9aLrVh7pSXQB5L49wtkckg0VwV12s9ffTCba33SBFlW8TWI52xzdff9tGQy311Y3BPk+kbin1vI8/4agcwx0NliRpATc1XNRpFT3Oqe4HCKt2nG+rYFrV/t0Ejxw/iNr/ln1VPvq9s6tVjnR4np2+eiRCJ4fLHu51VBlY7GG5uFYinPHb9cX4/3UDSx2mderoG224DjyDP2sY1PXXQeBYbhuLW1PnYG3S5in5ekgnTurn+w3m4WOW6VbSqEzm7d2neiU4lJkNwjjkGbNmC11YR251bE5xXZATO7iyywgBixn7UbGTViUJyJRJJGK5rUTTb3e+ifCM+yHDRTQWtIb2TO47ZIOYrv66HbrN9IzCTHBGFXu12DTRG/urAWFayPY93NGxUbuair5qjNXI7uVUX9VSduhumPEppSRo27Yr3r5akcpg2e0yXwQy1uJW9/PGm1q1sDnev215EVVSnHOavSwSIv6qlMaxi+ZDNFHttvO/mP279qoxtWhqPH7s64JDjRlmE2b07P1pS9ysF+thkWXYTjIPz74/S6uosFwyHhdgSAx75RyO3nP9hKmVjyzG5bnIoPuvSoxtxZL7SbqIJ6f0VrWNCln7hBIv8ARWu30t9sQwxkgRCfnjsqTiCHH9jGiAT8IWMobcG9jlDXxAHZ/QWtkjHf7MRX/wBFa73NHEf20WO4f5EpitrswgkGO1xB7/PsAyhtxdDxi/yLYtwj2wxI6ed2mm2tcYFcmznthQDmORijHtavc5fVXaII8ZouSyM1ofubKW5QYot0YYEYz6tg0rsm3KN2jF4UZ3ERxAXaW2K0kkZB9DN6eSgl1wKK6uuAURpFK4jE+yuhuN3C8uSSPTtqkfS+X4g3r3vrny445ereR45NtlMcz16jWsNlGT511lJCQ6BFJJ5GdLaJS4rmQUbbZlsuUy2R/E2D12PZ+ChSNaLlLQbI9tlvI77g1rpngmDPoVliBvxtbd2flxI6j8Vlb5ZBuHMnmy62rYMamWmLIG1kghY/wsrpu0cpsNjBcpVb66id7Wg2FRGsZ769ap9sts8fOnBGM/3yVpgeg5hAoQg+ulNyNT9dMbbOFKbz4zkIH7yLS+7fUbMjcok0hfE5+3b56HOJNmPlGITLQApI7nd7Hsft1ooUG13TWpgbm9VYRys4HHGDJ7BjuOngxReGNQDY5pP2m99XrwqJlTsIjDy+Gse6ie5r1X1uH3UVsYR6+ddE91Y5JEduav8AXUhUasyegSkLA9n9/wCKqM4ncJr9xAyU19BNCEurWDGT7tX5OiLITmPMrdfe2mxrD2gHKFcZkdV+NlBzxhnBXiNYM5t2R6W5EiyGv/jHnZXRrRzS6PcMSs366otQMfBLnDu/phM5uhRbNj4h2McN9F1pgNBFcNTKvfqmtUtG3C5rCJsRyEdrrsSgC82zidnLlDYskgWKzovnYx/OqzjRB8xz3xmNcnqetMZttll5QrdcOxJv63sqIBMU4DwIU9Jmb5PKyEm/ewDyeCv9CrciDgxmihwY7Wt8jGDH5aWBAF2OOIpXkVnxvp7E5Yl5Y9lAge2nM7QpNjPs99KdkhsitjkY4rfxV65jnNcwgiJp9i0yfLVrU5hE3J7qzMuh0sKHHicuOqsqFm6dk5YxDkE18r63uk8kkPKHrH3/AB0JhzixvyZMct7bhNkD9uVoOhv531BpxIwfHcvgJEvVvVir9YIniCp9wi4O4LgvMuVq23ef+lkJucz+aiHUSprqMn5ahpcCBZ55cgW6vht2amQh9rF/moLKUrHadzWp9iVggnFb1eSgbE7065Whb9qNRyCaA/k6Iw3KQRejyUAxxFm3Owwz3WJb23OKIfMlCYnibPrK4k4tZJjmVZR6Txa0ehoZGcuQLoZudXeGaw0yHHZ9s7aSKOSMgSPZ8NVXi/AThxa7aoZ0JbwZfaEOTZQcmRoVq2lCY6ez8MbPjoiwjFZU63Lcn5LCtPZScwbSkq0blw34YxLtco8sRhCjSPU2RqrKErlh3C22ZIrW5NM5BR945A/J/TruAmXGSfLmyI9xtRuT4nidHaK6W+Tjw5xp+MRcqlWnn3CT1jeo97Gfkqr8wwvCbZw9Me0QTXIy/wAXkx3+erL+SZmRblw/HjL2SY5YO5iEaLp21z7HQ9ts4mC58eIAKv8ArBtRq06HHcN+j3d1aWe4xLdaRil3DmyNlZfOQzOZGZzG1hbPxic1Eci60i8avVdyLS0cj3iau3Ssm9VEs2UKMI3bv/npWKbZIdu/vrTRXfEtYXo9b6LaRS4bO5EpYUkZOjl9dQa3CKnhq4fM+5rUBmnE/FMOfFZfpSQXSfJv99CxjN5ns/gdVbcTMJtGS25w54u0oRF2s/HUnB4n4ddLf2uBdxSFT1sG7vrSTkUG9cvsDVaPf0PelC3Cd1Bk+DZO6Fc0k248E30cjxrs2fnq7OHp8f4hQJx8kC65OaBVcvwsXToq/Mjs1kyK1Gtt7tgJgCN0ej/h/XVBW/hTxG4Y5P6VwgiXywGL4sN/m2VUVDwYtQLpxStUAoS9x5HKdzP0a12ra4bZgnzZNvSPdBNeiKiaPX7K5KyJInDj5RcG8uivjQWGHIUPqTr9psrsmI7tgAXGI9Hxjs3qtSnRzZisHIT55On51NW4T7WR/Zxr8DK3uEe1ZhdDSRlQBUXUY0To6Ke8cMoj43xHmhmCV4LrAY5XL3bNfPQ5JvMqyW63PxZ0JYi+IUBF69tES15zePjeS222kmoZZ6bZGibeT+Siu6FjWGxy5Mh8q7Qx95BlXrqsQYPc81mPyO1ijxpSKhGPOXq9pRVxJxhsW9juOYz1DaixmJIQROh9EEcc9izWximAUpXJH+jxtfZj/JQlbcVNaZiSFkE5wiEeJ5VH0EojiYJanzgyMZvJrQiiaxGAXztqAyDhdcG3Ix7jlsu4DJH2IN6/HXNR4rcqjFh3KYC1wwlF47t/rquL9xcznHsvWDeRWhwhj3i0frz6DM7tWdJisOyRszm3Ueux1v5nqo64ccJTyOxzswOKXL7O3lIRnWGkCuowMvuk24ZqNChQZSKSIR+z/Mqy4a/OvI8Vug5wQ6RyIYbCecdFtztMaO1YFx0e9U3bE+Oq2usK2WTHRxMVOss47gMhF+MDd/WOgN75DiWCFdZMOM+Yr3c4KImui1XuJZzDvSmumZ4kdS2snPjSGRybWUfivUpzbBIikG+KQ2kxFTXuqezbH411GqxprQRDJsfG9XMqsK9xC9pnDrnPjxyRBSf4vJ06g1MGwPm2QmnK9OTVbvuA2bXPZQ1wp/8AI3Hb0t5RWRI0x/Ljp17amsH4qWyUTtStMOCpNjmEH7Co2k+wXyPkQbDPkQzW8gt8f9LvZQZlWYEm2A+MLjU+5SY05qiarV11/SVY2RYnFPfoWWiu8oR4z97B66tpil1hB4kklxhm7SCA1SMRvcqae0pEjn69Zge6XOXb4WOKG5Tvoiv39e37lQ1zsd9x24EOMChDDG16oTyrVjRmW24wLtxKxdU9KBkaLEL8HMXqVtT2f36yT8GkhkASU6PsOrPjoikrhK9L4zPkii8jknY9ztf31N8Cl8S6/wCJ/wDqUxybGzwbB6U7aIIZx+eAfM+GnvAxfGuv+J/+pVZPeOGno+3L9piL/wDn9dVYvLfp07P11ZXG8y77SD3LzF/0f99V/bzhjOc8sdpnfAqr5VoPRVCRqsV/J0+t+2ifDuI9/wAZhGgxitNHexWMa9NdtBa1rW4DiSsiQchyqrnvcrnKvvWm/qqSgWufOjkPGDuGPzu19VZDHjNtbjG9p8NBgAuej0IYYtjN3m11qPTVXd1LCRrQq8mu9fLRjwjwyRmOUAjbVFDE7U5VH0floLD4AYGioXIb7aiqTejIaEH3fylXlGHyN4wsaJn3WJpUooBDG0ARjGNo0YxtYFHZzOsdVg2ZF396OpNzHtd0p6qleWNw9we5a2DH0Tc6oiLEjyLtSngQkf4ZPVUlHhiYu9G9VOwAartVTvq0qN7GjR96Kra8SKx4V6e6pt42cvT3035aJ3a0AkkeQhmM2O1SnhIhEDtMxuj/ALalZbdpErdGbxpS2ARKwZk7s/02VFGB/Q9h/NSMHFMgskdy2vIGTl/RTW+f+nR4qd+lajHqStaFUrec1t4DGNwtka/bDMNzaUjZZl5bSQqcNrv2r6tj37atpUci+utEReZ1kdpV02pPIBcZL+ASpisaDFH5wdtZufUZY+D2T5fd/SOXvdZoo+gMWKTmEq/xcxHv304C5qN8uq1dBvjdqjY1Y49lguIscDO97/aPqRgm0fspkvMVeZTmMzR++pKWkl9WqL30qvePRdKab3tc1XtT1Vlr1XRU9VYpSSk2EcmiUmyQjtUezSkLiOYReYMe/wDDSSRZWj+b4fV96tB5Iks5wnuRNFpRhG/lqPdHauiPKvRThr26fbWYgSGo9qbe+tEe5utNkU21qMb0p61rxEP5xt1T31Q9bKZsXm+WloJIm5Hap+pKjHsK9u1WLW8OM9hWkenSlVE0m1epX67qTKqs62NTp99auexzOpOmomdbBztRlNIGN/wsfWFbXLJYEQ4wzL1DET7iG1pRBxjfSRKwn4qiLXhGL2ybzY9maaR5+cddz6LbXFixU8Tlje+jpCOloPRj9KYMiQyNIxQt1d60T31J3sgi8wSed9RMSzqwb2kkkY/3O1ojb0UDk8gPMiovxVVt74WWjKZp/nBmc+4nEvhwUlDY1v6tlWncYtxfbUiNMr/sf76DLBw3xgN79Nusz/S3M3qfnE03VRpgV6zWHfExiVhEe22GL4cea2To1jPgWpfO81w6zm5c/NIsIidagE/eR9Ul8qaAqXRbrbswELTaF0Jsr1VSVzxxWWeHNfPV8ySTvAq7+n9JWsDqmT8obhkWONpZd1VR/o43rocvHygUu8R1h4f43LJdpacsayPWz9pVKng4vZLVpyRy7h52EeTp/k62xe+yLHkllyuDYlMGKxzHDTpY7+nTAIOGFkzqHd7zd5cLlEGj2yJFx8m6hmxW+NfT3C43y5jFHGTedI6dxFf7k+2rSs3FS558h7LDxyGGGXvLz5HTtpvbPQGYvt2GY3YgC5h96nAnfHQfr5n20FrcGBAv2MpGtthJarankWSPbzPyVbAosa3B5UeOxjPwMRKTiJFtdmiQreIXIEPYv763CRZAuZzOisLLLBb3bqf2m4hFO9Hoou0PZu2ULZDmmP2e5gso5rJN3P1shg6n/uqoo0riVG40XLJoWJzfR0mH2WOhU6E/aUR1O0mg626yezqhrhxxtFjtaoUbrpfydywoSK9BvoLsXF3jBnmYegsVtcWz6+0JIjkdyG0HUxjsiu0K5uv2b6hrrOjzy+FJXfQLhPDK6RMw+cmZZoW8k5G1Y6Ly2sdVtghxBwxjEEbGfBQVRleJRcgDybbe5dvuA/IdhKGL7weyu8QG2u4ZIl5iIRneUfWz8lXPd8HHOymHfQ3Q8ZoB7CxmeQ361oghwkQrP1UATw44OYTg8cqWm2ifIOnimf1K6ifILI2XAFEaIY2I7vViaVKmH2Y/aedsG/4NtOisevL7/ioKQX01ZL2a2XICyoHM8OW9/kootV2ETlhSWOie62kNwuRELv31WXEi1Px+zSpcCEUqgfvQjPaNoFOL/DGzcRLQoLrvDNEn0coE8lDNru4+EvD+3WHI5ym1K2IKRy/Ox9SfDjKLheLEtvvgHQ5ij3tKz1vbUrOw5mQWsdlyT6eJqsVjS+b+usNqT+Uw2Fcc0x41xGhIZYrho5vrfrQra8dwu2NlrlDpsUQxuY0Y/jHRJ8qotqZmFhsMUpluEaOiSOX7mv8AJQliMCZlORSrTInyUGgnIjHfbWxM8MnuDjy3TE7c5SxpLmPGVenZ+CirOsbyLLbcCRPuyDQjNkiN+joCt2N5FhlnW5pI0lCk70jDJ7ZlGNg55ww8ifPUsScu5YwydaHqpJ9kaXbFbJa22IXbIoyMGQqedg6Lro6+wRQ3hjxJibeaQhPPQrDyKKuepiLLNMjxpG8zCyG7W7m/76s2zdrlQDjkha1wPI5K5sqKsvEaJMzA80+MXEsWCN4xkFG8j3/fov4RmvE2DPmXGZJQhJxHgGfpIwdEECL827ia29lEWNJfzuZp1PJS9uhXj/CoZcEcUXnAcfmdUbD3GMwoorXcbhM7P2d/SYf+unuFnxhw7ig1g/S038xj2ddDN94R3bJrkEzsklxbbJX6ZDL17q3s/Ae44/lIDwr0MtnAfckcq6u2fZpSQX4bjVhjBV0Q4jcs+94PNsJTLiZjN4mqO7WV5ebEG/kxfq3k+2tMUOlsk3Tki1iPlk5/6TmUT+nRl5RIolkR3s66rCoLHjGfYtGLOnsDd5M8n0iMqas20RXtsC92VsOPj7YDozE1XTYzfR8C5pNuIkEnhD937ShrMroZryRC20T4KLqRieagiOJOdOwWwQoN6tHpdJAk8UY+hKgbnxWsOTW0EDFopYd2NHY1zHxvg/lKJr1mOK3ezsgQR+kXnb2fs6pv2rVR8LG3suQssszGTBTc8KTGR9rmVGxNfMdhYRiNwmWZ8Q01ydodFf66p/JLhdG2gJ15PZbsvMXmfB+zowzK1Gt/GRB5JknLaQG9j2LtRrf0b6IMlwnCZEMl7uVzWLadu4axnapuqoCL7kEe9YoQUm2g5KDY2CTmfXVJYZjsjF8qvdtOBRKoYrmMf917H99TeF8P7JleL2i2WhecxLkRTyOZtfyKN+IVlBCvrbq1Xq8wGwnd/wCg7v8AboyovjoniWf/AB3/ANOq2XX1VZnHRPFs/wDjv/p1Wump9PdQYRa1VO+tnpotYVe6twqUNc57LOGE1qgju96fHUXSr5BSiEF2mwfk7vVSOvfVQSYZaD5Vktsx1PD5shGcxPgb8ddhYpj1txqxCsdpAg44/WvxvJ999UR8mHD7u/JBZg6PyrdDR2x7/rnfhrouK56nVy+/vqMdpPs2jehe+tWDei9Xqpwo+YHRi6b0prb7cO3xlYyQd/8ALl31aSiiIiLo1NKXA3Xz1o940TVaTY8xV3jTpSop4nrpw0/iIzSoiTPtdrhrcbtPBDB94xNtVTnvyhsdseoMT/wvM/SEHtAz/jqi8z9CU0cTVaq75OmfXvM7NeLnfJASmjTGsGjGbdjX1Z5SJ+f8tIHhCXXzeqlmservXSIns2I9FXvpYR070alIgZI1+nq1pMf5O+vFlERmiJpWgVNzU6kRF76UHRgu9bPVSaAX1701pnBv8C4TTxYk+PJkRv4wwL/Z0sWYRhNiDraHKjVP115RNVE1ftpmppDo28hGbV+ysRZL2vQaPftWlWJIMTRNN2tOQs29GzWo/wBJoIejGI/7dtLiu8SQhNjkTT761tS21fWuq91Jx9zG6KvvrDXPePmBe0jf1ORayxhVXXbXMYlkVBeH660hkmSV8QfdWZDGtQhTFGIbPW57koUvXE7BbKLkuy23jJ9g37qospIUZiezHQnn2Q2TFrakm5qdW79vghI//QoNj8YcGU/L+e0R2/8ASdLG1OW/IrddEWTb7/ayi2b+6Qxf+9a2J/FMvxjI47yWMzjKzz7hvbUuWTGGXeOuaYXHZuL5PfrVkEpt2iLI+hntohsaxtSJ/lM4rqiBsdyN9qvVjdtB0M4zFTzUi57FXz1yPxC+UPfZGShdh83sluFp3HB7b89EFh+UuMp0DfcbQaoniEjyNNa5jpOQZ7Wd/lpqSb4b/E6KoRflLhT+PYXLHCJ7Ne0dVPE+UfhxpAm+grtEE/2hNWP2frpht0I2UZsUbWM91JllGeFjHj99VrY+N3DKYAblyVkYjPgOJzdf56KrLmuMXuE+Zar5b5YRd5XDN3srAlhE8bYQlJ3u7WvHbaa7X25jgRRep7/WtUhxR+UDbLTK9H4YCNdZfxyyd4Gf76ozMc3yXOLtHPl1zYcUdNQiF0Mb/NQX7mXymcXjRiNxm1TLhLT1EkM2MqoMp488QL7GLHCorQEpPEfHHsd/boOx+wTcyyUkLHe5CLoqk6WbazxDt7LFmJLMZOakLayRp5HrXcP7FZDXvnvAQbpMlj3lNIfq51S1ywy5w7b2wt13S40feccf6ltSnCjhymbWQ91mXIlrFFTUb2LpUm+52OxyIhIk5bhOVex3HV/c8H6SlgOwbFI+SKUC3Yoi+35bOp76dyjSMdi3rAwtmqa4lZylVNmjKLFwCzLm0Sfil95QypzBpHXz1Hy8azpModkV1CGYG19ckHM72MoK9iMu+MZCW3wEZLK5OX9H6uquvvk7YIDFcCjzJsAQb9cEVTkXzpXPsmHklmvKZ7j9pWRZCr2lU01qyo/ypcf5YY0rGbiHlo1CKMjOh1Y7+ga8FcsS+2O9x5p+ZOtVyM1/5N/RRJfMsjWnHJdwjtMVgU0Hyx7q59xXM+FmOZBKutqut+LLvTtkiOQe1jN5KsbjFxRtfDu3CtUMA5804UeFiO6UH697v11gFfBPGI+O4584bi3n3m8EfLdIcPV6Mf5B1ZPa5UuARPCFvoTwrIY2XYFbbnBVu54m81EL7N1D3EbOx4Ph0u7FURDcvZEZ94lQFeI4pYMcLNnQIwzXGadxyHK3R6PqTt1qhWuNLugIQkuBfrBj6n0LcAbre8kw22Xe9PCQ80Lz+Gm1dn299WyW1iJD1IvLAlAwxi0GHahrLFqSR1vogQTx7E5fRUJPySJbkGFOYunkqPFmpSG5fZeXQGj+S1jUUmymKnCF71Qm+hYF4LL7ShV8N/VS1vVWj2MZ0UBVILHKnW7TSs89qIxm5FRE9etDE+UQRBsc/wB2ipWppr9GqxFRfUvfQFEZ8UxkKEiPdrtWmuTxEfGYiD3NV3UiJrrUNj0tI0x7iMVQL3IqfbUzMvEMbHLIMge7p3e+gEgWOKI6ASNtIHvCRUoTnXS9zLuUFi0OeLt1Y9elV/fRjKuch73I5UMv1aJVEpf4Vn+UTLst/kLCtwwNlw+WTYx7/wAdYltVMi38RT8RbxIvthmLcZCv55FTwGJ8GynF4w28QYTMjiRVkbE573CL1iL9ulda5VaGZTjx7zZJDXGILYMid7K5wsubRod+Jjl9hS49zY7ky1YPocn26VuCWcGkXR8UXpaPzZzB/wAbKPz/AJKeZcWx4RhUK9QoRjTPSTTrH3+rxKJ86s7oOMteYqxIYyMJHkDSkUbAgRSZFKRLzDkR2P5TB79KMimRMuuXWyDeMedCazRmyQRO9G16Tf3WjIx45PPypc2NzIklB9D3/o6COIuV5HNsVitvDezmjgufcp0Hs5FKKy/4dZYa5KUt9Oo/CVkfe9H1hBMuSzEBKKaOirG6970p7iuQGuVwFLXm8onQcZKa42ck239kuQNCr4m/l1vkhEs4BTyCQUaW/ks/lKCQuaXnkS5tr5ZCj/i4Dv8ADfQBab7xLvlykWO7xAwRABuUofLv+zfRzj9xKXtAi8wg/gpNMghwb/Ks54RUkkZzhk2eegE7Rhd0t1unoK5lGt0QjuY/6ohKf4diNys9jjRLjd5Mkkdd7zM+KjqAcBuYiqmuzfy6iT3UwpHJ7JIIM/xs+Cg9It6MKphDTmP876grhbJZgE1LrO5nnf8AGOpotyWPKbBINeUT1vVahbzN7ZIFabbMH2kZ/EVnwUEVieLltl/u8s9sFGHKON43sTzUV5BJBCVJjWonRv7kpnAuZ5NynR2H5zws2K13m31GBuN/JbjtZHjHIF+1w3J1VGwtmWJYffsu9OXw6y1lR2gHHT1s/aVDTcSw1uPFw99xlQw7t43PXXuqZygF6gZdCOOdDTt9wAwYyD8jfjHT/OPQ6Q5JrsFCOGTu0oM8BcDDip7kke7c4hE3pzPgZTTP4aw3QdTqXmcx+/8Ap0SYVcCekDdnCVULbfDIP/w6EctnEnHC8hBv2N2dPu0+CqwpLjt/GbP+U3+xVbt6dffrVi8cCbp9tCn1YyP/APz+zQL2JPRvaOei+Js5fxNoGLfXUrc7JIiWe33QipyJu7Z+rSopn2VJuUTrZEQ0hXE5mzl/cbWxGJ3LW7AuKujfXU1bccnTEKaK3nRgs3GKxNdlNLabsFxHcw96RjtexCfHSVF9u4mZ5YrNHtUS59nigbtY3ltX/VUqDj3mjYfZix7YRNu3mdn0f/XrQNcr2O6XExjg2MKnSNvwOplao0ySIwogjEci9yN+2gvSR8pWeCDGjxMbjKUYtHvKTVFd9tDhflDZw96ryra1Hd6NQOtVxdLCaAMSFkRnmI7uCxNXLWiWc0eMOXLK0MYpNr9ne5lEpY0nj/m8q3uiIyANysVqlaLRyJ+qhM3EvO0ipGTI7ggddUTfomq0PPAo5TVE0rgqREY97dNyURWPIIVplzTXOzxLjJem0AnJ0t/XQoO3O43O4Ga+6SzGevcriv11qVtWJXC4NdI54I8TRFQrnaIqJ9lR1yYQqMnO5bEPuXlomu3+apGHfQvs4oMyO5RBRUa5i6bv5q1FIk+G9/umG5X222I2Wg0fzwq/Rj21aAPlDsUD3egnilL3DG0vS/X3VSkKEk2ey321JEjem5OWnUuvw0pJjRbWAsGXEOC4c1ujTj72JrXSIhV0H49Zh24tsg47CFKVP+UE3bKi4Hygc79ILEWFY9+7ZtIza3X+1VTkPIfIuEobEMx/SpkXRaRtNvS4MUpDtYousr3r621WF0//AKiMyC/s5scs5i+z9m+ozKOJnE28xpX0+328KpsJGhozextVpDUpypLMqaDbvG/4n7KtuHGx3FZ/zhjr6WnHhvkLA5W9g36V0RW2AZXcsOzEU+PcHMYRdsjX3tq4Ml4i5/fslbCxA8QUTs7DDe8fnqg7uy4zLg6TLjqw0ldze7qqyuG632Lb1fNtatBb05rTL5lop3P4vcQ7LciWm5AjOmDke6P56lM4zLiiK0wSyiNsvPdqqjTQmn2VCQ84gNySPNnW+UtxkEGRCFTpD+SpCFxTnXaNcDS7XHmtiN1Y8rddKsQgMi3XOpzyzD5JeEiKXkEOwhKnc2ss+1XGz2VmW3cpbnosjnyCU4TJTtuCyLiCIlluMPUYx+RC0Gy7qk2+CLerqWUhOppBk9hVFlS+Gt/xe1FuFlzibHKkZxJA9xB6NqKteOcSrzZB3yDnhixztXVSzSNpnDuV8tOJXznXB1wtUwXZhSSbn1L2uTlNmwW1pK0sliH/ABr4jFZWcLsHZhjOU2eEF9wyQc/tLtNGzyPqDuWGz4kIcg0uMpHs38pX9VOMmHGuD+347bJrrTFd4hCK51TNqm2XIkJMvXOSLBHpy+Z8NTCWYcPcLgX223K63q9htsWD5kJ8bq8mMW63WQ9zvEszUKz/AAd2df4zT9lrgCgJagXaIIFzktex5yeQFF3HnFrFa8Rs3o+8tcsISBjx0Xe42/31aVWNuw2fMtI7l2iMIZn7QoR+m+iLOcMtdjj21PFWZKG3eIBN3VTK7ZTOtsKBa1DFcaKmrvD9X2VmFfFn3X5xZRI53I9iH8dQSzLFcgxI8afwvkdhX64SO5xH/wApT24cF7vcJw3WtCAa9NSDlJo9q/uowsnH08219lbYSrLCPej2P6aZ8O+JN9W/3e65QZwogwNf4Y/Y/gqhPG7XIRUwy5Ywt7S3Svp8rTZy0/DUvmWCYre7bycHAIMuMTeQZfgH8e+n8vjNalyONEgCQkIw/Fmabev99NXKS2YPeshjOBLNL3u8KT3sbQgD3Ph3BscYN1vc2HyZXhjYPysdQZeZQrVcLhBt0ReSsfYj0X+2+rL4W3mxZxjkfEcltUsqQGKVZI5FTWN8M8JytT3uyrMiW4XhjYXyvcyudNqfwL0NH77zGU6G8MYuW7eT+TohvuNY6uN3HIUBcbeoz7Bx5HwVbGG4XBDky2SbY/4iPnx5Jx7uqq1412nKbFe5e0xLlCu6+HoPejPwUkMcbknk4SmO4mqAnmXmSTJ0Ef8Ah5lZyLBszt4YAssnAgwlVNZRSb/7Tqc4HGxIFsh3pt8WHfRqRHwyJ0b6LMylcRHiA7KsdBfbPt5qDil9w/iJQRhuHORSQnn2TJ4LkiJ9HixHbGKym2McJ73e3in5GdIcVV2RwMJ7StODFtut8udxPFcaz22QzYx7V9TaQvgs4l5b/guTLmW21yNkPxNrHupkWNFx+52ZHLMS0WyLERRwZIl69Px1CZJFmWm9vua5XDfa78o40kzl6tffsoduFlv2dTxgvN5i28vM0ZAEu51FTuH8ObhFpxK+9rCWLNerJzPUjKA3XN42OWqHYLZBYe3R4/QRnXzB1z3mFqBe85W445Y7rMgqXmShbdjN/wB0dWJfuGMeD6Jl2rNmu5DOXHGRfaVOY9xAtGLRLjil0ahruDuG4Y9rHvJXNJUXktmfMDJOyCOC2BoJzHL31LwMkx244s3522/0rOiKwQl5ux4w1ZOacOSBsE06QxumyjDM3avmX1rQdj2E2fM7hOM2KW3BjrytG/EdPXSRJ5DnWK4nlNnvfDm5OWMEKDl2pVcwb6sLNpmM8UeCs29QpkaNJCLmlhqviR3j+FKG5PCfh82HGjkZKG9403vHI1ehKbw+F+JnsF2g22TMCYZE3yyL3otYVb3BnN8TtvD3FrSLJYaTXw+WwZJGxyPq2VvM8w+Wrhta9PWzv1r5233FRxbmSHa7tGnrE6EUa7NP2lHfCzjVmOMSktUgRcihITlsjkJ4rP5OqOuECnM3N6n6U+ZFV7N7hIrttVlxH4oxLXwz+c9jQ7Z0rlJDjSI216Pf9+ubJOX8VvSkp65JNQscHayD18jfyUlqHcFuIONzNR799bhuGnfHV6D+2uMpfGbihdbVyBTXbRx98iQCP1UnbF41X2yiCGReEiKDnx15mxr21Fdr3GaEgHkO5ryM9n31Cluw3sayQ9Bud611rlXDOH/Fa7ySikZLMtwR95CFkkc7+hUnl+F8UI6pH9IHu0UhGjGqL5h/jqi7rzxEtmN8wMq6IUgCb3sATcSvQ8+s2YWeVcreski24fM0Iu17a5+lcCs7Vqz1mxSlGPViEKR731FWzhvmcZRE7QttLKJyNO0E3LUkdHWXi3ijcb9NXOaSM8a6cszOuqO4uEZxB4mOutimsbGWG1nOOuzatMLVwfzO6ZIlvvfKQPiP57Cbibf0lXJjvBzD9gW3WI8s8XcSQJdrH/0KrJr8nG35biExbX84RSLbKYPs8dV1Zu+PZVh5Hj0cF7PfVt8Jbv6+0cvqe39HUfjHDux2OWV1juNyVUJ4cchNzQU4vorn86RIrpXL5HvJ0vpaGq5hFk4iSLe43ZBGJ3drTWtMTBDlpJDEAMsT7/L6akrrZI0qyxQ3uO0rd6qmvfSmN3cMO4PtDLer2O38l+nkrmJy2XGzAt6J2flKhNiD5dL3iTDMnLM0XLf+qvaERvP5Cc3lk5bFqIBLuZvDuoo2j/hYygYSLcVJsc0T2X36jMts02+qNSqsq1xuXK5aebmMovc4MULBsUfI+DvoauNzEpxhAUsEhCcn9T6BHC7pAnKR44cmNp3eMzl1jJAQw34UqeCRKR7NgVGm/l0nnF29BYjNntBzSxGoj1GlSNimOfj8KYAm5SD3+J3a0HoFktkWZ6Q5Zu0MZ9+luZJHzCkTu+Cg7OrzldtucW5WgPboJGfSorB/V/foqBfubFCoYb3nKzdytdNKAG4lxL1cYUZbbqjI84Zj7PNy/wAFehgKlhmxNqxro86G5/velHNuEh+1pLVEN9n3KhpUG8AuAymRJEVGe3Z7R1IbeiXNrdCzAoI+/k/rfWAXa1ENdRCVAyIw95+/xKr513tt24kDDGU9wJC3APy/IF/6Sqs4nRstxW/y4DLo6Wt8G473oPrez9HUsXRxGdh90jY7OvM9Yh0kDfDkIT2lV5lV/wAinSDxg2ccuG8+wfLXqdVY3u/SJkuxQrjGmRIloYxhBuT/AD6LJ6XWfeZ9xw48tYslGPj/AIPv1USmL5pIw6F2yeEwuWT6JHITzs+OpC25RCyq63WbboXZYzXta1PvevxKrPL+2uuAok2brPgx3MkfgdRtw6mwbnY0KAHJli8OZy/K/wC4SjIQ42P23+A9n/Nl/wBJarxVXVasXjUNSZDAGJNV7N/t0CNts142vZGI7d+GgbjVjWru9dYYjyP6KywL3kRjWq5yroiJTu1Wudc5zYMCOQslfWzTTStgnsc+8x8a+bFr5narkfxGM822hx1pufplbW8CrLTp5aUoBkyOjpjZewjV2u7/AC1NClpYHgulqvXaridNXKvw1fRBOsdxHGZLPFMOO5e9+31U5t91PaJ5S2khBN5Gx+9NdakZWZ3ebCkR55ENzPI71bP99a4ta3XaUSC+4CE5I+9mxNd1PBDJcpQ5bZBS7jD1QauTXTWkDmI96scUhXq7cietFVf1U5uVuJCkOA9HMfp1I5vev7qVskULxFmLPSLMB3hG9PaLUkN502caMONIVw2BXVjVZpotS/Do1ij5NFk5FHeeJu62td/fTMkW73Y5nqIkgrWc03do3RPsrbHn4wwRUvgZT3u8nKX1UoEnFC041b5HaLVcSSzS0QwlYujRN+xUoMkjgtdH5BSIqs3O3J76KLG7Fy3nsLQufGODl807+9jv1VFZLLcpvRYeSooaqxhGM73aV0xTFmNnkyIJWXODOdElMVdrmr3pSV2uM65y3zLic8kzl7zO9a0/sFqPeHJEhgUiqqcx6J5KbSYxgSnW55k0YVWs0TvValS2QiOeUBGN16E3Lqvup3jMIVyvkSBIKQATP2ucxakZ9ocIwbbGjmW6l6HgQfdU1Kxu9MuEUZzckUKPz9eXpyf2ddY5YYvXDTJrTeww2DCZCK5QvRfP+Gi1rYNq23CbIFEu0gbWz45Cez/oU1wfHoOQ4nIvL8mnR58QjuyI4vrLQ3k2HXMEeXe8ou4hmI/w/E3vNWv8s1pYefAsEG3w5vp0JTBG0bWMVFc9ftWojM8yvl45GP2OGggIJrpBFTTeie+q5JZEBZQ3uUV/Lfry1c7Xd+6nUyTKWDCMWe4AOzq8Ss87l+6tb3aYoRXxJmTtQsOxoEtrHvJM5mzeOlm3qPI4entzLJzxmLy9Qp4jH1GcOrpEnSvQd7OcInE3cxPf+F9TvESDG4d3OJMw6eRwV7yjJ19VBIY7YcVkcOYVtuN5W1XaUV+na09X4aDsvsVqw88W2yv8JTvPqnstlXjag2DIsGFPyLsdwc8fMIQQ+8dB0G98PLXHmARvpN80egVkj3bF/R1AM4fnywLSCM6yAWxhlcwohpvfTrJck+cl/Oe3R1mMEJiCQpfAH/i6CskdfLQpmTogbcyT3qEP21KYHb4d9dNs0GaWKsgGrt3vfWrapJ2TM5uMSvm5IsQVtxv4xHZ9c779Qt39FWi8zo4orGRpTNzxE9QvwMqYmY+LJD9stt6G27W+P9IjlHs38v42VA2qJi15jmS53GRapzVcTml62HpQZ3C64+adCMGzvbHCPa5j181aEGO728R1ksCkLo5ar5GVNXluP2W0IlvuFkupzpyxcoTt4P5TfUPgqGW9KDkClJKY5hWH+Bv36yphGj210o2t1UY/gIQfnoqjcOLlPuEX0UvpIJI/PIgydVOofB7KrvdCei44kt2vhyDv6dtT94x1+BX0GPYnKursjI1jy6L4FSQFXNtqt0Jg7QS5wrtHcrZKFXavL/dUvYsqukSxjhwQRbke5l5Mjmt2v5nwd9GFoxKLjlouuRcVQpz7kTRNF3v8T4qVx62cKQQod6iZZyJ9u3qBpU2PIT3UbhCQ7bIxSP8AMbiNYuzwpxWFiyxJ7N6/iqFkPHgefEjtEeRYlf3CIuvMosvb8/y9GjzC2NPaxNV7Dr5x/Y9Krq73KFGMMsGXNk3MT9iHk+QbU99CV08MoqZJGvxXYoKztnPH2co02bmU6y+847wxxYOOgHLlsY7VQIX30vj+UjvVpBGPexR4iC9oNNj3/fodumG4hPmivU+7m5Q1awZyyN2+jI2uGWWqVjTbiCcYLJUZiEOMnWzfULdIeN2bG7dZpN9K5STGlAQhCPe5KD8wTArVkb2Wq+TBkFseQTPI/wDJUhZ4FjvN4BcrdOlTyTX8h6SuhItAtcsSxvNIMo2PZLZoLUkb3jd3LUUEHELGzT7I7JYJ4+16e23v2afCOhjMrJPueUtFbodvCCDOZCVYpPaE1qc4z5JbLVnQI4LUvaosVg3SH+03aUQhhGOScyxV9vxbLkiyIg1UsWUvL5lQOOOyGC6bjsi7J9HXnqQcjdyXMrS4HuEYES+AtUaJby+Ix4+h5HUZ+jsXuOHhzP5vOhHKTlS+UXoZ+Ko2DLRkkmDbUjY+4ApCz3ELLKPxqOrlluVXgRcFhGUxWC1mThj3N/rqItoOGt1kxA2lVDcmdD2SOlj6sXh5jMayxbxzMqhTDyn6Ikf4Pw1igDWzAjTbTbCMzELrjC17KMT+oLWeqhc+O5GS6y7fctTzJa9rHJ5fS9w6M7tg17BiF/vc+zyLbdILk7IWM7RpmL66MGttcKxWX0LO58i5wucztBOsb6gaYbfr1kV7hhyVkQQUE0Uceux7CVOzbFHxpTWqy3YApk+RzxiJ531pFxvCbplUMJlkJkMGM08jlk2M31XqXbGJvF1bnlV9Pbn2yTyADTr3trIJc3tXJwps612q8MyNJXQOPzHse7/gpHJB3t0OzBFCFbpcg3a7tHIT2jaTdxCtmOZLco9pyT0vEuj/AAiL5YVbY1htyuN6dkV9zQhEbvfCeq9JP/sqCIzviRwyuVmLFhYyiTTs5avjx+zv7vx0zwxnD69zIGQx4smxutBA80Q0381/1dYsNgxfGMvu/wA6SDcRWOJHO+PqxrvwVjiDltrszkj2CIaMpQMeM4m8sZ30BJfbrk4s/t0DIjQy2efcPC5g+piVC5YkSynyJLdcEvtz3d+ib+WD7tDlsza4tySz5Tk1tfdiQeZ9GUSs2N/SUe2ZmIXnMZd4xwsiFJusbe+Oz1InvqKtWzRsRuuJgeONCBFJFZuYMXv5ffQt/CVgEdPm5HuhgoJ/ZNeWTooLPCUNplWSblgrTFGXYkMBO87qd3zh5ajmIHG0V137NrIGTq2/tKgL7TxFxz5y/NVpzGKQbezl5dGXpaCGSEB5IRF8T1kqvsQwl1jxqJPFjSnyQrHMGTz7Pz0PZnieXToTb5OxyakkcpgF5Y+7b+CgvY070bGIqGFLKR+8f8nVZ8RrxdPnfaFBY5UpCcxd4yeSjmWFYkJ3ZQKrhtYxo19dVwh8kn8Qraq2pRW4RCAmeJ8NAd476dWSW+zZ8P0d2bQg9esFTse/rbl8ZoxWtQbxyHv85Kk7LjNghoQUQSqkjrONSbmupDI8lxKyeHlkiJGgv6ANMmxlRDDFrnGB22ceShYhifxjWo+/wpwY8S4RhTJqLJ8Mbyb9lCvzn4O3qz3JPS8eHb3ydRomrX7v2db2rjDg9ukgttr9MSxEJoOQ5nSysS2PsUyebkKktciylEaETZz9nhuHU3d7SOM51zA5rHDTyInrqsLPxRt1iyS/Bvrkhop9YcgbNzXsqXlcc+GLrZ33tVXyL9HJ11ugR5GK53OBFiAXlDkM1O8ZNrmUtZbWoQCCZdYIx9ZOZQlbuLfDe63HWJkggE5XZxjLHIxKOsZZBuEZYtrnhmB9akQm7ZUhZQl7s8S8681xQiH0D2E21G3KWmNgtcMsKTPUj+ShGM3bPx0R5XjA7vASIhpQhJ1vIB+0lQEi5RLKYVm5iy56D8Ah+qszLmeAgkcdQTS9qiTh7CDqPkW2022EKIbcONDJ0fydbTrwPG4KZFfZnZmKQY0T89Oj3NTyfDQUhj270Y6geekbcXlJF5fLJ0M1qGvMz0VeBG7F3PYTx/uUvLtEiVEC56BizkVSA2L3VHit+V3fGZAL0cMS48t429n6m/ylACtxO/X2+3DKbJlhhduktf2bXybKk8ouuTA4o23GwHNNiEt2+QMY+7f+N9TvDyy3Cy2mOl8NvmsV257PjrTNL583457pGgyyzXD5QzDH0prQB5UslpySBi/I9D3K8E5xDA8u/wDlK3s2EXIV9Her7e5VynwSfQpDH6s2/o31MxrFHuGIW+DflbPuUd/PSc3pI161KWO3lFsi9rIQbPO976Co8uj2ol1vkjLmxCRSdEd6P6nloQxrI4mN5mckFe1WqbD0GgPLFWrlus7EvnLEx2dADNn6uP7PcjaqPjBbrNjeRTrjEABQXUXdFD9VUaC11uDIVnvrLiBX3Oa9o+d95vn30QcFRaWCcvxvlbf8xtAlybdpcD07MEqoNrRt1ToczyaVYfCeDNg43rNCQXNkOOPf8bdjKrKC4tySRL9CKLRxFiJ1fZ4iVEWe+S2ywjksTc/XbuT1+qjrIbPCu2aCYsge8EJqjCvqcu/X/VVV5YaYy+kad4huEujWs+FK2HxLXKZdSS45RI4i7xsT4kT10oqXGzBt97hxljlMR+pkTuVPelMsaaccWddeU4nZWdKuf6kX7KaOmXKRBfGJLckcSK/Yq9yIv2UCU9ziJzmiVUc9Ve5E7ty02kRpYAjMeOQbC+zcrdEdT20xeeilPOaADdPMvrWpNEm5DOFZWTucEKq2M5E7lWghoksLYDozorTFVVVHL8NYtMiQCXzI5OWVrdUcnu/VUoawoy0Sp4JaOdFNseFE6l/XS94xpsOxQr1a5zZAzM1KxPMNafY0ueYXm527sM0gCDQjXczl9f8AbqNmQpMZwCE3b5DN4XaeZtRbfMmvq176J8iv/amwo7YrUZbx8sDtPM2gjZl1eYIo8ZixWjTaqIvrpGLDbIAVFIiPF37vtpt2jxXE081JtM5GOb9tB4b1G7VPWlPnIE8Zp3Oc6UR/e1ieqmYhKTuohitmhgCMO2o9sd3iPYn+nW2TKxT1tiE5iqjCJt7qZmavOe4K6jG7fWzpKbuqP7/VRLZlx+6XeALsS28SCd2hd+5j3UVuDiBPh3cc+E1zEELY1vuRai7tld8uyHFIlFc079yD19a0xuNrkBastUayO8itYqrolPjWpY0eFMGaLKedNGMG7va5K3+39ZPJt3O2wgsorT2fleI56L17vtSnN0tV3vduiFjPfOcEfVq7xGrQ+BpZ98aCbIKN7nINXN9aLRNKtTrPMI+Fkwo6jVGPY93WtX9f6IE8G+Sv8FokqWkJe+OnUg6MfnbFBjiYrZ8ab24HrMqb3vf9ZUamQz8evKT7bLGcJHt7Ryx8tpvz04tEj0nLulwtFuNC7WXvlefs7PiroJS3R7FcT2PILYZAXFCaXURH9LPx0vnl2xCFGltCq3K4zRt6/gZUFk0LF4Fj5EK7dvuJetTj7t9QtgxgV0hSJJrxFicjzsevWlAlY5ORhtsslskFFD2eOjF+GvOO2Y9gHPNDjCY1GE2r66RhyYcaWiHUxhDL54/RzGsqzr7xKfdrAKPYsfAK3xk0kKdo9WUVVbocmRcx81xi88ijY9frEqfhwplnzcEO0TdqdBGvX4KhR5FdxviKKQ1OyL4PT6qfXS4Cut5FOuEgcYm3abZ631LF1ZLe2y0h3GyWJt0cqdnWQPu1WgrPbeK3W0QJsGOS4y/YBZ50d+qgSXcpNvcMlvvxlYF2oGt+Cmly7RJO2TImoUpF1V7n6rvq7TAntMa1Y5DfJvEYJb4PvBGL7Pb+Op2dlzbharUHFbLaY80on9vYON8X5qqdd5H6KrnOXu+1ak7askkoUKHq13Uxfg31NINT8QcxjHQ0G+GQMbwyDTybqUvvEaXdrG8pnkHdmP2uOnmX99SvCzADZTjk998kpb4MOTqqr0PX9JRAtgwHIMdlwce1Tsq7FmKP4vz00qm2X+eV4WXuRJuENr9zgH10X8tSkeAJtyiXAFimAiDXe/tg/CfV75DarXimEMufoyy3eXGAzUh1b5aFssvWCZBCaS4ZUYsPRiitUVNOW+qBHL4WUMs4Lwe+F0uG/wCgIb2CfV0fcCLBa7tiUS5ybFbrlK5hBqQjOqgSXbsfyK6gnRQ3cyE7kij62bB/tKJovEJ2C4j6Jj2k0PmjL2eRy/i3/HTNC38ybjeOWE0x1mAseMnciD8i1SeNYZc83ujpdzvxLOA7FlxxebZTrCL5nOZ3oRrdGGOHGj6zEL5JVYst2vjOLHIW1xAIj9HjJI0Tl1UPuHlgsd+ulxjXY0OfNgSNkaWvRz63yyXh93j3AGTXNbBKgSNj48VNHHoJyHHM7+cU+9Ps10RojPWKWJ6h9VGGM3mJZLMFeJ2MenTXMjxildL3sb911cpdD1FtmLcPO0YZZ5t3FMLzFMvWQf4qTxfDMOzFbg8l9uDZr4/MmsM/dyP6dPbTZcUtLbZeDXydi/OkvIG3IVxGET4WkoTsOPZAuT31bg5Itnmk3yNvU97PwbKAyybKMFsZbbYrohZkeLH0jyRx9zH0G52t3gPjpjv0jG7kNijiC+sphxSaKbj0WDjCD9CwfWwo9ht1BVjn311whx4cg3a4/RHGvwDoLMHcMEtGWwY1wxv0WJYuilIT2BKDrhNv+L5vJkWhkgwBzO1jVgl2PbRNdORhmPNlZFjUi7XyWXUkqUTwXsq1bXd7/mdvgxoOLxIljlRNC3CPI0eOoBPJ5fE3LbIHtV7BDbck7QUI+hkQP7SmXAuwT/So7pfpwhW62K4ENS+RfyVJ8QfQVmw1IEO7lvNyjlAM44xNXPqWvE7IsbxZoUsIrgBRpIJzH+w/Z1gFlhnkn3K8CgAtku5Rn7BKP7n46qjI8Hx2RlcOLkt6gRLnNkPM/b5XqunS6trVwzzu+yPnhi11FYolz2mUZJOyoW5cI8lgZ3HW73AUxXlQ5JGvnpYNLpwgx9/Kg3W4giXAnjj7OvwUyxjLMEi30divyuSLB+iQyEZo3+Uo1zS0Yilwj3S9znwLg8SAho8mtVzxbuPD2+cQYInRHCh2+OjJDozf40/7lBNYzfA3fiWWyT5sKYAe58LYPf0fjqWmZDhljyYUyU5HFgSHdnRguhlRmPwuHV24g2dLXDJbji60c1diFH+uje423F2Z8eJJsbblKIBXsaPr0HQV5lPES3cSLoK39odZog36MlpF3c5lMF4Q3yzyDnwm+uudyYHeMIvcx/qq4sf4Iz7jk0O+eh4ltgqzkyBE8zwfgZXQuKYjYsYt7Ilnt4I6NbtV7W9a1hXP/DH5PUmda4934gct937Qh3p9yr1gYNjkM5ZY7cDthW+Ibb1OoqpncpABdb9daCPNaYIvDaFGK9Oj9VMrjbuxW7dGRHIi6vSnqFcUbSEcqqla6qRNyuVG6+pffRQBc7Wk1SlifRJRGeJ+OgaKMFjvcm0Xo4mumE3xe/z1aF77GDIRc3m8wnXsqsOOEXHWjJOvglEqB2gP9Y38lEGGRXSHa7aFUKMRSJsHp8dchcbr9JzPiFLKs0yxILGgGhB9Qfv9FXtZclbmWA9tiB9Gtt6OjjlTerZs+sqncZjWzI5eUmhNlXFbZbzkkXR7/bLQhXk2LFjvAdgSj2mVd70reHcyXK7hiBinfoum9jVVKOeG/DjJc/I1LYPsgEIwhHzX6OYyur7BGj4swFvfjNgtsZG6dvcRm976NOYMu4alMwN8vZZ0UJBNYNOzr4zvyfBQk7CMsBIFMDhl39HkJvjr2bzj/JXVuX8QrBapkaDNvUK6XMq94YztytoqZkUa4iA6MiTCImxOV5EorhbJMYysARLccTuTRL73x9nx0fYU7OuGQn5ZbRj9DwWx3zYDpHnQn4K6ayE5JNr7NIjtFzSeIQhOtjK594z5NGvbVwrEvGtMNOZcDfHIeP6v9pRh0zYr1GyGwgvFveMoTi5jdjtR6U2dDhfxxUQkn7+yqK+SzlE75grbBuC0cSS9iIvm21eIRlULOarHjJWENrhZ7Bfwcu7xRyRoQegXr07qa3CyhOhGgRoy+z5jfVpUfc4poK8sUhEEQ/RzCVDy8keXLYNott8twpH/ACsKk8SgnilgW5oI5parJZ0aOWhm+5VNsd0TnuTkrI2R+WvU9lQeUZtY8esty9MnhyJqq8bWDJrv+5VX5Phuf5OlovtqEsVyx96A7R5CVGlu+msxu1xuMiHDtqW2N/F+aTqfU5agyJlsNFuZI8ZToqvHuSqiuPD/ADM1lt0M2TChjHHd2gb3ed1MEwJLTk1hm5FlwxW9jNp3yCubzP2dKUYcNeINluMo+OXAqw7gKQ8EZmnt6IbBldhyPIJ1rGpQzrX/ABpj2bdaisrttuMC2X0UAHa4VxZy1EnlZU7FxrHQZBeL62CIMyU3rf8AroK4uU7HMfzERzeNzrj2cBX/AFNPZuEWu1mu5bq7tkWdL1CpOvZ+zocynHSS8NlxDuCG7pO54gL56kBr6U4eSoB7qq3EMgB+eMm/k0QAcWL0RmOW+0tagCEVzjj5fwfBU5wwU7sb5Bj9sUcjlx0/DsY//bqL4hW/07lmO2mBOCdZyNBzPuvom4F2+RYr8S1TkXtMHIeQ/wDobKAK4iXslmypCRBMUz4bUQn3e91B+PWsuSyT7yjYd66uI9fXUzxgG52Usaiaaxhoif26ZxcduLMfJcmm5RGtTYxq6V0ZTsaDBxq9FtF2ngkRHx9SEYtRuUWbHwQgXa23VDAkvRjhaerRai7WWA1r33GKsuRIHo127XvSsqVkqLCSWEIIg3O3javUq0YJ219ouWSudcWEDBRe9om9yaJprW8eXDjzAAgzljMjFe9slG97kX1JR9BuPD7HITXMEkg5go4jXLqv7kqvZjrXOu8t0GI4EF67mar3tpA1iEuxJrpYmq7ntXm6J0rTy3R7zamBMwLyEkoreQ7yKn200tc1G2c0Nsp0cjHK8b1+P9VbFvlyuMeJHdJezkoq6tTvrd0pjcrXLtqmHOVBEVW6sT4qfNjY8qTdbgfVBM7N4XnfT+8rBPhIFDqk9C/Seb530KxubzxoL79YaKbUGbf7qJExe5w7at7l2xFikTw0Rd/9OhtfFkcpftqYjSp/o0gBSeVEQmxNSef9nW0RrUC2Nz9Xjk6+pyaNoqtufltkRRxLVEUqpor/AIaGbuY3a0NJVhk+xidFPbDHslwLLJd5RIKoPwkYzdv+3/VS0pFueGZcXEd3c1/cn3aUlTEENYcdPBa/rX71OLGlrS4uJclLydXabPNUzeMMdGDbDW+6RJiT2Ofprt5WnudRQ/2iRNjRLWnshk8Nmvmc+p66Y061BtrwXOOS7GNsdBH5gOX7a2iYdeblZy3sDoW4S9wEKPe/+hUM2dOj3xJszxDiJ17/ALzK3yykbpZ/m+eTEvYpKzyC3i5fla5fetWNi164VRbS2RkVsW+Tuy/SSctztH1V+TZJc8jkCLc5nNKP4+XWqncO1JGt0WQJzx6SnIzVHN99UWxN4j2OTaTW7FMHj9hX2iyhNVo6DJVzu0+3S7lZLeK32+EQY5iQ/jpnEvaJY/a+jyJtYwYx+2p1j97ulnx28XGG0Lo0o6IRH/EtdA9wjFsfvNtPIuiq+YV7ljx2E2VEBtIx45fe2QnAlRiD5akZ62b6zZ7ndbtlkKbAtJZRwd5I4felGMrObJkckdqvdpJDjczs6k39LFqYYCEaPbZ1uHMuVj5MUUTljPH6d7/0j6lOHgIHZbvi03m+kJw/o2zyPpO7AnYoA1vS5R50AzmEQXn3hqRzqThsaRaMhxuSvaNOXPCn1a7a3zDYeynDY9q5YoU8JZYxt7RH5nUwlD9qHbJJEZOKolVWpv0otuuUYhPW1F9FmZKF/HZG7V5f7u6iWVa7dOvVpvePrbEt407xqTr3fkrGRXGQ2R0XJTWyPJQ42v6Ff5kpa52SHaQwZMqSkmOpNJIgr1N/nqwJ2HPn30D4V3iMJNf1qReptQmLYvixLnPteQ5D2Y8eXo0SLqwv89MG2lnt87DtcrPjrXwV74JCk5nX9XQ/k02deZQb5LSIAs0vd2cWzY6rix7FrXfUPJx0pWDaNWJGK7Vv/Z1XN8vV0Ji1xxyXYLeUkUvjzETrDWqQQQL8a/8ADa647PchL2klnZRiXY+RUNEDkVv4OS1g8pIiTXMuGhOuoG9XCwLbrcGy2uda7ixNxZxiaoXuppY8lvFstDoCDSTbzH5hQGHqwv66zHa0RhuJcUbHkXFwwlkInLVaMInDi5fOsuLpPjw1lC58ckj421tkWSx7jEg2+24XaQDlbOyrF9tvpCLbMkyjLQwTBdEusCPrIMQnVsqtJTD7Vk1kunokE+GKTBmbyE5m/eyinIsNynNL7EtaToR7JFPzFkR+XvZUfiIIZPTlyK6DGlxvABr3PdUfg+S3LG8/lzLPbJgrTJeNkkigJ0UhmR7aMQz2Jex+h8phy7QEmxd49jmN/R0McWZUloJkmfZwOjyGOYA8TqUBPsfRHdMg+ZNlmZFAuALlb5ZPZDL1o99Cdmk5vfhxjhsjY9klOe07B9XN/H31ZRXVkz/KrIDsse6y3wX+cJH6o7+ejmLbct4j2Tes+Harfax6xB6+cnx1CZPjLQWx1wS5RrnbI2qDYJdhAP8AukZU3wVwLiBceXLtqLEtpfW8vxs/BXJ0REw0i9ygsxudzliAbFKhfj/JTsl+djNnnS4YjRriT6CT6RvYz9pV54Z8n2y2vJPS0i7mPr3rHGPY1VqxbTwpwiNzmssMdyFfvfz2btzqT0OfM2tJS2nGxRipce2i7RcTi8zx+ehO42ARrnFm44iju0juiRCD6WV2LCwfHbYIYoltAEbPDaxWU9DglhAdTQ7bHAVe579lY0Ob44eKKpbLVeIONmtxCN5nN2u6WfnqRyKFkl6j3bGx+BEkjaCG+KzRjP6quLJuHlnlKws+O6QNnk5ZOXtoGyLhoeBGV+DZHcrVcU7xpIkc9r/2fXRLVtjGP4VwlvgpF/vT33AkPYo1jasG79JVh23PMNux1sMS6Q5fahufH1TzrULitwt2ZW6ZAvUeSO8RRvBcAyU6yO/VUbZOFGEJy7hBFMCYWpBkQnkcyoWS4oZeX0K20YtdyQrhaF+kRwM0Z9zZWbRbpmS4y/Hkv6FyOTskHkKvsG/gqBTGMFyGVMK0t5lXKQTQhET2zqOrBwXaCxpJBDmxLl9WQEnr2ULaLEy612WEMjbZeCjk8oh5Kav2fpKI7FkeAjuUrHItsjDnQv4wxRJvVabXDhhnU29Q7pByXkoKPy+zyGbur9JRZinCPG7NO+dd4k+kciJuUswi7Bv/AKFZWwZa7Za79nBrSywTGFWO96XFI2xg/wCnVzcF+HiYfa1ScRLgZSb0kEHq9KdBudqc5NhQDij7tW0ZjnQ2CY8ZEcNE6dvvqLZ/sRhdyeWtJc0McW9691Q18vkWKDloX6Q/yUCybwaXqVVLzPgZQtYwroAsrkNJ1VqYiELVcMlvuMRwmP2SW/30+t8u9m/jS9nQHwffoWL2yRtXY5UTX3UnIIrtuz3e6okAmvM2RzFcnuSnzZLNydPelEsMXLW6Z7aofqGMZH7Pv1SfyxbuluDbcbRE1mo6Q4718jWe6rxAR3z8W5OGjBgDsb+t9cw/LivEW4cT8djx11dFhohEb9ryVVstwryXC7vwGlYTkNwcC4yyvGBU6OY8nlqzfk+cKYFiwCKK+QVFPlLvljGT2iczw99c+27D77a51lvmWW5wrQMrDm5Sf2K7jhyxSLOB4037mIRie+oqA4iWKVdbMSy2iS60kePwzx02EbXP1/4F3ccYt14g8SNtoETe9N/iba6hmCJKlCe3w9w9XVRvE/ghLyK6y5F0y+WLmrzI0ZV3sXZWZZBOOXLhz6Gn2Th/ZHBhiCo5+QzR9/5Wfnqu2ZtktrxaPjuMXAwbUOSrVkDZtK+ivjTYOIo4cBl2scBtoiIic2zN2IqD9m97UqsrjLcwDeXKjJ0b9FTZWobTNlzrJrZeosyddplxHH3D5ZSe2G+iDGrFMjXQt1nAUQLgzfyAdOxF89CmWWm9WmxwrtNhIKJd374ap10YYLkl7utsTG+wpLljHvjyGfA2rTId4gWyfw2zi23ayCZ6NAqTID3+Q/3xvq/7ZxYhTcX+dKz4IoJG7OyvZtKyR+jqteMXpVeH8KxX2xc2YIn0YjPjqlLvBUMCQySrociO5OSn36iOk8VyXHuL8WQkt8y2XO2PfthjkdBP2laY5w/wC14SyTmD2tuI1e+XcUL1onMozs2I4bjeJ2S+wwhC4EFDmma9RFIP46rO422bdLllBb1P/wDJgMfdGjp9fWAR2PhPwzvGNjIIZ5kTmOJHKsjrfRNIsUb0bDtcG8FiAi7XjVhfPs+rqE4Z5JjWUYzEtlsclsGIe0kNSbHtHWuQYvA2W6ygvRIkUa+IRS+SpTQpuFgsJmpMO9fDTxNhKrq/4W/MuIAz3o6kx22Qm9iGP430VGhTEt86whUpZGzwy7PXT8pi22zW8JSp9HeNhzpSVVXlMXJLG6KWXc1skSSDkNH52s/RkoXteTcQ7XmsW2ZLddYUjo7RsGrNv6SrZvV/tN2hZJ6eCiDtjV5PM+P9HXOeJ82+zldOuhhW1rt8zr9TKWi4jZDhNxjGuVzOOXcLT4qqL1e02VKcP8PtNqdkDrXeIU0dxVSMGxdeQ1Uqr49wsxJOSYfg0Q57Xdg69rM3rZtoKwo+SwLhMLjzj6NGo5HieegnsEs02FxEtjp0gUQUGarY8gi9L3fBVoYQaNKygU6PJ7Ssu7tMZ/2kQjWO/wBBKpK0GniPHv8AOnCKseWpuUT4nVaHAc3PS2qVNCLdtX/26oBOJ4GT83iQiSWhH2Zr1Kvd3auoVhXN8WS+E2SaVCcuzZ71ol4zw2PvA5zjMReS1nK07/etC9mPFj2tWKxrpZitYN33EWtspzCjWm2xJVzLKZ2xROQMdzddia1H2KyjmEZOu8lYkE2/cRyad6qtObCeFjV+kBluDKRY+jHuaita9ftpve1uZbOGXImiIKQRyMC1NETvXvSlMIKQESSiIxXLHY7Y0q1KyY9tiNitjXJzgyPbae6o2eskQEhGajHou5WpTVX7o6Jt02LRtJOk2+LNKkZnOZp0OWkbfNJHntICSsVHrueqJ6qbPePcNHj0Y1Pd79aw0rWudtG1zXdya+6gkb3LWVdSLNkuMz7yJ3UQWi5YpbrMshLN226KR4+WQrvL96ht4ZAY5HGaxAL6nad9Me8aapr++gUkFESRzGi2NVdVTXXuqYutzssq5AWHbVHDCPye9VqBTrWpu1vPJkGfAtrXkCPqZVsRBXp1EYj2sV2rU07qk49ruIixJcWMUopDvBerdE3L9tSWQZJIv1iBAkwIcd0Zu4b47EbzU/XTWxTpxbTMt6vkkCJm8bWO7xu/VUBGXDXxrYIVzlw4twkSEUyKRNdi1BZLZo1ruZ4IbkslgdFBs70p063ybl2NL1zbeggapIPrqRfdQ1J5IZbmCO56pqm9fUtbhlIoN1ljxJiSVZLUnOGg18tbLLkXEprxI7INXPRj08vrqCcqu9a60vE5CxytXm85V8NGUUQ5HYpmMSoc8yxDAlMR49F3+ujrD2ihQzjyC9NbzBOeCIZPDTfVfWwUm3XhBHta3N4k5nI615dGdjg8O72vpO/ZHLh88mhIz/q63wyeY3g2N3y3q4+RpKKNdgxx/gqPbikaNkHo68OBCgBla8qTK6yMrOSQY7JqwMLlwltiD5oy83YQlLRI2G5ZEBcMkva2qaEfKL+0211hhpiV6s2PZZdp1mt3PVSdmgfStjKGJUObabmdbzZCjG6Q9Tjf37KIfmPZLpzVxWfKJ2YmvaCeR9YudjmW2zEvMPI+23Aa8g7VXe1f2bK00F7Law32T2J09WlWQ0Efmr5GU9yrBD2XIyWUNziTXsi9o3Dd6/1VJ5ViHKiMub0GyUsXmGiMLq8Rah8K7ZDvUWbBYK6ylG5CxHL6mU6+lQlgty3Ka+Mj1YuxaPrDgPpy325kAordKRdJBHu6qIg4pBt8aITGIJZ8uUXZJUB97GjpjGxcSXySG23cttiiJ/hA5Sf6D6tMaSdgw7DMcy5YWR3d18Uv0UAEYTw3P+spw7CsdxW53iVKJZ5kEQ9RRzrvMxag7K2EbNLjBj5SW4q9PCkcv/bqvbrDusTIDR571jSFd4hFX4KWq68OlYXbceDlxnuBc7gblEfFX2TifhqGyPI4sGXkdusjUVR+IWTKTf2imE/hnNhWNk7HbwC4iI9h+Vr01pdMZy+1TfnBbbXElpOE1C6s3cklAV8MrhwvW1R7/kiQluuvKI0oujf+Wo/jBaMZul1Jc7De2yhA6Et0MejWVWALJeQ3oZjOASVzOesfmd1HsHHrHa+w3q735LndLiXlliRV9lzKw0awsSfjtygXOfbp4pvadQwNOhn6N3Mogi3DK7hMXK0sgI5ohezT/geRlTWX5rKxW826Q077zbni5b4fL12fj30IYbxlRcnuJMgga2mX5BDT2FbtBDZ73h96vsublEYceVbfZpGTmMN+0qQ4ojsL7E/Kbdk9xgAn6RFaJNzH/wBCmGTNK5LtkWJHxs9qW3s5qfWD/SUP45xAtVgwH0RHt3pLVd8g6j6Qb6wqv3WI0m4SoVnnPHb2dcd5X7WkWry4csyNcZFFLaZhJ8cfIHIR/RR1jeLwLxjNsdaLOAw1+kMId+57Kt3HbMADEQqIhPj2Vx20qzhvwOstkdKlXc/pZ0/vJGkD+jjfVpstAYcdAtQbRD8jBsqfjDY3uRvdS5BjcnlSozJlbIYxsEg2O0qRRrGL5Wq7X30iCWEbnDcqpp6tKTOXUaljqiv926kyQWksY4yHXaj0T3Vh0ljURVXv/XQ0SbeiSXJvEiJ9lbPJLJopCM7qw2IeaJ6+IzVPdrTaTEA9FXYNir6l2pQtONdoy6qZj2fqbSor+/RgyjVVT9VQROacPLbfTrMYHskpfJLj9JF/PUFj2O8kA4SzPEjk7/x1YCXcej/EoP4n3CTZcRl5LZYozzIq7lD+noCGwWaz28JFHCDHK9+96sH5qIBK1rVKqoiJ76p3BeL1lylj7S+PLtV9YDnPjSh7UWq++Upn2ZRLeG22l3ZbfJHocwl6lX7KC9eInEbH8Dxwt3kyhmcq7I4APRzyv+z9VVngln4g8UxrkmV3eZYrARfo1vh9DyM/HQzwF4CSzSIWQZ4Rx2qu6Nb1Xf8A0n101Nkw7WNGMQSIiaIg/dQQYx41gVkHHhtUIYrFVVUm97loKDxCxXK7bMMDInRAveokLv2uG+nMvM4T8mdZ5sHU5e7mHH0OoVLgWKWzJubagcsNwH9MEhOgf7SgKsbkXe3SOVfpwpYCdESZr5qLZikjIhiDQol946owFrvdsyhcUBf+2WjY4nZzr9IH9wdWniDZEG3ityv50f7j++gI225V5hofL5hPgp8l0PbbeiXkAoo45NnM+/SQUnCkRfR8hoWNf47H+t/66f2SPFucaY+7k7WJsjw2uXu1+ygmAcpQDKhPDIzf1Ui8ZCNc5V0EjPgpH0uhJpIiB5aD6EoP405lFxbh1cLgi6StuoGffJQMsXyBl5vFxhg7hx3qxCffWucr9gV+tfFf5xcUyr6Hkzu6bz97NOZ0Vf3Cq2TA4vbbhM5Qu0g57we/mP66JfRttzOwktF+ic2DKXa4P2LWBB5rzPmBcYdoKjiNgo6CTTfzEqu/k/8AHYFwkehc2MK3XRi8oROXs5v56IMqNlOP+kbaDRI9qG18YhPOYP6OudeIU4GR5Mt1ZHDHjDHsUbfiPW1t3ik5JCCcBUcIjO4g/fQ/frW69NYYpyxTRkd2fYSuTuF/E7LMLusSIKet2tvI3lAVe4DfwV1JLvcfJ8SFeLRcAIdE7QxBk6Xvqopm7cWsrwy+DsXELEhTIBF5ceQBPbMrHE/MuGt0xKUWw2WHNmsho8HaI2nLfQXxb4p/PvHyY5JtCCmRJLez3FPZ8xnnoDZz47CdsVCjIfZzHs2+HRbYkybtcIqduOqxIybI42LtYHf59jKTG6dbyQ3QJxYmhWs5nM89SHXyCJyUKQbN/hk6XpTa1AHdskt1rCilGSRvUf2DrSDK951OkZAA11XcEQiI9SdfJ/aMoOZabrn2S3CHjcCXdjNj6vI9/wANGnGOw2u04lDUIFEskn8Z+Ho+rqxPk0twCzW4s3HsjWfksqONJkVyabPyVhtG8ORyuJeNScZvoLlaQ2aOyGcjH6c51SN14ZeirZboUDJZkzlE+kDkD8wKsm15Lj14yAtijygtngJ9MCNNNtKZRjks5lLZ7yWDzE0ezZurDCoovD7HYs4+RTJfZ09mMiLs5L/0lQuL4QK73K72W7XqXcClmDOyajvOPl+6nuTYVIjYpMxV18lXGZcZTXqkldOUOvYvi02FagY9GviWuTbyuIKQF2qubQHQrRkVnxmNCZfO1yomu85/jZVHyeIOSYrf+wHhekok5zpLI5CdXXVoS7sfE7Xcr1dr8G5jUWkYSrt1Wk8aDYvmPFzTMbFboxheOn4W/V1GwTkuK3a53i3XYoLjKDPTtEiOTyBaz6uhTipFTGiMNDMGGS5gTmWwEfodRY7jRPmXs8KNavBP1xhnTzNoI4n3zIs6daroSAirFHy+WIfxcyqwRNd8ouERLvj1tSPCUXo1dE76Jsbxu9LjK26wTAlll8RpF/B7QdVxbi5ja0G2GksTefzFF+0o3xvJX3WyRsXglNEOkh55EgY/OtAE5/DbBnQ1C5PECjzNYvTzG+ers4dyYcubaplvajEkzAkVE+F/RuSqDugprLq6Kd7kkskqNd/ezxfXV+cAbBJtGQY3bJ+0qPugiJp6nseRiUFc8Rrg6VMn2zs8Xlx2sU5Xp1+X4aArnb2xmOSCVDxFVHIT4mO/XVh5DYLTNye6zrnLNFGgUeB7fKXQfqoKMaxIZggsmJEMX6SievuX3VuWLNnY5dFx997MxrIytR3U7vfWH2WdIlQIMMjphTjV7AsX2VFM6+2KbjxbLZ7fIIVgtGEM/pRNPspPgXDnSs2byWPVrROQpf0en2VRCXHC8uixXzpWP3BkQXc8vL10qDEKYEb1aB2xyaK5zNdK7BWb0kc7eo/uLUHPyC1W60Ti3W0MUbPMzb5h0ybctOEFhgK5FeLXrrM50TtLuzIo2/B3Va8jiJhrpCBbiEN7EXzcunheIWABC0zcThkcndt5dawaVzipTyneg+wrLEUmiry+of4qIuKOHfMu1xoce4CkDnO3v3t0In6qLbPxVwWzz5kuBiLYzy+pzPipWbxMwLIEd6etSyWonS0nwfupHDOlBtaRhNG+unLJJYpF5bVAVfWtHjXYme83u9xrOiWuIP6LGKXzvpuzIy3y4JHBabFDLNJsQ5B+SmGtA+026dcZKghRTyHr9xutEFqi+hFDcAXkHP5b+ZF+Mb/ukqw743ilYrbFhx48AoV6Bybfp/fVa5MG6OuG6ZaxRSs6CKP6x1RW+Q3C45BMiMuN6iyNU9fkQVM5lltsJWvNkMOSmvqB1rUE/VHKi9y1rp31lpJRGxFm8ksnsov0m3d/dVmY6zgzCtolu0qbPlKuqvYx7dKELtj9hiYzHukbKY0u4kZuJEYzqZ+rXXvphOsJIFnBcJ0kQu0d4RIurlZ9ulb1QKA5habJmd3mWpJUy3ThaJr4b2Uwt1+wcQV7disqXKVntO1/FUTY8SuWRHMHHW9vIFm57PK/+qt7xguU2gqDn2sglX9aU0yMrfnuA2qIP0VgAnSyJ9IJJLv2/kppeOJNmnWlLY/BLMMCLqxWN2kb+9aA7pZbrbHtSfCNHR/kV6aa0zQCq9Gr3arpqtXfX8a+hxD4gmDIRqWqLFhr3EHHZt1bSzs1x9JPhYuoogycwbEkdSu/HTGTw8uXMEKDdLVPIRPKGRrpT3+CDONNfRYvydoZure2EzaeJeP2mU+eDGSSZMh2+Q6SZHKqfYlQ8fLMRS5TJ5MUcQsr1MSXsYyh5+MSLfcux5E91qT772bqlr7g4BQhyccvkfINfaDiiduZ/NpW47DrG+JcuwDLGgWqMyG9+7lK53d/PXrpnMXInDj3S1DgxFXxCRH9VDtpxS+T5seOttmAGZ+zmkA5Gp/dXQNq4LgtOJEHH0u1zIPmJ2ge0DHU2KziYjj0EBJELPF7UxWNGgI5GvZvosZwcZkdxQ07L2Iqj8PVvWtOrkPiVbj825cPbbcNE0QkcVDyLHmXEczLcByWGX4zwSE7v6FUS1x4eZdivKSxmhubFJ4kh5ujT8j6W4g5bdYcQFogyLQUsobEkESR4m+pTGolohYXcZlsxfILj25eW8dxVdyUTRMFwmRYwvu1jjI4cfmEHr1sqsKiFwYykkCbcJjHOnqm6O2OdioZVqIjcKczWSH/AAMeIInQRSEZuZVvB4cWF3Om2fIb/He7+LtcbVgXU9xfE7jbbgOXlWeypyfoGeGN9ZdFVC4J8QCOYwUiKyJzNm9ZWq6ff2Unw+4ZZVD4kDt0mBuCPXmSFT6O9v566Wts62lUgraVhGM+2nEicrAEGM4QkXpZvWuMIofHOGuV2viBNaEHKtA95+UvkN+zosTCMdDLCbIU5Sz2NY+3RhdP+ZRjeZEyFH7dLueokHvfoyiDhpdbRlNrjZFHj9TeYxnaB1sEuAY/Dxqy8qGLlovwEf5G/cqbSVqvhcvopo46vc5jXouv91R8KKsFZBSl8N/VXCYbsSguLfKg++sSHo5qt1Tq9dMhSGKxEajdlOXhaUaMY9NXf11aYaiGwYtjP6NOg8zQYi9HVSCjQKDVVRBs9731HXjMMWs7VJcr1BBs9xH0E0UfezQdNpfLGTw/PQePjHgMpCBtl4ZNOxm9EGnd+6ty5BNMXckcbBk79ajpAmJHGVU3dy/vptLsgzMVzTpzPciLUE24HkMdtmPcifYlIRzTglV7kKqL6l30RIybYeMu1N5F+6tRd5VSWgolF4iM6GPqat880pNio8hPvJS10tka5Q3QyF5TitIzez4aCuLnj8W+ejr6XaC4ih8gpRD87f0daROG+HypcUtySTc3D8dgjyKFuFd6m2u8TuHOSOKlxtrnrGIRntgfBUHx3teWY1e7dn+OSF2wmbJCa+T87PuUHR75yMajWpo5U0Z+pKg8juy2sb5U8g2Q/jfVa8JeLdsyuKEF3nRIly37Hs8nMoqzy25ferT2OxTbXHa/v3nDvoGOZMt8iUG8kuCxraRnh+H4bqKrfbQTMac6PyllPj6x5dVxdMf44BtG2FdMbugETxBPjo2lMRTOLzgkn0fbZFkvsHwxi84C1R6ywbTmL0LbLiG25rAXly0Vmzm/np7DnZdjV+I27WpTiKTTmR/IxtDHDew2ziGKbMug1s+bWsvJISOQjOX+8dWvfL+mMYvKmXwKTliD3nIOiKP+UrxMuBL5DxCwyJcNY/XMcN+xz3/c7qtb5OJYIeH0S03e4KS5GK6Q96l3P3VzndMzt984mfPI9iIWHs2dn/8AqVI3riGGXdCXWxQiwtGfRxvJ6tlMq7Fy672jFsfLdrzOZGAP1lclc8Wt0PijmY8qyO7iDiNmLsjifI9u77/LoM4rZPmeecPgXO+QxpDgv3M7OToN4ftKJPkmyLStrNZ7taQyzGd2oL1WirpJm1nNNZbbcbpeFU5iD9nXsGym22bhye83Pw4Nvc/ed/x0DJjpcBwHKMhuk1C3a4m2tT7jCE2MGOmXyimLYOCNlxEPce6y2oqfhZ1vqCfsmW2Ti0C5TrYhglgk5DEJ70+AlUFxGxOfjmRlubl5dvJMcx+zp730pwwzS9YQlyJGgpL9JDG7lk6eTUflGV3bMnfSISoGOTf2f9pVwiPIpezKJBJynJtI776VO43ksnFjDj207ltxY7kKNhOkP46hnNPyGjUa8hhuUq/YtboBJST9S6CkdAyb62lGspTveqw1EMSrrEZy6eyj6t5CqMq+Hz97Nw6Y+klTmMiILmi8Mb16aerFCsUKx9SEE0hFVi9zn/HWGqNbcEaDUQuY0g13scT1o33a1Ynyc7f6Q4lXU4oGqQY2whGeVm+qylEkFiKaNo8pnM7m+trKvzgdDs2G4fMut7yCFbrjeHteQb5HWxGUC/yggWlocP8ASpkFaBXVvbPu7fx0nMzTEp/EOFG4Z4xBuZeTosuKHZ2emPygYKZJgVsutlkBu9tjSd5Ujk69v6SivgA/DwXGfBxiKqMULDyCqn/y6IkeEXD6PZMhuOVnuIJk6dv7Q0a+Gjqs5/U7c6qqyHFA4rmwc4tdwmCjMI7tsFi6scxfjqyLdPjXO2CnQJY5EYzN7CMXXWuYG89xcWSWSbFiES33GQzayYxvW2q5xPh6ThvGLNc497uMmO/nvVdf8XVuL2jmqQhOimR+YRWbCUAfNxTHcxwFor1Y1hneJ5B6LtdGdXPXDWDlGanm4wt9KW0ha9HtKTd3D8myulM3ypmJWyXNNbSmjMjuI8jPdXM2HRUtvFuwyQvMMdwakh6sT4X+v/urLa67HwwxyHOt2RP5w0jRuQWPpv31GTcMxTFSJd7dfLjGiSnObylTpZUuDiZaLpcbxjj9LekSPv7bv6ahcY4hYNfLfcX3nmmiWdeWMhF9oN/1myqGuTsxCPmnzot2SNWAK37ywOZ1kUiVVNsYliiXC82YhUZNkqEDDJp3ebWozOyY8e8Xt1llKtqLK1i+H104s1w+dk9T3svZ7faQ8/s4003N9Wv9VER1/vse62AQHBEOaaTvmGT9XfV0fJwU63jFFPIUyjuwmRya+dvPqhclLaR37nWeP9Bczc0LviT7a6B+TxBNbLxhwJSeIlyjk0+zebf/ALdBWedXW1guMu13Tml5vL6B9PJ6KHMKsMG+kntbzW9l72uamrlZRhmljsZ8rjLNUvOmi2M8Tb1MobxbJpuESywXQxtGdVRz1bq9WV1hyS1xg4gkfsMM4reaZ3KQhPJVm8O7TY4OI9ox42rCP2SCffcyqmSxWy/30lztlquBbUvWTr+KrvxqBFs1jjwYPs2+tj6jEmUOVGuYVIpSRhufsa/9JW1xXH4oNLlcwsHs2aHf56cXW3ilQyRUR8dj37nPZQ//AAZYnoOZcXT5RRv15b5XTXRA9em8IFdzSIMyqv8AyZCUonDXD74iSLWaYFGP8SOqe6p2PaENIKlrsVut4U6BkWPvfRHaWoBGISQj5DGdeiUZ2ofI8AklyEsLFbVcpoxO27tzXN/tU0yLhnluP2o10u0AQADbqqIVrl/urpe2E5Q15QmAV/3K9cAkuscsWSu9j2bOumWtuNmsO5F5THq1fXoi1ovcvTqi10SLhVlduCsiyZdBcVV9ksfltoLyfhtm0ueqlxbm8tOosMg2tf8Arrm6bV36ZvHZUh+lpnZ09TOa7Sk3Xec8TGEOr+X5FX3Ve2C8LbH6FiTb5Yrj6R5niDkSNjKKZfC7HQp2iHZbfpv39nIu7uobcsjI50jmvYpifY5KMLHZxXuS0LMTls5iac0Tn7GfjrqCw49jcC3sDb7Lb4jvXzlAxSV5LG8bi77g94z/AFaDTZpXTDHyObck4U5Ba5KeiVBfRev6GqPeP87KbLw4zecnfbFMVo97xqdm5ja6ExLFoeKXG43R8sSClE0GRXbNn7Opm02dYpjHIsYvOHsR+tMp8ipOCErAbLEdHyFVt+RxSvGQpF7n/hpO5cNHZXdLjcIObRSxEJzOXuI7Y2h6NgorvxWl2e6mW1A1cTmj699X5Y8fxewWrslngq1j00e9faPrpzB1NB0+MWnKcbh2OdNSWOJt+kR/PURk/BXFp5xFS8yYAxs2bGD5lHVpFFiziRotv5Y6kygG/wA7KlFq0x/hThdvlIrXTZZheojybOqjRASwxpJSzI3M36AYypQonkR/Z0GymChmoAookKMU31HMf4fMroqIEPJnKIRIlrOIZPrUR/TRFZWD7AXS1R4C/GoBjbvoNuBuJiQS83HLQQn7OVTKPlvEDRIY+FskvI6OYyV0/wChVgHt2U5I49JrhbH/AGUKSX5+eQqWO8WkyC9x162UvaMgzqaYYZfDYkKMPzmPJqFtuF5W6Tcr2AQrdKLI+jxySH7dtQTuIZNfjNkx8k7MBA+HGKhUapX/AKqZ320XuVfCzYGcXWAvL2InnZQxesA4hknguCNtV0UPiCjc3TR1QNkxjjROlnuQkNbmkXfzJBNjE/JRtYJ81vWC21WZ4aHNLv2R3xvO+hqTx5sZXq9bZJ/DQ7ceGGcmyaPIlHW7EReYQhSdFFvEDhXNyKaC52JLbEloiDkC8rN9PTxMWrjNgIIvPUssRVH/ABd8furP8JPD+5SUQ9w3qvkQjHtoFfwz4iQFii7PYpfLJ/F2cvWkzcJsvyG5Ie6WKHbURfEIOR8NFXTZiY4acgrddgIRR+RhKZ5PicW7qNVlinLHfvYxHeWgKRwqt0C4W5I8tViyUckiQheoL/g2VLWWyW3DsbOYzrm65F3sR4+YXZ9wlckHtvtfO7KGYbli2aGiqzdvo6gRI8GLHGgmxAj6WbOmhXh4YkjD490vXNQjWbyEOzb3Vz3x64wz8jvprVjs9QWgXd4fRvdWG3SGR5nimNhJOu91CB2nSm7e9/8AQqmsv+UqEQiBxi3kORe5p5qaMRP1MrmpSFK7qe8ir99VWrf4R8FrxmBA3a7RlttkaqL3+eT+SjJ9gfEPi7mWThiWa6OK0a71H2djBMbV9s4nP+cKYraoJbneEFoVkbrYxfz1HZJHsuJWQkZtwtmMWrTQm0fjkqD4Z3yw24MteGeE3m+yZX8YuRU2b/6b6KNUtOaZLHL85J622JzPDhR/Pt/G+pePg1idyokixQTD8mpW76H0bx8u8bm2qxY7YUX/AJ4fnvp1buH3FYslD3/iVFQZO8g4MNlZkEH8G2KDjuBGx63RWufuKoRbVT++pcFlgxg7UHqNPvVrJtqRYusi4SZJG9CqQmygDIM/tUe49itOW2hZSe0jkkef/GVFGnzRGO6juESYSON/tg/eqZFBALpKurqAOFvFCz5JcZdjkkbbbtGJ3AUu5h/yPqwysdzfX3/bWohCf0eD0D2M30uPUj96r31QXE6+cWOHs243tC2+/wCOlL4aPHq8LKmeFnGCxZrygOUlruu/+KvJ5/yVFOOLvCceVZCPJIV5JZr6xmznA+P89O7Hw2v14x91pvea+kFKnZ3jJHZtfRVcj3Lkqa2w+3yhs3sAr9u+iDEJ0GYESECEdwQe+XHGTdySUHIuAYZ8yOMR8RyyFEehUXs8lWab/wAlXdxby604Ni6S3vRZipy40ca+d1P/AJVmFAy/h/LvAhaXO0j58crfPs+NlcTXO43a79nS4XA0jsrNoeYuu2tUg4+e11uUo01cyuWPymM1YMCk5DyVI49xq4g4vcGiDdkyC39ykHJH5/6fnqs2cw8pBsbvTlucq/i99Kj5pogHvXcu9GuT8PvrpSr7k8VY8jIoOSxca9EZFcNgz79vIuDKB+LOTXGbl90tsaRdLbCmhY88WUvqf36oz9mtBSyZNwjpaDyV5SFZ2RfeN/3al8wumQ3LHbRCvkEiS43MHHkyB7XvZQRorXKREErvC/f1a06HaY+3luRd/wBd97Sm02EZIESSY8mO5+hGETuY7+aiq4ZSlknNhnt+qLG2akF63UwLH4UX3FL3jBsUIEvNGPZyFpwLDbTw/vsPNrleWjFHk7I0ES+0/Z1SEaQK53MomnW2uJ5+z+vl0VcOcAu2W3N1xkXyQG02wmvMlr1keP4R1yFw5DkJeKXECz4pEZ2G22kzLhOX7VH5GVWXyhc3HnnFscaG7ZAtGsaM1PUrk9o+jWKUnD/hBkuUSV52R3ovICv6NHdLW1RFsjLEt+qvR8pzSIrvu1KWziRyte2IpfD5g9lOedLQvK5qEQqD5hB+amtvkjVjxsemoXueTd6v/wA76kY8aN2pscZF0RiL1eX/APO+tIbqjnCGwEJVGwg+Qm/re6jvF+DnEG/NiyCRxQ7ep3P2SB9bP6FSvyfMf7dlBcnnxymDFVrICfBrXVMWWVTECicwu71JWdjny2fJrY5RysjyuQR7G6aRo+yrDw/g9w+xscZYNqIYwU9uddznfz1aUa0HlDTe3Td8DqmEswHwkCR3I2e5tS1UNxJ4cYmuOgFHs/o4ayfEJD6dakMU4WYPa4RDSccinKRN6PuK7nf59Xb2KyCjC53JMnwb+um8s2MERQyDRU5g/rKwjnni5w8t8zF1dYpyY6+KTmMQZNoSfs3064fyWQsXhyXQo0eU1vJM4Hlf9n+ujTjTjNsm4BerdDIiRpkLoKNdUQie+udfk45I4GKzbJOM5Vjn0Cxf0dbHQGQFhvicw/e1ybFoY4aW5mOSpdjHMVbZJfz4rH/Vb/goU43X+dY+FWsHURVkjYMhPgbVM4nxOyqJkFrl3O+lNb1lMSQz7g6wOwy9CKlMydS0rOmwhuUDT71REXVErQIx6do+/QJz4cC6Wg1vuA0NGlN2vYtQ1ww22OxolphPbBQDNkSTs3OD/wB2tSc2KvJIJC8sj/I/7tI2sVygxOVcpLJD1f5qkNuaoHBnObY/IxdhHceaBWRy8z2zuZ56rTL8QyzDlQF7tZofadOW5E1Y6u7ClKMvh+Sqx41cOckzSbAk227MiRhNRh4xP79KWOS+22zt8Q3YlQSJ9IZv89FPDzIrNaCXiDLt6SvSUfksN9311K8c+G8XCZUF1uO4gDjRHo/17/fp+qqxSGf2vKXZVYTOJx2yclij5iMTmf1pXSvB83PzzHjey/wqFnL/ACH2VzjiwoSS2uTnKdBk3j2V0rwHZ6SzzFX8rkcySw3J+5s6/wDYqeNKB4mw53zl7bNcoYrx/R361AwclmRTseqJJ5bNjEOu7SnnEw5z5dJAc+rRrsH9jG1MYdY7HdrcWyATtV7ITwzozpY2ujkP+ChwnscucFOUXn7CD+BlHltIRBEJIGze9/lqAw7Gvm3afR0XmEL5zvf8VEAU5iP+kb1Y6q5mk+4LFBJkoIhCB9TGM5lQ+JGyi4Ksu8BjBinX39JOXRZEG0RFVSoibOvWhW7TDZdIm2OOUiCjvHuOP4vwVpkUIMRCj2lfy2fcfUQvNQ8pTF7nv2h5DPEqWstsWFDZG16GeXfSnKkJ3jQBNH1mUV3cs/fKuo7Dj0eW+dz2Mecg/IOjfG4s+NDIO6T+fI3791JGkR4VwWbKjIMp/JoPqp1a7oO5yCEjRJA4ifG9nmrfbaUGDsyPIrv2neteZcDuaNGtVzdfXTW4Wkt1UbJkogwI/dsZUq0KMeMLWo1rPXXNWiu56qE3eq+pKRkO5qtEo11p6MKvKR7E1f8ADWrW7UbvXxK3aG8MRFN0b2bG7agM6v0mxgLcGBlTmA6EYBlExBn+/W+1yEY5qbPtq7Kc5yuIXzms86x5RBMu8msMwGruET3f1/6qIbVLz+WoJa3l0SxBjsRZZB/B+T79Xq84xuRWQQEdv7nbE6KUlKFwyNfGGjCL1s07q3HQG8elWG4QO2wSxStRO8qp30ndLkBTD2zGqnwbH1IzrTalgrADAjjjyOlWg8PbUNbcHx6zW7sceOUjd+/UxuZXSeyErbSv5yo5yuR6aqqVKNRXKiKPX7KYQlA1SKNjmNZ9tLR5IUejFe7cRela5kyVOYcJHFXVNfNTf0lqDn7d41XRNKcnAJw3sMikR3upFYcdkRoxtcxq+rWnpb3NQguhX0tDMr/D3PHt/XUXcseDc43LfMlx3t+ID9m2lrNbI9tiMFzTn/HIdvfXWlS6nGJFIY/hu++tCV54h2uLOJb7bHNPkDZv1ij3b6JPR8SQJ8SYBTMf96tJ8i2YtZHywwEjw2M0eoB9dc0kNx8zyiVJgJEwmcg5HtHnexu2jNtyIRqiKxzhp62a+qopt6tBmpLQqomm/e/4K3iDCVSSIxmPQnv3VBibeIcVVSSoo/7Zz+ivW+VAEFZpJQXAc7Vjt+mtQ0bF7BLnyzEYSYA79XgITc1KiZvBnHLjcCqQ9/FFZ5IoH9LaW6CqfdSnnidCtyFFv2doQjNvLpbssy48wRFUY/wP81SWO8OLfbrSK3skGjQRs6GKTro7slqgQQcqOLX8b6xsAuK4Yx3s7OpRjf5yLRMDBCLN5sueg2s+BjKLYCi8TQo+j7KYXjJbbbbgOGZU1keTxKlFhXibhN4u+PktlgvHYEkM2Ec9nM8OqLd8lmR3udlof1/RKvniNxEx/GcfLOkzUV2mjGjJ1VzDfeLPEDiVdEsWKiNEATo2N838o99CBtFxnhBwfIy4XYy3y8jb0AJ1NR/vXZ7qkI974o8TRt+bYGYpjrndEwntns/Anup9wl4AW63n9PZRIW8XEb2k0VdWMd/t1fdqtwIkcbWtEjR+pGJ6qjVqWw3gHZok8V3yadLyydzN7ElL4H9iryhxosaOMEdjYaD8g2psG2mZr/FihJons6Ecuza3Wm2EulwmDjAJ7nr31WR1d7m2JHIXVOj46CJmVbGGcoivInXzGeTl1QOZceGSJLoGG2p1xMTySD9bf7FD0IPGjiC9IRzlh24i7C9DBMYypTaR4oZrlvEK6fNbFFOgNdJai/230zgfJ8EjR+lsqVhfWvZwK/bVmWpts4b235v45GLf7ovmCNOp6/voE4oXXjeeP2/0F6It36OGjHO0/HVFXX2z4vZxmW15FPLcRF8BXx1F/jN9SVsznNJsZIIeI9yC4ZPo4ySCMa/+nTrG+MeS24TQ3Cy2a8AVfLJiIr6t3FuIXBO7DGTI7VaLZLVPGEe26sRf1VsF3DmfnkXDEj5naEnqo+6YCQM3PZ+OnEPhZgN+ucO+2q1SLPMjE5ivj+FU3i+bcP3sS345dY0trE0YKOiu2VMScoLCjL6Mx2TPKz7iba5SJWNjUQB3HSVMe5yetxNdKVgWewYyUsyGMY583oechPEfQRGv/Eu8O+g2GJZw/pZhN/8AmVJWbE70t4S63/Inz1Z3jjDDy2NWnrCYyossfDe+lU3LkMhnf/Nsr50x3KgXuT3vVdK7p+UVlAsX4UXNypuPcGdiA37Xv/8A+VwzAErHK5/slZru/XWm2FdIG7ULtW/fVe+nnJIATWITVHdbtVpUCjNFRqtHq34kWkTuA4yKaQxHeVE1rdhZ43c1XEK4PLf3PT4PyU9ya+5DfG24F5XmpATZHJ8T201C9iiKrzNXlv72r763DEGMylEpeXs+OsSJS/TblerRYrVFjulqAKtGwLdXqv2UUgjXvM7F6Fu1vLbLtATeMpY+znNT6uovD8zueHQIkiyQIazBEdzzyB7+mrQtXH6zzkEmc4k3tbO6PJF4jWb66Cn+Hsy12jN4sq9x+1qhHIRpPL+ep64Z5eSkuFsjzUtNnSdqiD8z/wBnRffuHUPLJIr7w7LGlAKTmFeqacugbOrXZIV6lwoap/gyO3mr5+ceuYxxBzK+5iZo+UIVpgvRwxk9/wC0qMixdISRhvVTbXv3L8VTPDDAss4j3gS2OMqQhJrJkl6GMplJAsW+XGFM0L6HkOGOQMnQR36OulBeJHtYRkPdXkakonLawadTmfqZRpm/DG+Y9jD8jgmUrWDY8gOX7Ni1EY7l1ltV7iZHebYt5nh2vj2+O3exlW1ZuIXFbNBzW2Xh0FLYVPFfMdt3MrHZYe4G5hAxXErvLvc4PZwP8JU9b310Jwmbc7rZx3kUEsVslm9h5HtK484dpjdh4hlkZ3YSBhDnOIyP3uZv/wCCuj8p+UPaIow2/HYqSU5WiP5mxjKxIv8AV4IUbVzk5jE+3qfQlHy+1364GEsxQhijdzB/fqpeEXzt4rY1c7tdb0toLFmkBHGNm7YyrEjRkxeJEt8GzJdOcnLlTuX/ANpUoStiybHL3HQVjaogiXoeo6i8ou8UkpLfcLSsuO/ueVB02v8Am2J4VFiwx2xR83vViJ5KEmcVLhe4KysBsvpx3X2hHP2KyghZ+QyuH+XMtN1c6Tid3JpDIXv0N9yq2zuYDBuJcuQWwlDCum1REjj6HUW8Rc1Hd7KWz8QMWm2cwVaWO7lb2ud+BaC+I3EfHs44fTYFsiTSCt8dESSVNnVVEnx2yC0v4ZAhG5szmkAQfL6a56uaiPFEMFrW3xUJrrzPPT2TfZC4OSyn71JLa8ZCE37G0ccEuFc/O7eVbrO7HaEH3OYm5z3U8F1cCb1bLpwjsbDymlnIx8Q6EXre7mezo0W4DSQMOhRjGyuXOIPD2Vwnv1tvMG4HuNrFNYRTp0EYSugonEPGbky3y2SHDZPcjBbx8vqrmCkRuZ3Pf8VZNvJs5emymSl3kXa3RNa9bLhFlCUkUo5DBv2P2ffoHRHd+1a8P17XL3VoNyP9frrJEVqd9AK8UcCtme2NsA8h8c4nbgSG/ernDivi8PB7db4PbebdSdCry+hgPv11xqxgtlCWfYxbslsEqNKAJXvA7lk5fWyg5BwedDsmWDmTZH0ViOZzOXurpH5Mhizc4xs5ZfaeZJM9Dfe89c643jKJxJi43dPEZ2jlm/dXTvA21x7LxZsNqiP3gjne1v6vCfQUfccbvWS5NLBD9HiiczYpHjZvqzMWxWx4tGT0fE1lfWSn9RHU2w6wdgl3S6KXruBuhn3WVLimk5Z0UXQz4q344dd2RnCnypHNjStI/wBynKeETw3730jzCE5hOgbNlb297Oy+fe/71bYR98s8vJQBA+6HtwmE3maBNN/6qIbVahW+2DjWyMMC7O9W+t9NU57B+GRm9fvU9KpdOWIvibKyPRkkcxXqTor0ViRh95U5O/46Rto5qFOOSTem7z0nc7Qy7BYm4iI13nZUCwhtPdebGMivRnkV/h09ar03onL/AKFDlrwaDa1OMd7uJ1P95/lp7CskeMYxBypZPzvrYnwO1a57/WlK81u7ci6001XajddEWlWDY1WORe731gSA3q/1MRi0hIIITl3Kuv21sMe1O5yr3147Ee5yORO5O6rSkwP5zkVjl2/YtOyadyppTEPhu6tGppS7lQgmuEiudrVtqCwOZytHUjKefl+DSwFInc9aZTJwxiOhCMHs8SqpSKwjTuV+qJt1prIYN8h6lM5qImqN9VLQZSPRd+q72UvICGQqKRjV6dP11thGxeymmOVkp6uY3TYvqrHYzmlMRFYg2+vup/GhRY6k5DNpNNe+tIgpfa1IYiOYrdUYiUpUHNxSf6Uj3QV/ungv/i2/w6LE60TUf9KsxSL2Z6kajH691YaqPf0qvclUKMexGoqd6KmlaNYMKJu61d6v1UlFj8pHkI5VaqaI2lV2cramuv2/ZT1bOCERi7+7ZSV6QTAMIYrGDT1717qR2AGTw2b91VhxExziPl9zFDQEaJaAk5gzpI6npSwWZEe1ej+Ql5t8DtHQ95qqVl1nyswiYrhEhlxbryCqjOj8ZN9HWJ8DomVyA3m+3C5chvd2dGev+nVxYtgmKYcpBY7ZhwlePrkK/c539Om1KYjjEHGoIozUSQ5qd73v5nfRGVHjFqJ6MpiImnk6/wA1Nj+kynGRSjBH+41tc2z0krfHez61mlRE3IyRX8lw2KX7tSKIP0hv5nwUPX+3kEGSYY07Q/yVkDKcU4Fvy+djd+LGsO5g3AlP9mWt89jWmFDXOpZkuaW2O7sxEN0LVXfKIs8+745DnJbldMg+0kCH5x1VuC4zm+bygY5aFnvhkLoRS7uzh/PWhB5fkE7Kb4eaZr15rvDEi67f99db/Jd4YTMdw8t4vidjuNzfvQap1sBUrw54VYVw3ic5zY95v3/OyD1RH/gZ8FGE26XIwkeWSyM33bqsgmAaJboQ4iLzVqCyPLLZYmLcrtNBbonfzHlf3LVU53xyxXHElx4C+l76Pw9jPJu/PVAZJk9yy+WsjOr0cQRk5grcIetBZue8eDHWVCwaC14dF3zjM6NftqvcTxHOuL1x7VKnSX21jvGlSHajav2MbRHw74XZHndsHcLgP0TirHagFt2PkfqVau++3zF+FeECUrwxY4m6RrePuKV/261GgxbsBxzh/jRJgjBjDF/HLgQfin/ZjotxO3z7tGCcAfRtmJ4mwg/pB6oawX7JOM3FW3QyqsWzjdz3xxv6GMZ9+utmARrGgCVNBJoxlCGINmtFvV7oABMc/wA5FZ11s+3ic1Xu70J62LS4mmTo8tbvaRiaL31m1VdlPCfEbvJIrbFGCR6688DOSSqr4j2nGrZN+b+U2JrYZO6LfoousT/29dJz7k0TNmzc799VrmmPxJV+FPBDHpIXZcWmZuadlRhTCcJuJVljpd8FvYLvbSL9HkW6QNr31uXLflAYY1PScC5KAfrJIh81q/06K87xq78MbKmV4BPmrbRyN8y3PJvAOjPh/wAVLXleLrNPNQZoiayYxffWobAmG/KmuEV/IyewhMPXRSgfo9v9CrVk8b7HNs47lbI5VjoPeR+zyVQubZlwluKnugMZ7RciEeNBjHsZ/KUjwsz+Lj1ou829RYDoJ00DEYLr3V0yBnjNxLuvEK+DM5eVbopPo8fmf/MoIilVwuYiKqr0aJR/a7LgVxyMT7jeuzglj7SUYvIP8NMhysZxTOo13xiSO6RQkXeCQnmb+qggrVblnS4NqArY55szkO18ja6N4TYPY8cyI2IZvZLTdbrcxdohyuXvZtH8NUjb8dyvKLrNybG7O9QCmdoaBE7m/uq88cy7Hs7zvCyAX0beLKjmyxy105i7fEbWOxXeS4hab5xInY7bMbW0rFM8ZJQtzwk5f7Oh/ijw+yTAlEe5nHNgSelJMdNWtf8AdfViQ8a4lXzPMrm2LK4wZltur17MQ3te/wAqUeNvV6vjPmTn3D+aIF3FyiTBE3sGT7/7OsDmzDwgnXENjOJCelydlBI5ns6uI+GcK+EkRJeZTS5Ddlb0wi9Xf+pvuql+IeOHxHMrtYyap2Qv0Z718+/yErGEQvnJkZQ3q/dlCg98iSYmrmN/BVlbGt24z5NOkSoeGQgWe0KLRIkQGr9PxfZQjCtCK8xcjuK20EtdZRU63r/i6Ks9DgdmsNpbgGQyJ8nXSWMbfbrTmycG89ym5MC2L2GFsZzSzPq3fgq+JYpu3GS3twMOHYA0FjtfK5R5cgnJI3/76FuHePNzTKLHj0cjrdaQEcQ05yK7tTmVP4zwgvVr4jWmBIk2i+x4kpVmjCuu5v7SuqrldcDhtj2nZb4vicvYiIPSoGGG4Zi2OgQVlt8FBp/GXNE1d9EESaxl49GNRqBJ9WiaVFttsW2pIbbJDZopLlcNiO9VC+VXE9qmrNexQsUjAPf9lQEHGHDbdmeCTbaO2RwvaPURUTrY+uVME4NZ5fXmjvsTIYRFUfbZnczors3CbpDvNlW5RFKWM8ffTwF3DKArYZUQae0TZQcpwmcROBF07NEb86A31+nLEhFQZ66ItdzzT5lhuE+0QjTOVrJixyd7Kjr1lxIWT+gHx48MMqPvFPV/qfWbVw5u4m+kbbnEuZKN3kfIZuZQMT8S8dhxIkrIsQk25pXbHKQa+uiSLBxSXKBerJEFEkKi6INNN376dhjXYNvWHlVtiXYLPEYrRoTSonKFtqY0W+WBSoa3s57QpWBC5bdGXIno+5DacOuhNU9n+0pLNeHFnLw0ulpt1vgiGSK90dRC28yhuHf4V34hoGTym268xuWxeZ6n/o6sqIFcaxgkBJHPENxNOZ3+6tjkbgrwcS+Fg3rJDlFCC56dj5e3fpXTEGFbrbbxwrKAMOGFu1gmVQ3CHiSGxHk45m5TW17pT3xpEgfQ9vMq5gvkekRsjjY+Adm9hmrWAverfFuludCuUUcgBV1I17KA83m2XFIICXVwYsUUjw/o/M0qyZhB8nw/goOz6Na52HTI90EKQF7O/n/eoCOEeLMtsedGRCR5LdzXffH9tRljstrsx5noZisHKN2gzF+/Q5hk7Kvm1bYzLF0iHy2/SB7NlGkKLchh5kkQBn/DQKua1jVcrO+m7jb1TcFdqU5Iwuxz3dyJTUDiuIniIjFoETu2u3aKtIv5hWqQZB+SnMh6uIrNqMoGy2Hmqsd6BNGGmjvbfFWLFO8a1jWHKbffYSolwGrVKxPLtq2OA1zZdeKGPXQPcyW/cv7lG+qjBhs67Xe0hzFSylK7/k6+QdXRwTsgbdxbs1ogewglI5uv3GDfQD8Pw4jCFLy2MZuqPPcBCRdCdoG9/mZTYySZWxvaCMGvTTq32mFborANK/p+/XoeXsha5RZXaEGKR/TZUnEI8Y2cyPs20uJg0TwCaU2+jzSkH2qtUzCTE8Lya0yvl1LA3ji28hDv6dWMptHQYjkVCEkdl2bmuf4dTnbUVR8sXMZ/4dRpDNlHNbXdpIQSsduWtY0mSW1uCGWRxXP3MqSljjl7V2gXhs81LwxRkiD7OngvrAhTXq6IaP8ARSEI/o62VPiIr0DzPO/7te5CPH0Mr29/RvZsrYUIjjKxqLpTkbHJ3O91Ih6adJqnUvrrKtlaZY4pJX6P+yky83neGPz/ABUoQ5DcwGzRR+qoWwZRFu2UXOy8iQA9s8z9Oh9aptLdjMYz0O/10sMSjc2O1adP0c/mJTA7t0je11VGZDxzAFEHuVjtaW7MIjeXIHz+7qppGjmHznImm9utaiSV2Mnr37erdW6ZbqiiZ3M3uanS1tbo8xU5nLUe31otNrdFO16HcdXtRvkpyR5Wjexz3NG7vVKo82S5rlUjeYjl29PqStwzxKbY5qps7qZQS9nO+M5VULutFfS70A1yFYxnifYtE2fDc8hSbm7Br5aVjPcwqjIqdadCpTWFy138vmb/AK2n4h/s372VG6IaSGJ61d/NWBGXR2/1/ZUmRhdO7an2VGMYZHaP2o9zlRKqK/4151Jxa1QUsLhdqe/xN/wVP/J3ymdxFx+9DujuyTITVG0kf3NIPTdVB8UsNzCFfLjMniWUDmOOh2L0UY/ItyAcDNrnYjdyXSIu1fxM10/76nrquzhPcr5ikF+LZUio2EqtjXH4JLKPDXALg8xFQg1bu6Kg8pbzoBbdyuYp+h6/YyqjWxZ1hqzLxa7sK7WEQOYsOZI8dmz7lYReqbOXzHv6KyX1dZOigHh7xHtmU2wcwBRbvjB9Y2joMkcppCDIx41TbRS9oVpCkINUfVGfKD4t/N6+hsWMOiTJYx/TCJ1tYv6OjLJMYuZ7QaFaMmLbClPvUwF5nh/coaxngDjFseK4z5Ey8TVXXmEftbvqR9I2wfJ8mg4KK639I6yZRN8cTh7ahZfyh4VsNIt0vFTRyM5m8UY7dj/7u6rHy7hxGye3pDug1bFam5BjJtdTewcDuGkNBkJj3aFQabu1SXv3r/XV0qlpXG3ML/P7Jg2MNCRfUoxdoPQ1l1k45XoJZF/tWVEETrePlk2/2K7AlXzDuH9tCMwrXYo73bR8trWqv+uq8zr5R2FWln+DSTL1KRe5gl2DT97qzbTmnCuE2cZNfBQB2SfARV1fKlgewY/1quldG4BwSxnB7gl8vlzBf5be9jpKcsTf7S99VPlnylcruTjstkCHbmOTRj9NxG/z1WGVZzkuUuY6+XORJQbdrB7tBp/RrKuj+KXyhbVaGGtuJNSdJTu56eyH+5KoC0Rsr4pZoKF2iRPlGd1uKTpEz7VX3NpxgfDy95pHAlkTmoU/0gr06Q10zY7Fi3BbDHFiCJcbqZNr5Ki7zv8AuJ+CgVxS04pw2ihx21MR10kpyyzHj6nv+yrLxYUnlPWcPmP/AAUHY3jKXBwbrcv4yrBkcP7hKtaKEQU0YzTWqw0E/v02afvpOSNhul/clSLI7H+t+lIzI2iaMXVagCL5FkwV5Yycwfn31GC3yS/fY6pDPpVwi2rSJEIUhH9b/ujqCx1SqIcf4/jo6Un40UBIroxWI+O9q81r01Y/+eoWwWHCySJl0gWK28yQPkSE7P3f9nTDJshQ95+Z9sXnXd67naezCOpaPY2QW3AQJJGNmp5/uP8A9dW0aXzhxw8vlrWPccbiMMUftRR9jmfkqic/+TTldpQ0/FDBvELl66PJskM/m+OunbRbvR8EQucSSuzre+pALl9ilGHHmG8JXWe3plecQVLDEukiB8bPz1Y9zwrBrtZAmxOxW8opO17JA/WOrwvUAGQWYoDAQXM5jCDIPz0L2/GIltUQbcJbYMfRsD7OpttC4DZZllkDhxEI0QGd+8fnqI4x8LLXlUX0rj4BWvIxk3rIF0c789HZkmBP4hRkG/yfpKcxCSBoTw6oAsC4aQw4SOzXaSZJyrzJMmHIJHe/+nVK5ll/EXAstuVisF8u822IRVBzxIbX+dK6liEGYElpC6bU0fSeHW8ca1LGeNhlBI1YRW7qg4myy93zIrz84cojkdIQbGq7kuF/3VDEUBHfpEf1rp9lfQW5wLZdI5oFxtkWTHL5muGmyqjz75O1quyLdsMUVpuXxwiL9HP/AMFUVhDncKGwLfLx67SLJdWowksUpu9m8f2UacS+M+XJiFqlWZQQIVxTlDIQWhyM+/QLjnCHJGXie/M7V6LtdrFzZRdOgrG/doVv+RNy/I/SkxyRIUUe2EL3MYzuYyr6ifwbP7vg4pUmE5ZhyyN8whPj3/fo4NxbwLI7eEOVY5NJMGu8jhM5jWVTSdSm+t5rOh9SEcWho8FBJs06/wAVdVWje8pwNeY7HLvkFulwpDCR0YpHMZRqPjzhFwhJYc8jKqC9nKH1b/7Fc5yesCq1C+PuC/l1bPDHNOFtwx70Xn2HwYUgAmPSWnrkf/fXPrkWpw7vdoiRJh8HyhLrDWRzOwOLo9jKirnxOFjmQxLq0/KtyscObC5e9zHf7dYNw54bZ9bEPjJFx7kr9FnQHe1/M2n10+TwCVZlbAy6U+YsrndokD3a91YE1nsW0cRMGSXbnIV0iP4ZBl2PHQfw+4j5fhVzDjV0A41tENo48jz76DbRw942cNnnHa7XAuduGxVYPtG/f+02ffpo7jHcrVchhyPCOzKg/JIaQHX/AE6Ds3H8gBNjximVB81KA8tsEi1ZiK62hVdAuBORNFy+6qCwfihe75KWPMiw4ffzBPjl8n7OpSV8ou4Y3cuwqJLkEf8AHNo9ux3wbKova64xiJbGGGsAIGIXmDXyPZQFxEuTbvHJg2I3/bdSKzmqQmrgtqq5Wa5LxScSHZLrNiPMTYSOg/Ys+Mm+rH4Z8LbRhMo06POmybgZOt8l9QL5Jw+tOVWGFaskRCSIictZQk699NMWw3JsUekWJf8A0pZ9djAHZ1CHVgjZq7dW8h+rdKwGSD5aP8Pz0OZ5iMfMMYNZDySRnOduY5nwvouIUat6/XTIu9V7vVQUqsHjfiFjHGght18BF6BuH7d7ai14ica7tH7Pa8HMEw/DIR8d/wDt1ecgvJYRw2q7Z+v10pDmrIFv6x0HPk+wfKHuixe2TFgCL8bJTB7Pz0SY9jXFmyzROXMINzgjfrKY9vVVxyBI8a6Iv7qjJEB7iM2v01+GsthrHrpMu4JcqYqKrTkYxPiqUspTS47kKPkd2xGVEuw25wr6WZbTjE2W/wAYD/0lP7IEyHYhi79nU+ssKpukK6HusVYS82VaFO8YOZt5xOZ7OrJ+T5ILK4sQCnikiFUZuYF/wu2v1oWudiCXPPRkecUS7HT+ZzPI6i7gRzCcZIbyLqT6Vv8A19D6CrI94hxcmHbkMRSPDv2M6tlPrjCkXEex8h7H/A6oqHZRwb0edbRsWYZnU99TlnjTh8xZMlj69EPKWbGMkFRl0c9E1TT30yix2qdGBZy3+smtOl5jnKRXPTancn2rWlunPeEhDg5b0dortPXXa4KPmN5bFaNio1PX+ta2YM7CMKJ+xr/Pr76xIOrWKZSNUTG66UzPfYTBMcwZCOf5W7V9dc5ZS7TIm9rmq7VK8j1I0LnMYwbF99QyJPUx5/MIPZ8DKl7Hbpd1B2lRE7P+Pw6w2cosZS8xC+RvlZTkSx1F0MfT61Y+ONDIIY47Ff56i8ocXF4C3BYyS47PMxq0RH5jcLbZrIS5zearA/cZVZT+MA3wFBBQql+p3JSAeId+vMGaZ0eIyO56oOOo9/MpPh3kGFRFe68W+JEnuKu7Ue3ZXTh0SNszu7QbOh72qpqz2ZKMMUzKzXgBJdtCiSlfyZb9nLI+qmzk17ut0W5vAKXaR9Ed4h7hbaax79Mx2LFKC2xAiK/xx7Np31rYsnOuLHZJEq0WlE7WBdiE9ffUfgebXS2KU+Rrz4nM7+X8FUusnn5EsxnShDbu+piNMdEklKZVNDneGdjPdWuOyYdRwststwjjFa5Q+YfyfpKfLcQRYg3XWY2O5fc99cxxYi47frcp8iUNvYvMBKAzc5lWXcsn4eXOck3fNu8sQvuVv0Wikq2coelzYfX7lJguuOziyIO9zyM++yq1sGXhk3AZYlt5T9m4YCUaAvTiC1LDaIr/AF7ErGUpMiK1nsbY4o2u+P109iFE/wBcNoEc74/VQ/cr52IAtpRqc/QzR9Ok7WVu6UVmmmr21EOp0+fGUaBJH73+dGVKhUnJYpZPPf8AHVT5VxVsdhQsS3J26SP4VqNxm6cTuI8dD2xIFntvM2EkKmm+iwuZchtUcRELMEBfLo59IxJI5ImSR8wjPgqrLXjGB43e/SeSZEK5TEkdCHd0Md+SjS4cRsDtkZd93jF09mOO+t5E1k1gtmS2x1vujT8l/rQJNj0qrM/wrG+GBrVl2NyLihoc5iEGQm5u2ou7/KFO2U5totKcrRWo83rqpcozC/5KZy3OeYgnO15WvSn81Ybjl3VdZQhxUuAy9BR7mb/3a0BYrl1syXGCHkF5ZCSnxSAYnmSiXFLzj2UYpZXDlR5StgsQqKuj2PQdYs9sxqIhBW62xoyb971Yz6yig3Bcb4dcOHGvkiaophnbBvOfoYP8lEq57apYNLQN0gfP2MeFOl9Scm02qSNjJtqiTmNJzGc8e6lmskEj9kg2kERE+wfTXML88oEEfsRSkIPV46apmV1lKgYGPSBv37OuhvMMottoApLpekA5Pqmk1fT/AOT/AH665RZ7jd7mJQQmyVZAY5Op7Pvr/d/XVRZMIhFanNTxHpWtxhjl7GHUifkpdzmp3otekk1Ci6o1Pt1qCnr5w4k8QeKyy8kaZuN2oewA1f3SXUS3HhDwrlQuzpjEYCr5HDUibqM23+2DNykO1n39FpyGVBMblj5ZNWbqyqo8e4H4Par2y7DtHpAQ16ASHatT+h//AJpfPeDvDfJHIf0R6BloviPt/Sz+x7OrmEwUWIu3l93fSD48WdHVxOX1+J/VUbV5Z7NaMSso7dYIg2MGnerGdb6E8HJeMsziUK6BLGiW7xGap3Oq0pMIvJGWIgyC+Nn1lOrRbUiAKpAiH2irLDFvmAIilh6ERPj/AGlRt84gRMas8idexdnjhX2rOunMgJjL6MhwhRYv1hPiplcsMsUu3rbjDdPHv3sYfqHzKjpSGt/Hjh3cDIJl7aHmfWHG9tG9sye3XETJkKcGUB3qc16PoIueCWCZYjgvdghMEJN42NF11z1lODZrwyllyPDp53WhV5iJr5G/jHRHZ8iM1wCLzUVHsqiuL+RzMbvNpxrDwsS8XhOkj08MP46lfk38WombQUtd1cKNeI/c9i/XfjotveIB+fU/LJpUMgoPKjs08lWWAxwrwtcRhSZtyMlwvdwdvlzHrq99Fo9TjV7/AHU2DJ7RsJUlARVEdrfWRq7H0gPbQT6No+nSCXtvM5nLZuqrOFos1tJpkTIkNKOr3dlN605etWvbe0ECzm+3qNvGlkZK2bdzPtrY1vWQHtgkRdfW2kp7Sbmvc5Gqq+qiC0hRsZBaLq9NUo5oCKAUkStMFBub71pnLA0L9GrruojuoWNE9um1VT1pQahuUUrzl6Ga0dEd6KbbnTSrMeQkvZ0Pf5amgEGgRiEPornjIeK0y6ZT6TtdompY4CuGQ/Z9293Mq6+Ht0df7JHukdqtA/1uVKAlAjml1Ve6nQNrQkIpPfTOZN7EnWJ5KElu98uE/kxLfyo36Z9Aby5kVWviyANkCezVzX941/fQDceEPCa6GMUuLMCpf0BHjostkWTp9O5fk+CtHkLGCpB+fZ0VRytlfB3Mcbv8uPjkD0tbSrvjE5nVt/R0M3jG8qxx7XXnHLnD0JpzHM0F/arrb0m4Mq1mLzil5ns+X00YSozbjoGfHCaIXzgVKWrg9h4hdeRJeRdir4daOa0YI5BoQshX9eqeWuheOXA20siTMgwxexyoo3ELbvhN/J1Q+IW28ZFIUFktx5dwaz6QmnQGkhKQ98JBJHkzQ8vl9YpBANo1wLiPn+KyYiwpUu7gUhOZDmE1doz8dCsgN6hSiwbniVzX/nbHiXo/JSkaJeQSJSxIshqD/i8dWrzzNez4K0y6P4dcdMfya5Bsstq225GkcgYyL3PWrRutos908O6RYUtR/p4+/bXKnDbFrvkN/hyJ2JXKFFglYRk0gtnVXUkTko0iIYpS6dZzsrKq8mcIsAvyOSLjrrKT9PCV4H/31Fxvk9cP0cJbiOfOKNet75T+urkhk3i5daJzPH5fwVzELAxax2OEONZLTGhMZ0aiZ31vLhEILrJ5KlyronMpqb4CfG+gZRmu2Lu7kSsqBHd/upZV1V7NNErzFRrNE76BokYI9fMlJEIN7FY1e9Kfk2cvXRypTZ3LRvSBdftWgYI1j000TVPXW3JZp5tErdz+tNo0SllKiesSaUCKO1doqdNZGwTS72tcqUiR5EXVibW14UlyLo5/d+6g1nNVyfrqLc3Y5fvU4nFk83UhOXHZ5n0zN4hWEQm9lT8kAFvSiTiwP2YiEt3RRDwFVf4aof8A1v8A0H0L5a6E3i9ZxncgU9Fve8hF/HRPwF0dxphq1dU+l96fkfWOQAB385jOZ9XT1OYwmxO+o/sv02OIpfg3dFE2NiEp+Uo9jPg313eUxhQJ0lu1AbUXqbqvuqQbYHuFy3IjN6app9tT7HR443v0RqN96rWlvukSYNXRnseQS6ORPclW20PasMY16JPK56Ku5U91FUKzW0DGubEB0+XoRaazJhWabRvcq+pa3BJLuailXT3pSyiFx9HWlpZUsooyK/zv9VQUbiNhPpcdhS5C5hGdBB+zcSnGZWBcpGSDOXS37OtqUFZhw9tdvxyFDxaxwBTCF8SbIXc9jairDOeJb50bmzE8d+rO/wA1DXFJkTKY5cXYq7zs5zDoTykqv+JeRRLK0EQs/td8hR9B6fefRrgtvS141AS5c1Zzgcwz/wBpQU3xF+b2NY3FxyDqW7j2vLI+5VaoiyHIqoveviEq7Lth0bN+LlxbKSTDgjC1XGa3uc6iq74BjtmwqRb4EJbgYTXFE4qeZ1G9g3BlK+Gtv3Jb4sJN7Hk699VjkATilH5yrLTtD9CUT2u35gWXJvyY5MUB15Z0B00Y3Dhcac0k4Rixe0i5nZyE+KujF0pL1R969ytWnQ7xMEFgQHVrE+FEo9unD9SXCLbISiiTHj38g/x1AMxcQJBI95O2PLb9WOo2i7jcZ0ow1e5TuF9aidxP31J2y1axuenawqr9n0eo0twCAz47Ao1g10/NR5FjisGMh+mC5ssm+OQldLE9i1uZDCOXJuaSCx2D3sf5mUWYtcYl5mzgC5slGP2HJs8lV9GxC+B7VJ7GpZJY7V8Mnnoh4cwL7BlFKEBYdqITfIefzPdW9MdIPIDXHh5kxrcFp7nbys58NhE37Ksnh/mIMqsKtcZElKzYcH3andjHieOWxrh/feOoWPgWO2y+/OOGsoRN+/kDf0vrEIgi8P8AGLXcyXu6SmrCGu7ll9mv76GeJHGI8tgbFhLVtsIfTuEnr/LRHnWJ5HmVzED0qKHaPOQZOh1RV3XB+GEJEtwG3fI/qil70HSV4gB2DhpmeTSHzJYnQxPdueec7Zqv299S1/xPh5iMMLrvfZV7nO88W3bGtZ+vmU2LdOJPFS4khxmyJLSk62C6BM/PT62cOoFjy+PjeSTCTLyVWKsOD1sbr7nP1/1UbQMG1GyaU6FithAG3r5pJ03Kz876IbRw9yFVNbLDZEMhu5bpK8g/5OugrbBj2+wDiBghDBH62MHtVao3ibneR5FlvoLFENDBFPy/C+N1AN8SbDYcEZGttmvk2VfhvXtexdg2p+qpjhDxguFgc6FfmTLtFcxeyo3rI136qhpfCriJd3Fui240k7idS7tXf10Z4Jwi4g2dk2a2bb7W5R96SGc5+v7qbE//APqNgQuY1cSn9qX2fPNtoWyz5RuSz4iwLNAFZkXuIRnU+muS23NcUlfOHJ7dEu6DVrHvenko8sJsGv8AY/Tc7Gock3L3kGRmzZUgI8N7dh+McOQ5pkiwrzd7mvMC0w+Y7f8AdqXyHiZf8Gjw5uS2qCGTP6I0aEfoAL9I9Km8XtCXG2BdMsUOLbR7ligH5WUAn4USb3xNIe6nmS7Onjpr+k/R1nQN7nfstzyyImE3RbaIo/FmEHsb/Qob/go4hKg0uXFEghr8D1fVxCgkYxrQBHGjImxjGM5Y21vNgRy6EXxNjKmhQV/dlvDEIhQRQMkij6Dk2Ee5/wCemIPlIXhFGhcciIo+jwCLXRAYkBxdFEJXt9etIXmFZwp2xLbC5jPO9Iw6s9CnbB8o+OyQRt1hlTm+dFZ5Ksex8ULDdkEuP3qKbYPxAO6NlIXPGeHuVRFNc7DDcbycxB8l1BKcA8HLKErLhd4+vtBoRlTVtj+BxcxuBK7DeLvbhaL3PHI3/wCqiaBnuG3LQUXJ4KFX1MadlVCLgDgY1a5ZV1c0nkdv9dQqfJ/sjVYo71OQrCdzEZQdAXKFlTj9ps15hDAvnZIZ1U0tV4yWPJ7BfQQ/EJ9HIPzvrne5X7POEV0EKb2i5WInsO0d9WZw64qY5nNxRw/8G3hqOYOHI62HpQta9Eey2HORWdbdqbv11DW4LXsVssSOarNisWg635/asvvsvHJTktcuITZ2eSujjO/BRmAb0ku8Xw0SsywqrK+DjoV5Hk3DeYy23QZN745ieC+rcxPILxMx4UfJbZ2e6PZy5Ssfuate84t9JrKkBCQq9fR01GzVCD9KkgITxGLv2/gp9d5no2xSJfsxxwve99R9qIIhy3ERH7ns8n3ar/jLm02x8NLkU+iy55HRI6cvyJVYW9w6vkHIMdDdAGI5pW6sYrOqpU1zGhkFGTe/46DOAvYpfCbHbkUYhyiRlTYlWBDgtMm8uiJUGIAu1GeOSLw2feqRgpJFcieL4fwUrbwKNVT4KTVOYpOXvqh5euUO0KXw1VjPPVUXO6xkfGguVpJU1dijVfhq0I0fkwnsO7maP+JNda5o4kcPnZHxruUuZkxrMAUQHZuz+1ZUFwSrHEi2xI8SMAIdERGI1NERK3tcYghKAbwoBPgY3bVQSOCuVnkJyOLN3UH413P/ANOlD8IMlCD/AAdxWvkdd/Xz2LR0pdrmqqo97UWtRgZserWeeqMdYuJ1gVIDuJltLzf4uOS3rWj2NIvDMcKBt7FLuseP1vGzw+ZRBoNGtR43ORH/AK1pi272dFehLhF1b7kIlc7SfmvH7Y7iFxIyZtwVe6PHfsRv7Oo/JYfC2Bw5NeMStF7kyZZXxxz1O9/Lf96gte/cUGWnOItkS1tmJIG4gycwbdlI3zj9iVrsaliyluV05n8SGhNyVzFjV4DDbLNOGWRdieHHkEa7dGqTwjN5mLTSzItqtJpLvrJLUTT+ut0Ln4YTuKnE7NFvU6f6IsUb1xl9kZKum12+BiKmFY7ODllkeKox+d36R9cs8G73ms7OCltGQua2fI+mI+P0J8fRXXMKyaQmRjSJJSFTr3v9dY6CbsqtwVOJ8+GpxD79SMpndLu27Otp7OlnlqTrKR+zUf5KAc/4Y8OoNnuDAQXFuspjtEGYj3moagfJxY2DDPCzW92s+m54WP3bf1a60HQTpSGgcthXGdt1e1KbRQoMakRz9pW6IymeN2NtigxYTbhKmrGTvIfzOp+XmE37/i+GsDcBBDTROt7PPWeaUf0cQvDf8degs1etLB5gw/cHvoGx2FeNU2ptTu1pkNohu2KRXKnfpTw72ufsRV76QIJPh0VVoNC7P66TYrWMf76V5So3R/rrYYm6LqndQMzP2r3L00kh1fq1E7kp+cLHImjPDpNQsYqKg10oGTGIRV1b3pWHaeWn24bV0RqJTd7Uc/VEbpQN3MRze/uSmSjYhV1fo39SVLPaNzNH+qm6jaNVXRFbQQt/tg7vaXwnkkMY5fgdsqPmReygjiHzNgemiPmDX2e9lRt58QjNhKkiheOdth37iBj0CbLWIwtvI1ytX8dW38liGOBxGW3D1cOPbXtY9f2fLZQbPtkWfxPtD5cXmtZFIjd356Ofk0P38WJr/Vugn/02VngVSA8dCOMxxOZ99Kisvze3Wm4Wzk3PxAHHzwsZUgNzwjeYjFJr9Wyq9zDExyVuF1BHVRjZ3csfnfXZ5YXkW+jlwhlj9Yzs3Nqtsmyo+IZdBVAr2WQu86+6iDARSfmXaxShEGRgetj6c3myWy4QHR5ydoTRXDbRRRYbsO9gSVBL2iOf7nuoliwnqNe/yeqqx4O6WLFmCn82OQkgjBsfVtRXs5ad/wC+jZty2DJy2ddB/FLLLFilhOkyRzbkUTmRo/m0dRfML7RidbPw1S/FDhPfcruK3aDdRL4fRDIvk/JWUhWszHbheuHx8unyE7ehdUT43sqwMDy285DjcNiOidqC/ln5nreyobEcTvtqsdytWQ84ZZo+RGH52sqtbGebieZDYfVpI5th2a6I5K3Do6Ys95iyTzBbURWdG9E81EfZXjahFJ3fElD1jHZph2y4hgkYqI96BotuxIwrT26QisZ7kqMIBCEhGekZNiPf5KlCMHyuYrGPofxj5xG7XLu8MMaKMmoNfaOZUNeMlt4oM+7MmKUY+h4x1XPtpxaxuXcFg3OxFHHnR3970946B5+NTMzUZDRfRsofQqvZ56OuHOUwcjCTlkkEOzzMf8NT5rdK9Kc3mD5b61K8AXGeFFqiRipMUc1SJ0H2eSpSwYcKJZR4/d2jnRxk3xD/AHKsIPKEgIxPO/y0iaRy7kyMQT9j/K6q0jW2uQ1EGL2aeSnhYskkMaDExifG6pQQ9RM+DaSt12A6CeSmwzhxlYNOZ1spO5XOFaYUqZM05bCKPSl71eYVotR7jNKwMcLNyvVaCeGNnn8QJo8oyII/Ruu+HD+Ff2j61YhZMXN+JMwbcdQ1jiDJpzD9G9tG2IfJ6wq1fSsnkmvszzE1JtFVoQosC1N5iCQaJVP8a+KKR3BxjGVNMustdFUXwfs6w6M5jmbFl/MLhLEA2Y5dst8QOxgGfvqf4b8L4GIqSVcJS3S7FfvLMJ69fsSp3hRgVpxKzoZsMY7jKHrLOvnRy0Ryh8/w+ZSElGT4wDIqIMelCljwizRr7IuEaJyCGfvd+ejV0Ro/ZrzKcIN/xpV0yRYF69ze7bThkd5E2q710qwenld663QrY3U/Tu/XWJDZcfgSwvSWIZUf50fTO5YFi1yhPgHtcNY7+nubtp+a9C7Zyx73j+/XhXSMQqkGTf1VppqGxwLdao9vgC+jxOlnXWHN09XdXlmjkKzxHpXnurDo8KSRg3CIjVZ9qVoyQFr9HIqtX7KUO1qRXEcQev3UqLMcAQoQgiL+pKHqPg3eAa63GKLljIB+2nKo9U5iyNRr8NUtlGR3PFrjd75LtqjjSD/RX/e/PRpjmagmxrX2wSRu0J8ZPrK6ZYT0h9kkyUt5XI1wetGczbrXrjbDTEjciYSCsd/hvZVY/KKtrh2i35nanpHmwTq0iIvwe7++pbhVn1yv1gSTcYmvL6N/36ZCdkzu7R+IPzdyNwrc0RHcsq+SV+SrNvJy263+lEFqjGb38uh/MMVxrOLIkW6CJHkRvZSmdDg1WeSwuJOHKBse7/OSzj0Y8Q11erKgtgV+tF/gcokYU+Of6go92lNpOJYO1orglqi2eYneMkYe17KBLhxHnxoyei8CuLRINmpHirF/44QwWOO4VkK+QdVYoiN2K3+eumAjxIg4VmHgxL9CjZlHHqIz15faP2ZP2lA9o4r51ihvRtzRZrAk5aqfvTb/ACla8MrJiF+ulxlZGpgGMRyjV/S1lXFi2CBt+PXGzWq4RrzFldY4lwVr1YSlWCrhtnlhzm1I+2FeOcFPGjO846mZmwnhE6NtUMy1j4Q8UxXzkl9CFjkYVBE3bH0b23PbTmJQts07bLG7exFrGWxkeUOyQZMqeQY44Wb3v+6yh3MsNt/EvFo22Z2dOXzohmP7ldUZ8ojLAhscfDYX/nK+7AKv3B8yp/hhEyOxWdLFckjFixB7QHDWWAjwQvF14a5P8wc5cIMIq863ynE6PyMrpuKsSYiHBM5gvuM+KqyzPF7JmVmbCu8LmFY/cCQPzsSjHhHY5dox7slxfzWtftBzPM5lSQXoTmI8Y/ipQMfSvQuXyjjT79bHlhjAeY5GjYz1q5agzMIMYfE7mVybxU402q15zeLXHxtLhMjE7O+TzPO6rJ4vcZbJiurXyEMcg3vHHGu/nfo65fXGM2lvXPDY0KaCcZ81BaUF2cB87kZ0I0HRQy4C8wniedtXBzEYTeQnXVRcDcSNBjSruYC2e7Tug42eXSrTSL2UqEIvaCP+9R0hBZbj1sus0E+dGU5As8Hd8NMsOiisLiwh24kZS9aHkE89G3If7RdlQ95sca7SwTyOInITRnXy6IrnircrFa58Rc8w8t5tTBueOQFNw2upWxy8Vu1kATF4i22J2nmdlaLbUncbxbcREONfbzFMJrVVwyLuev6kShFeJE+93QQsV4d3KSBr9ByXM5TF/Wi0Fk8RrDdbvgcoGG2q1CvpNmpEaxj6r3hfi8C0YxMj8QLAJL6KRvPImRmOZt/PRvjeQ3Syzynv4FCPl/m0ptMt95yy7svFhvg51pO3bOt0xnhv/J31VFXDaJFgWxZUAdr7KSRqL0enTTDiNk+efOqNbMbsI5KTAbmSzP5YQ0VxIUaBbWQLcBkIDPI0aababQxl5xNeYo/vvqEhLF8MJaMiFnOSz1ud3LHeFW6+DFH+Cg/KuKfEKDcz+icFmS4fM+jyBoRzX1bXpWKI/ZDJzUf8FLXHIQWVECe1k9Hk+sAPpZWERPCrILlktgjzLzDLAumzrik30UqWPzWak5b6jEvlqLIEZDBTmez8St5gxTwvVF2fuoJxTxmsa5q8xmnciU3YdpmKNqKxFXvSh+3SgxCcg6k26dKqtOZFzhx3jZo/Vy+agk96J5aQ8TtPMRUpsO6xnTeRzEXWnUh7Wr3JqlB6U466uYTu+7TEsiWsdzRv6vu1tz4dx8ER0FJB8H1lLdm+s5jKAcEPIeUqkXe/X79Of8KLyyELsf8AExlPZphEXswzDQn3K3jnAcPLEZq8v17F1oIW5lunWMQl3/fdUjaxF2jIUu9+ykMjymzY7D7Rc7nGA37Hv76rK5ceMLCLmhllIMfnYBlBcCte7y1oRHDY5z/cmtUlL+UXh7YyvF2pxUTubyfNSUH5SmMlbskRZI/xcr1UBljHES33d8tsWPKKMR+W9/I5fiU8dMFN5cvmlCOO8m9j/joKxTIbPcbms/EbvCbbyPfIkxnM2P576eyuJeNwsQkXO8mhsnIR7EjCJv8AyVOw4Edos+tNuIqFKSOY29/mZU/8mf8A9aEjT/mR/wDTZXPHCvND3zi665zQqpJMN4xfsW10L8mZf/3Pkf8AQT/6bKzy2r0IxEKwfx7afwxIMvKYiMH5ulKrO3Z2FL3L7ce3Bt//ACcgyVE3TNcpS6u9CT4ZIqr4L1Iyu7yxC5pokaTtY96Of5kpOEMOoyKqcxehib6qOBxEyG1XhAZa+JLARN2olY7ZUy3Lcdu18tHZ55eaSY3Ymu3ZUdMLatsUYCcx7UYxfc7vpax3Yso8l+oxw9+xj6xeohJAEGheU9pNNGd9QwnQ8ejFiXVRiFIfvAQnTVYFImKivVq6jpVxNqN09VBdqzqxXDWFYpqSDM6H8xakLHcZ5TsjXTljRnx/eqCWWEcptWJtZUHxG4WWLMYanYBIl9QXhnQntH/jqdmXyPHUARdfOfs1+yqkuGV3/hnxKlumFm3LHZpN6kem/wDsUC3BPh7frTlDpmRuUKRQbI8fmbkJRjm+e2ey3gUeeVHIM+yU8flDQnmHHa1ktxo2JwJZpsr2Zzs72UCAxPKoeAZPkl/hFDGnAa8ayPM9+/z0bdHNKGTFYaOVp45meG5i67mL9lB9osuOWhx7dAiqxHv3k5ib+ZQ3wAvkZOH3KuNxExYRnMGxy96Mo/tUmBeY63S2sQ41fsYZncj6Ocwb2uDBgqRYMEAN/m2R9lSxRv5Seetwj8Xw/JTr6uimpWNVjHD7npW8fa8yKqdSe+l3x9f1VkYNrNv99AsiaM7u/vpC4De+O7cndTuO1EYjF76b3QqiE9V8iUFZXSU7KuJ8TBCoo4AmJJld3tfwVdhGx7VFRsEHKQQ9gxjH5aGcYtA/Th70MDGHeHZzvjo3t0cbEYQq6vq2KtypOJ2W3cttx2GOz2wY9CTpWzr/AKFSXCPg0DDLlJvN3mpdrmdvQ/k7Bsq0GNpZqd3ro2yRjHN6tKavaJurE0pf3d60ylDVdSNWowwskQYvMXloyo896hkTeNN9Rk63ulalkmJ2f4GVDTJqIYcVJAxv+5W2qRHGPKsjx3EvTFuIxjgHaw+v3aALgPiRcJyZLZTrcbeqNIAfaOireye3DveGzbMQQyOlB2o36vWuT7/dc/wyUtkLdJkNg2bBjG/o2103bNLwwe55wkkpsqhjhxyewYJ+itJR/AvYtJCLF5ZN9U9wSl5dkoHTr/cRrbovsmmbo976uE0eKSON2o9GfHUbKnmxHcsRJO3X1tRKl0UbBM8XooWJIisA+QrwJ9jloYyniXj1iaVJRdTaeANlZyLKWdGH4ayWb/zU1PMDtUvOTlff1qjCZZNnqO5mCaJKUfdHGTzsqq8jzDIeXJsoZxgW9SdwHKm9P36UyOl+IUbHr1jJLddpzY4yewehPrKEMO4XQPSgZZ7xcJAITmOEBxOmqKxS33zJ7xDswJkgjeYmiu3Kxv767Ls1ojWm2hiL3q9qb3/tKgGeK9kbc8Du9qt8d0iQQCPb3+pGdS/3VztwvzKRitzJAkJuCVdniP6BV1Zk8QpccmCtq8sr472f5lcUlTUsgEjwpg3KzWtbaW5xIvVwySzOFYbkxWC8QoAv63VMcH87x30EKDd5xw3eN0eL8dVZwuffQZFzLNGLMcxFG9Gh1V1LRMIygt2cWHbDt1doVzxdQdfclZjtJXjb+IVzkJc4sdoLirBKOM/f3vrnTKYN9j3U3zhjmaXVSPG/4KI7njmaYTksa5Qo5UO1Eewgh9KfrfUBlGV3zIsjNc74bmzOXyFH5WsH9yraUQbcpS46SOB+jVJ5ffSNmv8Ae7NJ7RbbtLjEd0v2EXvSouN3nZynqjnE8nup5bYHbl5HsTa/26ip645feLhBiskyyq5quXeT1O/lPtq4+HzsS4hWUrLLaIFizIGjxF3ctHfiqgrjBuER6QpkUjSt3aNcvr/d9tM4UmTBMI0YrwmE7c17V0VFrbTqK+YTfr3nFmul2jxFlxYbB7OZ0kdzPaVb9vSMHSGouWX465Vhcc8yUcBkt0Yz4hkfzOXpub92ulWT4Ge4sC62u7lttzkj6ZA/MB9YBlZ4oPSImlcg2M63D1730Y8xmndXDlzzZ/D/AIt9tm5Jd8kl2x/LIm7axdPdRy/5VNwnRlBYcML6SL7NSSN7ayU6WfOkWuBJmPcFoSE3Pe4m3bXNnGb5RDG3G5WGz2kUvYnZ0kJI3toLW7XziKCQue8QRWgCLzPRWuym0bJOGWKxChsUJtzuTXpyJRB71R9bYD+IcLs64hDW6zTdiFrqM87mN3fkrqzhxb73jGGxLRfZgbkQQ9iPH92qCu3G2aK2QCw9TyWMfzmOHsajqYXLjjnE2OhoYokTw/V5qY/626QlXSO9wmm0hlkezQj9lOj8wttlDBJY04mbmPd7q5JzbiXfcuFGNNhsAeEPahxyOrbTKLxFzsEdY/zjKQSppte3X/XXPA7CjEYOyqEt3AWUQezei+IhKZyiS0x40MEUl1mIPXlgXzVxxZcovFud9DlO1lLyyLIX1PqTTKcxxDISOS/qk90fx969D/uVSnQGLQy33K4jcrwCGqiib95Cjds/oVac+5hjK2BCLHAUbPDEmjNtciYDZ+JOSLOy23XJQqHv7dKM7YT8I21ve4PFadkXpO6Wy5luA/Zkj+RW/gqLTq66y7SqciWSGhCevnKlNoAkgrzo8mKkVO/wa5csfDPiJfLhcZBokmIiD1eeaXTe78FIugcXbTGEigmmhpI5fMARdv5KDsA00kuaMRDC5enwU1n5BbLcIjZVzgMYz3POwatrmC3Q+KkCN86lkGQQ/DSGSRu3jpz/AAYZ5fIgsklw4xiTicw8c69QW/BQlcEPipiN0y5bAOcqSxu2t0ZqP+1U5Lyq0NObHbvI5pCeyYRnRXNIA5vHliDasflimJI5D1HG87q0fd7tGua2vKVWTeOt6AkM02O+CrCLN4i5tip8bngt8Lk3eCuxGDXajKc4TxxsgbDCjXOOYdxGTlk2M3sf+0ZVcoG1XDFNciB6KuwF2J2fp7X+zpe1WcUTLLPj0nG1tzZWh4hpHSw34KgtzMb5eHXK2XGxRQS2qTZMZzfI2ljZHjMyQhpuQxQjjv8AEHz/AKymWUcPcItWMkFcLxcrQM0j+MDk926qs4icI8KsXox8DIJj2ziI0qk6mffoLh4uZLa8KsVmv7fpkSe/mDIPqZtocxjj1h+RyVg3ZDWjaPeMp/LUpkg8MyzhgDGpskp4MNG9nJDJryNlDuNYZwuDhx7PHEl3vU4b0SQVfHRfq9lBlvE/DZ+XdstV+ixXIPYQ0pr2Mf8A1VOX/jliEFgo8e+CmHRN/Mjj3Mqlrn8n7M4UJz0Na5LNnMe1p9iD/rpa0YVYbNh8iBkSoLKbiN/YFRdRj5dApmfG88kClsYSilqTQkh9Q2O8Y8uxi1uhWtsBN53kMQwddzl09VQNs4c36626RLtvKkcgqNI1F02ovxLU+bg3kEDkyMwusK02hf8AliyEf/mUATlOT3fKrit0vk9ZRVJ6vgZ/QqF/5OulGVyLiFqbcWwP8LyhP5ceQ8fS/wDaVF4pGiXG7QwzbdMWJzWdofHT4awBvVGdL06vdXtFYurvUtWfl2MLknFiXj2J2wUEIhfRRGTZzOW2t5PDbOMRQsi74rFlEkdICPON/LdQVejiD7guex/2IulaKrnLoRVV/wCujO5sSS4t1uyICcIehIqC2M3/AFdHK8Prfiw0vWQ3EGsi38xohi9m97e6gGPk9MILidFE4XW4B/8AQrrb5MQxuz+6lVnWOG/T/tG1zTw9httXFvH4pFRHutz97/vk5b66Y+Sv/wCm14/6Av8ApjrnzP22GjfJwyQ7t5rRjRP19H/BWhvk23/ZqyxY2T8OrP8AgrruvV0YcZM+T1lCJ3YHam/0oq/7dbg+T9l4ib2YRahqnqcixf8AjrsqvUHKCcK+Koyb0txP6VwD/wAdMsg4L8QshCIF6x1k0QvZoScDp/z668r1EpxB/APkVsuHMh4QZCh+MBPX/T31NLw74i6M/wDJ659Fdi1jWiuQBYJxKHyy+grjzGfgHTsmJcTnx+S/G5Lhk87HCY9tdaV6g4rDw5y6x3IV0Hgajl/VniWpj9n9htZybGs8ya2Ptt+xfIJUYj9zmpCM3X+wyu0v569quvroOAG8DzNTRuB5AifYgJVFmL4vmmOWdlpteI3tkVj3ua19vM7T+6u1K9/PQcdmBnkYJClxi5R47PO99teymfpPJvUlpL/kz67RVEVNFr1Bxd6TytF1W3GX/qr6WDecmT12gy/9WfXZde0pCU439O5In/8ACP0/kH1HyctnSgKFYcRGP/P3V2urW/dT+qkXBD+iH/ZSiuKLNk10tkFYqFFJT75mLzKmgcRrmnL1hwyMT7u+uvOSD9AL+wlY5IE+oF/YSg5RdxRmKPT0Uxv+OWtx8UpKM0Wziev6zrXVnJD+gF/YSo+ZZLJIMp5FmtxzO9ZCxmOcv86pQcxv4pSXeazBT/H1o7idI00bZg/9tXTbcfx9fXYLT/kjP91Z+b+Pp6rBav8AJGf7qDmJ3ECOre+2L/29RFwym3STMMy1Padq9z1fXWXoGwf+wLT/AJGz/dWk3DMSnbFlY1aSbPLrEZ3f3UHLcbO9glE63qRy+/fUVkV0x6/wFi3fG2yXKnQ5xO9ldXfMDCNf/ROzf5Iz/dXvmBhH/wDU7N/kjP8AdQcKx8daCTHEC/3Ztt164riczw/uUYSpMIllZaxnugwNbt8+utdcfMLCNdPmlZf8jZ/upEnDzBjNWO/FbWg3+tGhRv8A3V00mXFFqiyLV2oUSYU1uIzw2Hf4jaDrnht6uriyJk239q11F1v2s/8Al19AF4T8Pf8A+tB/7c3/AB1j+Cfh7/8A1oP+UG/46bTL5+3OwZ6W7xLkl0iFkiHyBvG/bsbTjF+GsebM7ZmN7KPxNxBxxb3v/p13z/BRw9//AKyD/tzf8de/gn4eL3fNkH+UG/46bWnOOKmwHFQEFaIUliv+sUfVU0fMrOqdHP8A521dDuCPD7X/AM3Sf8qf/vrX+BHh9/7Olf5U/wD31zIhR4Mos73OcQxGMd79utUxkfD+HdstkThXyJGiHLvcNIZFdXbH8CPD7/2dJ/yp/wDvr38CPD7/ANnSv8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Q1kT0JhpH+3toK2bXdi+Jmgp3HCLIPLpPb5U1GBeQ/qP2dlZds/NyNkx4XEdks+tvEAjF2KKegjgE/R1YSeCFlpCQU3M+XbddMIASZ+Vb460cYMWQq2Xb/AOXAIs+6ecBks81vioKyxef3de0Ncc4CkS2tuCucrdNoBPrShhOCerco0n5/E9tjMztlhLQQN1n5VxTFuQ/Q2eXeWNUzNYKWPKyT16upPJdPOCrhs3fAVA6geLRl/tp0+wbseSuM806PNKO1ylBfKR0FPo//AOKCrIeVu22MP5YLclWLR8lfR2LpVVuVff3/AEZus9XCilxflyW7bN8oTknFLXNBSiDJoom15HG/+GSiAuCFiFTXSE1wAks9TeHL5w9qTt8H99OpPCOx5QJg7wswq4lVk3CqwvRA4GT9Gcv5UCGBl3yt62zIuJxltyLF4oxUFNPT7P4PBS2M0+vaNsoS0SKXnJ04K0bpqEUV1m+QhKkLEw/gbH6cME9lRCQDUum7datanx05vOyYu7YtoxfuHjTorgrtm4bqaXCJvkoKvUxRvJ1gk+u5BNlGzMdNkjHBFED6T7nyeCretBrcjeCIS63kY+kwVOJ1o4m2jpEOSg0cFLXJAycOeauZdCRdJvVgUdpj1xPH6PjR83R2WTZpunOCJCEzE+o5qCscUbft6Sxmw086Q7Z+g/6cg6SXDIFtBCbdV9ilER1rusR7MtsuuAWt5CVFlr3E2TnpCfoxq5r2w4tq8ZZrIzKssku1JpRFm92dP9udINsKbKb2w7txoxelaSJ0zP1hc5qugIfXzmy7P/zQV7ibb1t2pZVjXbajVKFuNQ7JE5WgaTvCHJ14mLT66ML8PofGaw4ZtBoKx8m1kDO01DmMKx00+RSju1cLrGtqYTlY1g8XdoegO8dHXKl+nUFTkvaNtS9yR1xSLFVaSjf2RUFjBt/uGgfQMbHw0Q1iItAyDJqTQimJ9WklSHDKkNvjnuVgnHKg3DtrRUObMKxI2olbiHLQJmEK0OAduVKCHHOtDiFBpl66weFZq0hkNZ2hWDAHUHGsEuXZWDkUOFeauFQPT55VoUa8159tZqJlQYYaSzHOthOQeytB7aDDca0Gt6wQAAzoE61OSt+0awwhQZZHJiEz/Ub/AAVd1UjZwgOITP8AV/5Ku7KugrdfSAaA00mUSAXiYofvpsUgpmMB+J/fnUcuUROYOOdcLwWmwUIQADcT/eelwWSIICC6YfkehUrVtkG+BB/KliNWmYbaRf31AJzO0ADkckCvEnaGfM7RD8zVBkImAd0BrcpER7UEx/hoJwJZmmnrUeo6P1Uv05lo19KLp99D6SZdHoE/5aekQKcOOVXOOov4lgeIadXTQEP0U6bybQCZC4zH9FRCKBSE48aWSAAHgWtkEoL1kYOK/wDoVonKsiDp3v8AQpofj6q1TTIY+Q5UEonKs1SZlOpl/V14aVaBlmdTh+HTMCFTIIJhSBgAc9XCsvBmpMZZibiAqcPkpIJtiZbSIKcPw6YpgUvb2VuJEhDUAf3UnBun3nZrr8f8lbmlW+jl1/8Ad1FJ56uNbK5+rIKX5xmnZ5JvwMYD/wDd1opJtTiGWv8AkpkYTZZCOdaZD25VvQ1IDKIF5QIoAfppsvON0B9CsYPuLTVQoD6600Bl6hq2FxuFufuN3AfwUmedbJjqOg5Ef0U3OTRxpM2QhmOdAsFxoCpwYPR/hpRS4U8s+gPBD7y0xyIBuGdejzeugWLciYiIAwdfyhWo3KmA5Cwd/wAoU2MTIeGVeCUMuIUCylxtwNn0B7n+msPdBNGRWD7+WmqiJRLnnSIp+4R/toHqNxIibnYPA/hrf6RNCHzFi6/lCo8ChSB0BMfPOsbqU+k7U3/M3g/w5Ume4kQHMsc9N+6mG0AdlZlkHb/fWsOj3OURy81SP7ilrw11JlD/AIskwH8iU04V4GQjxoHX0kD0qsS9TU/gpuN3E/6pkP8Au6RMVPPOtRL4woHH0p//ALS9U/krz6Wh/wBTSf8A/T/36b7f2daK+jq1H/0nbGDLoLwP4CUmW5W5DfsLwf3BUcJOYK2y9VBJ/SREePQHn8teluNMxsgj3v8A3YVHplyGtzdnqrKFhn097/ix5W/0iQLzHYPeHh00yL99Ir9tOgfmuVAvKRg+5/DppL6UJei82Sf8if8Av1HDnqClR7taNV70SSeKJ+aJZTR49BP9+o9LEluoOX0ZuInzmbk/36diUhBzCvMzD2UGfTNLNPdhJrrPkJy/6dbu7xaINwV6BIH+4idIqEOIc9NFCGz4dlBMN7vSEP8Ail7x/RTO48QmUJFrSD+GlVkUu8KKGpSmoaPBTEXYKPFkAyNo5BDtoErfxltOWtp7PmbyKDRifSuJkA1ErHeN1htoYJpPzlINvGdo3TASfr56pe2UBR8pF1HOGG02coG32w9xbq+/oq05bD6x5IuT632wFDvgmOgA/kqw4j8f7CkQUVSj7sbtSe381ayD+9M1EdtYmW7cjUXUIo5eolNoMYUdOkKrGfxGsXDJqa00I10v0cB+poByjr+M56peAmryaFkJS2m0lE2zIOTbnR0t0qP6KgdW3RibD24imrLQtxin410GupMtMYPGuzrjkUYuLbT6qqiZj59H0VE2bOInMjasg7GSfEba3CiyWnWU9bxkGzinaKka1SRBJU2Yl7aAz+mTXqw80yyfz6Cf79Rly4jQsDGOZGUYSyCKHrBMg6v9PhQziLczS2o9J67kujCc+e38dUJcdx3ziMykQjIoTRifOfSnziWgveH8ovD2VkCsgCRjCm/5y7TTEgf+lOpnyhsPINyDXpUjLZhnuM0UxJ/Nq/2VUuDuCrGQhU5W8Qdo7o9Wy7vL9pR5CYMWXATpplYXTlJqG8kmufUQge4aCfj/ACgLXetVXrS0LxdtEvSLooE0kqPDym8OROBfNNz5iOXEiH+/QtcPlEWzEEOztqFO/AdZR1hsI/yVRlpWpcV+PpI0ExSVWbj0hRuQ+nIpzeCg7Se4kxjeVi2xYaZEJFPcQOQhDJ/46kxulJUf2B+mT9NB+H0Z5otGBaSgbb9u10Hz8FEGRjHMRMonMHEAD10DK+sVrasdFsrMpP1VXHEiCJCaqQY432JJETNGvllFTp9IFuO2Q39X3+/XOkc1dYyY0LJzWrze0E4KdH8CJPdQ3itY7GCxN+ilvqCqCuztbw5CQx/AerHQY+VDYQPBRXhrkIQB75CIZ/8AiVPW7j9hxPyaUe3Vlo9dXu9MbkIn/jqubO8nuEjGyLi7HCrx2PFRs3U0kJ/HRQXB/DYQXHzAqUFA73Sj8tBY691FTBITtHJiqH4CGg2dJjdAAJFPNMip/JQ/bEMhb8AjDtTrKpIj1Z1z6zh++nuagH7agaOcSGiNzpQSVsyij5RHe5NHKn/PUXeGM0Pawf5XtO4ktfcXIQmk3+nVb4xXHPW3iHByse3FUwx6zdvkn3zHqCdjiZiFJI2PcYs4lJRPpx82+g+mgvZXFK3kbdRnnLV2gzWT3ExOonuKB+jXUw3uoF26S6MU9yEMw1nInVI4ZYNtop0L26zkkQSU+pJJjyfrPVvqJJrACRk8kw7NFBLhOrFKP+TFv506Q8+rmN/xYv8AzkpkmCZOQmfCsULnzj6qzoHR7iHPIkWv/OFYNwq5gHmtb+clMvXy0pr4ZCHGoDws8cR/4sX/AJgrFJ4+n/ixb+cv+2oZPc6UID2U6VIYOOdBOWet0m7YtXb29bsnLV/Vz9ZH/KiK/wC1E/x10DXQVWO2ACI5iNR6o8RHj205dn2Q1CHMPqpmU2oczD+6uMq6WH8q3KICFYTI4VmgQGpS87Rpy39YU3DgNOW4do1WMKlJxzp4iUNQU1JmNLgIlOFaHeYdlKFy4U1zH1UoU4gHGgWVHIwZANbZaeYA41oRQunM2X9te6s+OdSN0ROYR7aw5M88+2t0Dj2FrbSImzqggQuntDOliiAE7teHDIeFYCZh7BoET8g9lYcBMFbqAA14OWYBT9CQEEB41hx4dlKiH3VqJAEOyjDcD8uQkD+2kxGtjlADZDWxCAPCqYQPxDhWhPcYKXUIBR7K1AnrGgbnKHHIKTKHAadCHCkRDgNAh2CIjWhhER4BS4k1ANJgUwDkAUCZyjprTLhxpdUhtNImKYAoNDhWxQDLgFbAQRCvctAZhQIiThxpMUyiFKGETBWFT5c6BHaH1Vto0l4hSgCIcMq3NkJONBHnTKPN66zbLp1B206MQoj2VoJAzo03BPINVamTz408AoZVpoER+6qaYG4BwrEiahzrZQujtrdvxrRmQhwyr0SZhS2QZ5VsKfCgZqJ8aTUDlyp2cKRVLwpoZachzr3POtj1iZaDQxMwGkTAJSiFPMsiUkqTOgZOiuDbewtt5GDV1fbWK05pBbtoImRjRWbqlaSCjIVCemJ1mmgKAjZLC6NfO5F45uIHq+pY6KJ9wlWaBa20AIZCGYUFTxcvbcrjgjIOVliSCEf9X3eQtFmIkWMoaNaEcOwSFxvqCkp39FaX7YsFdiaZnafRXxPQuUCbZ06Dysb1s9yeQdS6s7GehQRITmIegOkrVhXEkeTlYxm8enJp3FktXJ+WdSbGKQiY8WccAN2o9xMie2UtRza4kmzAFpUFGyghz6yVIllGyzRNQFc0z9ygiJp0SGRTXkXSAC5PsJicNJz1vaEaZgzcldAqc28ZYNQ58KqHysLgREYiDam65JQzpTLwDTrAnFGdlZFnar5uk8Ajfq3BO+TR8dA7tG2muIishdWIDpYIpu7OkwairskJx8Ve37dEOtdVm2LaKgt0GkmTpRmpdCJibvo8/aVBeUHHuYtUCspZ2sSXVzcRxU+RMadzyeKFpWi1uaQloddCO2Uwa9EJuEJ6ubRVi/C5m1agAgE7Mxqq8c8RYKEbhbyg+c1HPI5I1caQRJ/v1WWKuMCl9RkdFRESvHGA+tyJXAmOc/wE+Sq4ibWuObcOSR0Q+eqNiidYE0xESB9/uqBIX7K2rIz6ju2IIY5gDcEypqKcd34gyp/gVdTm1MQ2LpMc27r6s4LnwEhqZwsRa8qmsLie82OEm4nOR0Tc3lfhLpqEhYaWkxWGMZnc7XeEg9lWOtcWMTbTt+JdMiS/TJcUlOjEbc+2b5z1zOniReRemm8/vxM7JoOO76qDjCYTjqERH1515UArw9vucsd68eQoobztEUlBWJr4D66gXUk+dSakku6VO7OcVBVE3Nq9+dMArcKwdr4Mzzu5cPY6RkzAs7Dq1zgPf0fHRYPrT8FcdYN3mezrubqrLr+bTDk7TIpyfqrsFsui9bJPGaqbhJUmshyeIlaE061Wzz4U6AU9zmqPuCWbQkS9mnCW40ZIqLqaff6qCosbsSi25OM4uLYM3kgwU31FHKerZU+Sp7C1hL3nOBipPI9FFVv0dm2T7hi/HVDz0PeN6JSF+nj1lWiyugyhArpPCGBvC3LXi4mReNnLQqG4RPxI6/BQHIpafDWokDOnqpOHbnTUwc2VBoQoCbuV4onx7MqVKXIe/XhuI9udc6EDNwIIae2vTJacs6UT1AbUfsr0+nPOsCWkAL2UgbnHKnShDnLmTspHQCY6z1olrN/5WRP/AGon+Or+qgbO/wCVsT/2olX9XQUu9WFcQAylIgIgYAAc6ZJukDnz106SVSMTUBwryrP0VMh40sUdY1GdKRIGZlACnSD1mJANvca6eopyYAGlEBEvd7KaismoORDh+WdbkVIQOJ60SJDZhwrcmYjwGo9N0hn3+NOkFUTcSqca2RhyQ4p9tKlMJ6QEwH4gNLIZDwrQ4TLSg5BWmoChlXgCIjnUtLkPnS5T8MqbBy0qmYKBQ2fblSYnNS4GKIZV4YoAHZWUNDV4mHNW5iVgBprRsc+RaQAwiNLGDMKQOOka1LQ4Dq4hWE1gA5DW2rX2hWwF4VoTHiUcx40iB+PEK3OUMx4jSOkffQbq5mDMOykRDMKcCAdleHIUA4UDExealCl4cRrfTkPZXglEeIUCSxD+saTzEo0sqfOkBNnmGVBodTLPKsb68hHKvDlHLOtkNYh25BQNEWu0s421V1N42rQfw16TMo1IaeTVnSI0GAHLxrwSBlnWF1Utw08aBscaTpc5KbOxOml1bc5z/DQb9gZVqNbEAVE9dYfuVijM/YNaojkPZShica9JkA5DQKplzHVXqg515+VKZACfHtpP0I5hlwpo45hypyPKNILAA9lWGg5AOWVZW5iaeI1rwPWjcShWggAVuTMa8OQaBsoUM8gpFTIaWUASCOfbTI7xMiu0Icw0Chuythy260VUT0BzgA1GISYi7dpKJaE0TchzeKgkTE45hSahNQZcK9ScpnDKtgyzzzoI+UYsXqChHxG5m/jE/qqh8W7gmbCuZt9Gpdm4jlUORIBTOUhqv6TjG0nHO4xyQQQdE0mElcmXnZMGlisjaNtySr0iipUROqPcU+z10ABOyz2alFpORVFV0sbUY9TOHdzL2hdjKZbmMZIigbyfxEHvlqfx7tq1bXuVrH2w8O4zblO6KY+rbOPh/wBdC8Y8jW9qSjZdADv1VEwQOIdwvjGgPHWLKqeKj+645gBo1wJSKM3PP1dOcbMWmd5xqMTBRSsbH69bgFlMzHPVO9lZxoCP6Qam8a3iolBhIsux231iusajuzJW+lpV9CSF4rW0V7zulXxds6ofDqqqo584YPkXjU+2uiYDJn9ZR99XGe8rgxqGLsbzTGlkjqAdSRAMlBISgjcdbFt21IKAcQRnaqzvdK4VX8Yk9YVVCR1UTAZNQ5B+Ucq6LxpZzNgq2jEu5SPuOLSWA7dq+TLvB+r5K28rGBYxdsw7mKt+NZImX0LOUCFKfXoz08KDm8eI8a8qagrXn5tIVoqIfPUwNoEyCWrm91R0kydxr9Zg/bnbuUDCRRM4cSjQM6ylChmYAzAMxo7mMLbliXcEi6BoVGdFMjJ0KvUGMb1avuoBW22CUrNNo9d2myTWOBBXU7pPzrr/AAntiesyCVhblkmSgEXDzbpWDiWuTr3tl7Z9yKxD14xdOEAATHZL7hOPuN76ays7NyxkjyMq8caOCQrKmMYKsdEYi4yPLWuN5CFt5kuqn6NUHGv/AAUnhjd4YnN5FnecxENmaWnbjxHZ36qq4MJrogbaRuGecMWbdyjutwUXzOoHuyqZwBwujL6O6eykpspNT6RapGAFj/uqB0izNDINmcBEOYsUc+rbNlSn6uiQCgYNAH01WCOB9rMXqMjb8pLRb5A2pBUF9X93CjCGYXKxS2nsm1f/ADihooCAu4XtGmopqe00aKxJN6oloUcE1/KWltsimjcU5yUEfuOVE/q6ShPmPTsOz0dODFzDkpIxtA89RRgcTjnXmjgIgFeGMGfCtiKiBcsqwaCQwk91aiTMgAIZ0uYQ016AlKGdB5Dm0TrAwdouCf466FzrnqIyGfY59nSCf466EyroOGS4wW+jaiG88EXAIFIumh3s6C3+L95pCpKW0CZolNTRkunrNqo4v7A3ps1PSsOCKTNwmmokn3dBqc4K2CrCWktFS7cBdOHGtxmGvQFR0WbYd37fM+4XWnmMW3ZNwzUITJM9WxGy0c9boKJEBIHHozANUBZrm1oLGa7nb+QTGHatx2zKdzV9nVx4ey8DedvO3MQiqDHWZHgTbyqKAZe429rY5u3s5MqkiHDHqMlc0qlVcdrfcygsYKBmpYAPo3UUeX/bVevsGikvuSSOLwYJshudIVU4bh6vywYuCg7RZsoo0ckRNPQooRUmZz1Ygp5xiGS5mhoFkyUYGTAV03Xg/jp1C3TPsZ8Y+4IDaYLn0ortesKT9dEr65IaNIqs7lG6BmxNamRsxLUTB3RbmIEdItrXkBc9QKah9vTo11noM4h21kEk3TR2mo3P4yH6umzeUn0LodM1YxIYrb1t3ZD9ZufooVTaylh2ERvCQysgMYkRIqJD8y1DtreUDAyc6zt+TtuVjJJZXaBExMwIFaLOt6WkXjtVJ2QEFCqZCUPgoiTUXA/3UM3FLRsDqnJN6iwagTI5zB2hQk8xztBtBrSoEeu2qXIChG6mg9ZiFqHe7Q5mCt03iffGufsEcXrkv66ZNmrGpDHoCodN1q7nwEo7xkeS8dEwcjBLbT4kkiQUw9qU59vRTGas8XyJik5DCNK9O3OrqGRdAqsZMSAUSgGdNkJNRGW83vEgBNT0J61gj3SCfMaTMsQ5tIDxCtOQ3AK16MUgCYph1UCxVBKIBXjj1GEKarGEhg4+qmaDp1rVBwHJny0EmkYmQ1mv76Z75xLmRPhXhnSZcgNwGgXUERHhWhuQffSYO0s+Jq0O7RE3KbOg3McTDn2V7zmDtpFdZAQ5ByGkk1hL2jwoHevLlEK8zy9dIlVJnxGtznSEOBqBM4hlnTcVS7wBlW6x0wNpAaTApM88+NAofIeytMsicBrDHAvGtyZHJwCg9AeXKkz9mVJgfmyrwx+agXT7tKFypsQw0sAhpzoPFxyCm3ERp0fIxc6QLlryo16ICBc6R18cqcnENOVMVxEhs6xpRTIeykD97OlDqBlXhNBuNAoQeXPKs16+AVhBDLKkxVIU+n11cgw/AONICYo8MqVVMABnTdQ5cuFaElRHPKvEwCvQOXPmrcdIhmSgTE2Vaiek1lSJlATGDMvqoAi8RUlrsXjHkYePj089t85U0EX/AEcONAevROACKfPwrlbEXFW9DXPJMrcUXTaNR2Byb85KtB1jK1kU5Braduycs7SASJrkLpIQ9Urbl3XLYt4PncyBDqvB3X7XIg7lAQ4T4pLxSsmhfCU/LLui/UdAajEPQ/D4n3TCT71WaB4o1WEyYN1T6RRroF9iNh43tlndar5oDrom40agUh1klNPo648uOakJ+bdS8muZdy4OJjnN2iOdBYg4v3kxDai1RBAVDDuOG+s1FNh4/r+dEULrZomaD1fSEOQ5PxKp5rcMou26AcoLEKTSAAHHKoZ30bNPo+53A3NfxeurHSuNeLdww5E20CzaJRz9PW3lO8c/6K5tM/dmfC+Fyr0kT7m7q5tXvzrVd45XQSQWXVUTSAdspjZ6aQ9dQN1VTKGExzCYw9oiNJ5ZjnV1XLhnCxXk+NLpOBxuRVwmsoUFQMXo56paglZ+WWmXCThyi3SOmiRHqEwIGkocOAeujSFwWxBmreQn4yJTXZOE91EN4oKmT+LTVcl4iFdR2bi6a3MKnCc1Iwjt9HNCoxSTFTrD5l6vV+ig54ZWhcb9pKvGUS5VbxI/XVBLls/qppa0zK29OtpiFXOg9bG1pnIHYNOBuifFrJNCySwISh9x6kA8ipqShnkjbz4XbVUGznbMnxDwnJQe3bcUxdM4tMzbozh4r3j9lRx11VCgVRU5wT9GBjCIUmJFTAKmgwh2iIBwp3BxLyafpsWBSGXU7oHNpAf31dgf2/d9xwCLhCGl3TBJz6YqB9OqoZVZRwuKq5zHOc2ZjGHMatTBzBl1iHEvnxZ1pGmaLbO0oGoxjf2hUBD2s8Y4tBay8cedWaPBQWbNgEAV2/dUCzZaGweb4IqoRzpm9ubopFd32wLfD+igvGGNcRtr2KmSSWds3UMRdFE48pDD3v8AZQxdQM2NzTrc0U8g1k1NCDMT+h/DPU9atp3veaMEZ+xl3dupuOipLgGZUSZ5n0UAVBptHSDpoqi4WkFtJWgJ8ebj2/3UjLRklDPhj5eOcs3Be+m4TEhg/cNdiWZg7aNq3UlPRibwx0iZETdH1CU/xUrjHAYfuDs7jv7tQHY1gdQu5+HVjmpNNyaWTFOdSm2EGmi4Ik7W5Dk8RE01K6Rt63cMJuei7wtZ0iwkRADiizc6NZ/nJVW37gULtJe57OfR3mZRHpCbdRQ+shKbWrYF3XBhrBjDQrOLWQdi4JIKLaDqEqB1Cl27anbWKCPZTaKFwWNQTfrkWXImTcXJ7QQ9XGnhzFoEATH316YolClCl1cQGtTZ55Z0GgcS8abiCYH5gpxmJByrVwmBi5gFZoQEc+yvVNBK3KTR20nINzuGpiN3Gyf4tuoG5OfsD861EuWdYffIUoFDiHerwxtQhlwoPYbPz8wAfU5J/jroeue4kP8ALrD/ALQT/HXQmVdBTG22TjNoRJ3K54xwuvEeEu5eHtUFhjRbprCu2Z6j/wA9Xa/dqpIN0VEuRfkOfXQTJXMW3JVoEqwUTVfOOgN1NzXvBUMUfhAwsqVnhjLo6YhLOh6wj3kIsaunIaBhbTjeiRpAYNRP1ZCD36FcUMPYC8mSx1dLWTKXNB/no28qA8EnyN1Q7y3LimHqzuFc/VhBTvlrPXR0MyKzXjxBZHcAwZHIcnfoFg8JrPirgcTDRm7UUWHPYVPmin+gvqojh3+QAikqooonw56Xfy4tATTVVTSUOfQTWepCK9rxLp4Ll/Et3BhR2sjlrS07dY2ozemiolOOQXPqOkj4qlumg0XTaqjuKKEpyjOJKK6RLzVSGkQ4UcqmcC9yAoZqJqVyVjjinFTV+NZS14zzXIRauRpE4czr79FdE3XFzy+IFuyMOrtRZTqeck9ffTqfm7PsR2IpSNvMDiPfEyBAGgq5lLWxjRh0Fmoyou5/o++Ki6ChQIf46InOGD17hSlhuq8KBkk0yKPdr8SjCxLTs2zklT23DJMTOO+oKnMappd7/l1NLa4KE79GUKYRYbs8P7RGHRUBV2oprWdaO/8AdWt+TLyHdNC/RNzNNUx1rLo+xqwTqEAoiJs61TXSVRMmFDAIuwfz88ykIqdeRgbYKKNhT75ac4vWlJ3VCtGltT/myUZLbxXeeWdErBRRykmqABw7hwpRyACUQHqwUDIRppiGwjkn7u1AaTD8khKMljNHbkvtDk//ADRgfmqt8OnUDETkra0O4SWFAelLkIpqMXXRdKTLZgh0lwoJECd81DGyz5NN50dSnSuWWs5OFASdxqSF1tnjXaCCO016vGdSpeKvqJlokXMeVYBBfZ23Cek25Qw9e3PCtROkq4FFQnaUwU1h7shJY6hY96g4MTv6FOJKkECtnv1x6xKmqoTR1idQoQUKylFH6Ec3ScL98ydDHr+YURnE2ox6gJLn9PU/taAzoVvqIXuO0XMe2eg1XW4t1yeA1CWFKGMqtwOW95SbFSKbJ7YHKQmpWmmLRVTUU7O5WnM3JkGs1DI31ERl7p2VJqGTk3ZNTUQJyHogSUORQQHWahjFR6rcUHIlItxVdCukCfVk7h6cj0dRLacp9+mqiAMiGUb7iZSpiA/lTTDvoyiRsj89NHCh0lcy8lD9lYo2ldYmZxE1uPiiIdGP1anCpSDuCKuVw5ZpqfWW/Isj7QtDEkU4KlKIDxrwi5kjGA+eXqpixjnbR+5zdpqNz+hJo7tS3qoYbKvNJstscq3TXDRqypNcNQCThnSREh2hJqoYcg6JXvT24dtRySXQ0usUps9TcKvEOqP0fxmoYnEH7dUMgrN4meYUPsl2akspHdMSSc6NQI6+s0U9HqurOpQw/M5LkPbUeSSbmX6Ku8KVQe4RQ+Wqt0VPWpVfY1YelvqITeRJhaTzM+tqsCmjOjRjMSxIluq8kAFNsgTWc+ju1D29eaVxszP4dqcI4CaxeH6tOq8wwtbFs84tD3zKrLQKrczdwmo83f5KKH2GsRDRqUYS4HbGHJyqpmcbZDk+Cixgzm4Z6y6ShNRawh2gV2QKi5C+bXZoOnBZMjtFl+1mbc4o/nVeFwswPKO8E6mA7vZ53T0VLxb7A61nLtiyloRvu9W4IJ9ZFK6IFdkXnE3kR27gl1FWLdTRrUJp1ffRFuEUqFi3trqbR7cWiTpqcmTM5OenTNw8Udr9IDk8NA9066wRXTANJNdZq01oLlNPnoK8vRe44xyM9EwYyRgR1uyb+33KGbxcssSIi3Ckg1ypu9YJvg7jc/zVb6hwcEMQU9sDEElU6phPiBCIvGtr3kinHKmOZNsoPOTXWKUNPIzlmOpK3iy2X1jQuRup39FCJzqnNqOYxjCPaI51cslgtirNOFlnrBoKwajncKOE+uqCHA7EsEVFBgTACZNY6Vi8QrUq/jBSGTRB8PVagzz7O2jrygFLMC8UW1iAgaKSbE3Do90y4hz/AOyoy14UsTKpSV42zKOrfSUyc7QaR/npjf4WqeVH6INpFBh2gD3v1YiWblZouEgmAFOQ+kxffRhhfYR7+dS65pZtFNWKO8uuuGZShQBx/dRe9uZc9pN7diY0I5IwfXFUSjqej4NdBsZraEJKGUVlQuJNMckyN01ECG/jNQq5XSUcKqES0JmHkJ8NHNpRn0Sdlmr4sOSkY0xMkE1wUQQMp7znomxYwuZtIst5WCr52t5ZPfVKnzCxH1h+moFRA7clQURBycEjBzJibgam1ejWUBThkws+QmlEr0mXkSyBMRIs3Q3B1ff7qhZsGKEq5JFrKuGO4OwsoTSY5fvpkPZWo9tB4GeYDVrwjWwC4SLXJILdPuhOQTR6Gu44HT19uj9FVTRBZje2ln5/pK+etkALmUjVHWZX5fuoOkceJC2IbB1NjbzKOZJy5UxbC2RLmcnpDVR5Y6w2uEgSfnxwvdqq2SbAO4gT4s6VxavSFuZhBxVvQi0dHQyAoJnVPqMrnl2/ll/fVc+ug6n8kZuwj7GmLikVQZkO70Hdqm0pbZE6pJW+JOGxWe3hAyROmEeqrorZcp9VBoPHINxagscGwn1bOodP9lNqAoKW5MSr747j+Xk1cxEA/vrte1IQtt2rEQKR90jJHbOp8Sgd7/ZVP+SDARHmSRuQFwWlwX6KCf2Bf/fV7jxqxmqoy5YOIuZskxm2JHjdA2opDfFUporP6uoDN2WKZxRGDwUWbNUOiZqKaC/ooJb2Pd9o28ZOzboLJtG45oRzsmZTk+zIejW4oCIuiMCMmG5XSBz6wKA5CSom1bAiLWml5OMey4nMTQCCzncToJaDXWdxLdR8gRFcpc1kC82g/uqQJzfdWIppp61NvQca39pQaKBmOVJ6DgNOBAB41ocw9gVmjzsDjWhyawrDahrwphDgNQEUSiUo51uSlOGVaDkA0GUkJOIjSg9tanzCgRSU6NJNXHf0GTU/vrorOucHPp08v/8AeNdGV0HNVwT7SCRB1JM1VUhU0JkITUoZSqJxbuBGMxuiX6wZxCR0HB0iKaub49Hgo2xJv2JFs7QRWVRdsVCkcbvg/RVCTbaQuRCWvZ63XNHpaSILh4+fRWHAW3Pd8RejqQkn13P4pBHPZiw9pS2DWJdo2hFuymgVgdCTIqpAzFwb3DUPF4WziMhblyDEKyUFJqFOogCfcL8B6taLw6wsdvHSzIh2L0U8haKL57YfGFStWt0YyX3LSfnWCamiGjEde2mGr+erLtVzeeIuF7lSWWTSXeOSGbqIJ6BIVOp+1fM7ead2qszBVzt6ziJeRamd73XcdiXxERLaPjghJIxCJnANIJ/HQAq2K0g1vRyR+iZ2izBQpBTPpMQ3z0d2VjXh+7b7UzIKtXSZ9OtYneqfmrFs5N0/0ppjKSjjfUA5gOJ/4KpXygLPhYG7ohKBgBFVw3AXCAApoOepHUEXPRU02SfwTsjtEwdSIjo3FKBo3Ge1lzrxF8lNbsu1HICO0uRT+OqaPMYpX/HxVnIxKMAg0VIdu42zo5/Bz10rM2ZA3JDMS3dAs3j1JqQDLAnzjWiFhMRLKkp7zQynmLlUxdRBA/Afupa+bsG3JmCZC13glXGwQQ8J6rSzMLMMpG+7stUDOVF2gJKIJh1Z0P8AOUtHX3bjqDkcORKqxnosTNI1Z5z6zkU5FNytF3tFHjZuVB6uUFjdtLoEMmkoRNUTAbtGqPxKlcQLewkYynVjLMnJU3iiaevWWjCbd4rhaTOStxjBLK9EIq4Tcd/u+CswEVhpykBIykO5eLSTVVTearr+xJ8FPsS5lOIsmRkVHm03QbmMB0/fQZhrilbd7W0ZrNS6MTPpNxB4gbqdBvkqnsTIvEKQF+iW6G8raiA6FOirl6wn9XWiK8lm6YuExQXfXHICkWVaHQBw4HuKCp467BlSNmkQJ1BQcFEBENfHcLXzt/ahHJHJMCdXr723VyeT1jGygnvmLELfew6ZPqTgR19F/wDZVoWzhoDa+LjbTxY95HhGKKNDNlE9CBw+P/7VZN+HbxUM5nSRRXKjIm9tpJ9Yepm25+0plNJa3ZZjJIKE19QcMg+7TSk0ZukyVTMYoGN3AUHjXMc+sMQ79xIuVFxatsGZx0L1jwHh9HSjfZ0TRuKcs+nGkEvYc5ESLkTJqCun1JP46Apq+cXLCvmYio6HRuGOEd9DJrw0/wAFE2COINyX1cspGXSxRiHEemRcqJCHKfvcctX+ylWMIW0nrO8HM6vPulEnBORp7AlIXXMXpA3EkMLbSU1GKlzUUIvpMkNL4oTbpK28rRmYwswUeoBYdZT/AIdRuHVzXtM5M7qttKI20+LhNblP/BRCJttWGxJlCXl0BZnPwyhmibdQ/oj1vD31dLK8XMbfcayiGyfO0dEW6tajVgzZxD5yo0SBPpZ91bR4lKj70mrNjmKUhePQBTQP1Blyajip8lZCoi4gnblfw89BT3mYEFFAEi5Nwqyf6KEL9YYxtLtjQPciz23HbwqCvQkCF2SfZnqzYR3A3VEJSLQBMxS52h9vRUQ4Y3LLuJdig/8AN20pmyPt6iH/AF1qwpiNh5C2NDIXZZEIJpmNUBQiaaihxXKfv66BIfEe5rUxL+nN0Wm7iYiXSKi4TSS4cntK6Gt0JfzekW4NoXyZNB10fHS1yN2DyNUZyiCSzVcNOhcNZKCpLn8oGKSnYhC22PntF/6TM+k5DblSl0Y3wtsvUmU1FPkXKngJpNkn/bUxa1p4UpujRcfBxJ5NipuHEOY6Va4g4W4fXUv0+WZrN1EkudygptAH660T5rtgFYLzu3flco7G/k3DXkSt7JumHueFLMRbjcZatKigh3D/AH0N4dPrKhG6VqWu9ZyijdPrUyH1mUCqqvDD7EIty3EyszbZW7LuOlgmDjRt1iF54hyk3EJNFYePB8Au0yO0fl+OpyRdt27Eqwp5EHLP7qryRGctjB9H/JLyduECIEUU3NZgUrLHxLtq9EwgXKLxnMZZLs3ae3/dQAflOJrspOIvm2X4pumx9hU6Q0bWfeEpeGDqs6ZmDSYRTU2xHuuDEqdQsaDCHfxYoqLJO8xOoufWBD1zriDGXZDS6NiQaDwWbAvTEMlPTl79Wpc1n4iLTVgq3CeLVdybBXo7yOZ98oe/RTmcxKatLcC4I+ImAbi4K3UScN9J06Frbw6Su5AMQgnpa25F5zKNmYchTk99E2EkNcG9PPLreqvDg80N0x7mknirUhKRtvFW4GqsxE3wKKpHG42bEHo9RLOy76uK7mlt4ovpJVmomZZJRJxy6qtCKuG5xxCXiSW43G3Q5ySCSnYaimUfNyMBcvBBMEia9yoWqGR8nG1xZPyx7x6Z0Yv1cFVOVM3+2hyxMB2FyWqmaUXfxMii5Og4EgayH0VZL7FKDb2cvcyC7pw2MOluUyfFY9D1gXONqXJ5vvCUMkncSfT2wn7jVQ/s6oTuEltWRBSUjGwaQrSUWfQ7WUHm56snq0+Kadc9SFyjat73Je8AzGYUerggQiXEhC+PXR9hJfD26mQqLs3KQ98m8etQPV3OlXMgANQ0g72mLl+qltqNOc5CeKpIEhOlrU5BzoavRq5lkHEOwXK0cuCKaFxUyzoG0vJBcWHr1/bq6SMkg2MqgG7zkUT/AA6HLYxQMtYMTLyjGSePXA5KKM2+ouolCyN8jhvKHa3HaasioKQt/OCCmkFk6CsK8UZCyTvSKw/SoN+Y50iGD0Aj8HuoLwtK9JcFpt3dDV20jUR1tlDp5bZanYy94hxGNJROYalaOVRI2MopkJzVR9m348kZGdC5ouRl2bo+gEm6GopPkqNuGRZNjsIa4LTM2g0lt0FU9QHTIpQXxOYg2/C3uztSUIQx5Bvz8AOQp/Brr2+MOrLutrsvIpFs7AOLtuXQoFc84zxjuKnI26oiWRetDpkFmsmrrOho+Kr8s27m17YdoKxMwyLcB2228JnkdE32migrOT8nAAEwxV1FMPsyKof7aXgZ/FLD+4WdtztrNZ1BMpU2YotSCKZPiIoT/wA9PpxC+LaN9KkbkGWBgh9ZbqE0kNQqTFlN1i8ymzbvmtVuRu4S8BD/AB0HQd6Skl9G3Z0odCWExdBGSp+RQRqHwXgpWCsZG3LjiGrQ4OD9UmfWQ5FPVUs2MzMUE9oUwV6xPnpaRWkhiVVYJdPpSZOoIv6PcoOKMTo9tGYgTjBmXQ3QdnIQnuCh4yvo9sO5V139g9e76cdSqQM5J0+HfcAgfToN+VU7JRr2OeqM3jZRFdM+g5DF4gNAx7chpTSAiJ86wyZymApimL+YZV4UhxKfLPIKBZmgo7dkbkHI6pgLprsm1cErEsxs3lJjJzIRxQVcLvVOp1ZZ5aK41brKpOSLocFEhAwGoyv/ABVvG9yA3nH49EAADYRDQQeHroDXHnECy7hj/NVpwxEMnGtw8BuUmv8ARVI0u2QcOVCpN0FFDGHIoFKI8avSwPJ5mnLhF1eKxYpkOkRbon1Lqfn8FBQnGsABEQAO0a67xatDCsCRFqKoJ268fBkzfIIcg6PtKoO+sLLytJw4F5DOXDFI+krxAmtI335hQOIMcRLCft0ofeA71MjoW7XrdZPn0V1zbUgtIW5HPnbBw0WXRIZdE5NvbUrnvyWULzQey0tEA0FgjpavE3HfAPkz7K6QYujrthcrimBhHtIproHpCDo416XMpwyrwioGIFbp5CagWMYogGRa0UHIeFaiU3vrRbMPXQe6xzGsKp28tJp8R7aVKHCgzsLnSIGHMaUOA9mdJn5Qp/MeAJs69AQzpPUI1nbWWYFBNmA8aR0aB7e2sy5q2OXUUBzqB6HNXig5pDxrAECANJadSYhnQIqftBK6NrnFT05a6OroPmlKwT64sbniL1AVIzziuRQfBsEUPo11crxS27ftBKOYoALUye30NPn1/fQHdV5MmV2yluTJfNzZMDnTcJBzn19yvPJ2lyTkdLMZSRZg8ZJiRio64G0VxWbiOKeH8ii+3ZGVtsfrAJJn1kIT/wAlSeDloMsRrwksQjrKMk0nnUNSG5z8njpulO43QrJ02fxzd/GtEhUUUVSLt7f9ZVdu0ZeReQsvaKJ0JSSHb6JHiPfql46Rg7whJq+JGFQZrFeRgbZ1VA5VKgHisxfEVcVr3MeKgUyDuNXJhyPpT8eik8NlMUmyCTKatdmUU1NDmRcG649VVjsoe8MQnRYlom3GO0tHbs6ugih6VA4wwwxIxutnew3s1mGTRQ24oQw979dXtDXDbT43SCyEQ8Mkp1mpyTNCqUgn7fCPBxODuluPT3i6ogRPxkUqJt7DOyLgwpmLnbspdsuUDqouVVsgUoJ/ylbmtych2cXb1yJBItnG+oLJTcAn8lFOENsS8XbSE/OYkPnaSie4ok4W6ghf46rfCy0LOisKz3RJuBXfS6B2hEk+cSH99Q1i4G3rLnTNNyKkdb6g5nTFY2o5P0VoLcV8Vbcj8S45ayW4rOiL7cs6atvTl+Anx1Z1r2XZrQUXaUAKzh2HSFHDlPUcDqVCx8daMLFu4KwIhB09a8+8QNZyH+c9QcrivMWJckfEXVGi86SzTW1My85DVIObzkFlYXzCwYhJdIckI4TT59stISF6MbSZhJXY3kmiDU+TcE09WsKh7FxLw5mpOSXSemhZJTrHHnHl10niUiheTeHFF8jJRwONaibdT0xa0VbczDDrGK+38lBSaFoMWjAoqKPxKn0laqtdJjCuZKIZvBXKgomBFCG5FD++jjGC2bfh5tJ6sUY5m5aKbDMifcNQEG1pVENsUu+noq/GGwJnK8KkbgUiI6sh9dY3FMyCahygAFIJT6vdTc6iuowgQekmABUDP1VhynETgYwaB7QrfWn0U8fxk0D+OfuGbkptaajc+gSj6hqw8OrgxBuO9umFkXs7LJs1+jg4HWUhv0VWrEqiq6KCKYqKatBSh2mGp1oe6bOcqXHEuuhrN1NB9sazB0thPiqsBl7cv8G8VcqKu1trBo3yUDeUVZ9wf0hs7htKSdKuprqVEmw85NH6PBVbMrfkb7gZW/pK5mIP0FiCqVUevU/TRZDXjELY32XLwzsUUCpEbP8ApZtCevumqBc2DlnQ1v2eAqMxWlFFFBeLrFzMY9Fi8kjHMlXMqs2boJk16vXt1VV43Hi8eek2NpQzKSb59Q4Yjr0BU1ZtuXVcTZSXxBTSaOnDUWoMkOG4nl6Q9A/uO+rVaQI3QE+wWbnJkgVNfnN/BUGztGOxJbx91Sgru2m3rZtlOUhKD7WhsOLiwcdJrW90OZZLrplDe51T5+EKk4guO3R40ttRfmhk1ZlQ2HB0+cKCynt2wVrEj4KRVKiqcRIgVNHIgfnlSsnPIQsuDt88STYOyEK3y4AJ6rrEaGlrcsaQnrsmumSjnkTO3TzKgeqGvW/bkuOIioyRfEVTZgBtQd8x/mq5R2uk7Tko8yhR21V0+rU+GqkjYLFV9dKUXcUqmpbYGMIKJ8plSUAWTjTNQkU5j3iQPH+spW6inAoB2aKsJpjnbsY0RSuLpacj3zt2yGslahK2c3Fjind8cwi9lNy2TBKRFPvH26VgbZxI6YtB3POR9w247QMRwocmlVOswyvi374lHcgzUPFyDfqDs3JsjKF+0oixCaX2dFktaci3YKJudbkFih1hK5gMsRklZd3zEINiim1STOozkW6es6xfs9dG1mTKt2OXTNaCfQoNycguiaddEKJlDFKJygJwDnHPsGqf8oS8zWkIxQLyIec25lE1EBy2aLCWN+LdxW7ey1t23IAkix6tRQCa9Zqqyzbru9e+U3DaSBaXkh6MRwvzaDHocjXaAzqUhKtBky7mtwgopp3vzNVmo4l4ZtV27pnhKi2dNjlUIqSROGRg9dWxfcCxvt7aCsVcX+T5AE9B3jdRM2ZqfFdLW5ChN3YRmUWKeXSEw1nElDGD2NC2INzmg14dJkoKJ1ElCn1E/LiFWa7SRdEFquiBkwDPbOTtrUucAx1Ut67pfbgBf24/U1s0hAUtHzp0vc18Yn3bbq8zacMtEwWR01drSdZSpeWxEw1uO8EIu8rfeRAQ+sqKq4cg/wBYnQzNYgzGHU2uhaTYjiBd87M7tLWl/BQARpC/IUyRWa8m2WkmetRJDVrOUntKlpnEmVlrViLenCukEAJtulSBoOoTVV3N1W92W1D3wcoW5LNSbaq4paAEvj/gplf44cTtxW+tK3ExciVcxgRbiOg366zFK7kb1sqbnLbtpY60fZrTLpBFSZ6h9/V1bKuI+E81LJQizpo7RQNkiqol1egAoCu6cwdRu0tuKW4gLcVdt9IAno2Ki76tLCa3IrUpJrOPOKphaqtFNe0Hz0GmDOJFuWs+uiMdgBGL10ddpmlr/hoiwImSP7oloYXIIdDVM4ZEIp6Qp/Z1S+IbC1Y9kwTtiQVea0xO6E/hU4dlWFZWH8U9h7XuODuVWPkVe8AE1aFCKVqXTiioEJzBlVL+UkdqRJmLmVGPH0jZcCc4mJ6qtUm6BQB0OZMuc/vqq/KMgYN/aHnx9LKpqslDA3TJzazfZ0FSXxiC2um1YqNfruVXSS2tyCZMiiX5a0hrtjW8U9tZSOCUixV3GRleRRMnrqVt3DRO4cOG0gxjhSkVDbgHVWyKZP5aMbPs2x27hpbj+3UnU6q33nBDuDm0FoK0VWaMbqaIYa3Cskd6j1h1B2wIb4Osp1imXEpOEZuLrlGqrZUNlIiLhM5jB94Eq13WD1hPo5ZBgKzN7udWvudw1AMzhcztd6g1mzyEi3djtpOmw6SNz0DXDo7W3LGXuhFiwuRVXNJ7Hrj+zk+OhmZlLfaizuG03LiJlc/rTNPuJ/1alJ4oWcpYkuDNORK6buybiB01MjGT+cvq7ffRvb+CLGctFnLt7k0uXKG+oB0OQlWFrPkcRcULSloxs5bpIhoTVU0adz5aDblwuvK2WHT3bAVdodw6ifMUhSVMSMXdmET/AM6QMsk8j3HJuATk/jJR/e173I6wst183cIdBkQFKVcppayJ/aUC2Bl9u72SViJ1yim5ak4KE5DrEy9Xz0wTxDlbfUMwtAFbm6OqcXYSCZ+lEoQtLBqRmoFO5LbuZBRXNQUkiEMVTUTjl++ksMLeve7Z9xMIPQSdQQ9cddTQuP4dQJ1DH1yWVF5IQekwchEkFNH89FNyX8kLe271QgY6ViubzilskOdueoDFKLMWULM3VZKLCKVDbVfs+c+v8ShRpbr+ZF7bmHTleWiXbUrlQFOQ6BvhUqxexT4W4zQTthHtSpLoAVRRQGwIqo1R83hcX6YOLNtS7Yl8I+kTdK7B9afg406wck4fDtzJPrqLMNJYNKBG4N9RDloQxTnoudvRS47bZOI5NYwGUMdTiK3x/LQLvMHMRmz3on0bcuFPcgGupC1cFr2lbnQi5WJWikM9xVw44EISuiWE9H23hyhLSc0hJPW8aQ4GBZPWc9VFO4/zvnhi+jGWmNEmhdooHfU/XUDoa2bct+24xGKgI5u2IkHEwlA51D/1lSB1dQ5DwGhBW7kncaV6mGSajQHSgB4K2gbiZ3DFJuIowHOfuAoOk9BAeUm+tdjYRUZ9DpbtVT6iRJTSchvtKKcL/pCnYcaW5OZ6LYqhQFPPQT2euq6xitKduJ3G3Wl0R2EMQP8AJynfW6zWerMi7iSlIZs6Ubnj1FEuCCoZ6R+CgDMYrKmZMvnSxXisZNKp6HLZFTQR6X/fqrMHr0ujD+8UrQuVkuRq7caFEHKY6kTH9oSuifOCWbdNPnUP46jL5kLPYJJXHcSDVY7Hq0FzJ6jloC3WG2Ahzh6qWSPye6hK2LytaVYJLMZ1sKY8vHk/8SpeUlmMW1BV2sBUtGoh889VBOk5qxQAKGdVxEYu2TKprFZyQg5ST1bSpdID92dFsfPM5GLbqAJyCuTWTKgk0zca3Mam24mpwTU1j+qvElUtrt56BdQAHiFaCAGDjXgDl669OGQcKBMeHAK19dZ2cRrweI0Huvkrcp80+NIHHLhXufLkFcxsYwCHCtQzOGQ14Qol4jXoG5uFAg54HIP5VfPneO/6T/omqhnfExasuug4WxHhQlMZUxhUgl5Bw9NuM9z4D0HYpRT6JuIXTtFvHuHgiqZm3H0P5/n/ALKPbowwuElzz91tJpkyTScLvk1RW0mKQD9oVE4SPI+dayFqPLVSl512B1GsiI86ZvxKhaBmsRbhe22hBISK4NxTFNURHvh7qKMDbUvmdSeXJZ88ixdwpyARqfgJ/vpXDSfsWzJhw2nLeGYeoicOnNQ3CJj+mifG1pMxRW+JtkyC8dHybUibooBsbY+z5aLOmeJOKNtYpMI69uhroSQkAU0wKRNTc8WqpLHjDfUyfXCVF26kOnEMgyYt+Q/r56ou5rsu664ZihILC+GKPuJqgXnLV/YT3lemJ6iLlk/joZOLLtO0zcxlz7fpKILzkK5xsimRJiHf2s2ZDpbkMn38gy9dBkPd42xcn9FGI22FtNBFvupcNwns9XyUR4ioY3sIlHfuWOdN+koIJdCJoMbcNwo+Uw5gpaKRNfLZKdmSAQii4cp6Chr1mEZm90f6OIuQbw8d1aO2GhBQ/wAdDr+/sT5ByeMXn5VFVpwXKgOjSHz6K6sO1hnFrP7ct9qDM0WkciaCYcSH26rW0UWdl4RSF5XZFgvOt1ztTgsHO5If0ZazRLWUladh4ctpG37oYP3ko6Ioud07KQQqypx1akcRnOTpoIy7cNxuu4VKP8h6oo+A0TL2ke4gZvYl0siLlNluchAocwqwTc35bxpB/dQJZGO3bNhNq0GJ8dPQQY721FzazfEiCBg9j2ZkfOyTPuLk197q6twLpwuNCoSEItEFTKjvoNU1E9ZB0/BXMctJXXhM+m8P1BRGP3iHdht/tCdX3b+HOEt4Q0PeFuxh0UxLkdNIfH9mclAJYm4kWRe2GT1ZBo3XkEW+sE1A0Loc/qqiSoxS8a5FkvINHaaetNupzFPVnXX5PV1t5CUeW6VorDp6xRTO868hKquPYouo4Sikr0srg6fbzErQySKsDs6ygEKJk8gDPtGtejrGAVATA5vdnWwZC8SMYQ0omEpgH1jT0hiunaKyi6SAEEQMUvrCqDZs4I1k26r5NNRAAHMhPXVn4TYTS2IRk302482wO5yJiOkywfGSgm2IIbmvdKDY7qQqp6E+r1a6vTCi6X9rupDDq7NgHrJI6cU6VHQRcfgrWADEPC1GxsQo2OCUcDbkv1AOtvmJ+HQ/Z6eGmw/grpav/OHS8mcq1V7C+HUnR/ixcyl3MIZY0ghHyDWV6IpH7iZv85Rddw2RhqwbDNWiD9GSABUldsp+f7qloUhGV34Gy4KNIg1zR8mjmXoyZx0Grdq9uvGu5X0e7ly2UxjgLuthNtm10U2jjszlDpQlq2fMSSgAfWInIOglVnBRFl4hXhJjNzz215Fy5HW0cHyAxqwE+FViQdt4tTjd1cBJUsOkRVId8uSu56SjW8ccbJhCu2Kb0XkimnkVNunya/10OpeTPCHMJ2l5uz59olRzKJPzomh8JbNtkjhopBpPVQRERdOObmrQP4b4zpXnJHtm5LIF6KhTiUiYaiHMQOGvXXMc9tOpp+KDXoSZ3J9Lb7HIe7XbGC57WlbZXRhFUwKidQgkA4bxK4nuIUQmJVFLimm9U0KfLuVoitxQcsjnAM8wrZV2uoYBVOcxuwBr1MvMJlCmApeAVqJimDSBRzDsrUPDKHKbPmKI+sByqbhrvuKIkm75lMyJFEO5m5MNQgjnxHly4VunpIoXUG6UggYQ94VlW6p8l+5JW5G04vOyzx26Fcu2RQmZCfopPGLDu+cQrnFFB7HpRLFP6v0jv/PSlk43YRsIBvHsoB1bp9OlYiaeson+MT0e3mErPWOC9jPh6W6blO3U+MtMHE9zRLiBuF9CuxKK7NUUjiUeAiFIQMctLzLONQzFR04IiXL3mHKrJ8oixT2S8t8XjsXMrJsTOn5/xRNRn5G2HC8xcoXvIkEI1hqK3z9svWoHaIWhgkvFtCx+2R8AIvJI4ajBVhGXi7ihTSEXK7iaieRHTRTUKdFszAw76NVayUS1eoHL3VibmX5Vzbcdi3zh7cclK4dyCXmxQDrqM1B9GH6KBGA/owbXG6iHKy91zqqo/taWSYHTqUua7ywNoLJSUZGsZREdyOaAXcRMFCduwdgtnKd13XeyAP3bBRR00QDrNxSpHDzEewItuztVVZV0xWE/XyKWYp/hqfh1ig/bWMq4ElWl5tEJVB4G41KlpIin8taTkXAz1juJJlhs8hHJEjKIuAOYSnpaYty0QdLs7Wt5aaF290JPtXUofeUcvR1EXfG4rW45jwcSAAVtuEQBu4zIQhPfW0L4jWNb4YdNryiUXzA62gpmzrtUPQ9C2mlb9ww6l4tTOIp3oVJ3tC+fhCi1n9JMYFHLJy9TCMjw3CHTT0AsYO2j+acL3JhxBFsxBg+cwrogCm676e31dEquua24ucxUawEUxSgGYIE0pKePP/8A3++jUtpS9l3Y/VjpVqwjjN99NNw35CFJTC48MJ97Ehe4TpHl1ldbiqAm0ED+rows+7Lnux26jL6txFqm1a5KLbfIsH50UnLFxAgrwbqMWC4KLN/T6yadf6KjcXbJUum2UohrJtI9NNfe1uB79ObYsWwGIDPQaQswT4i4BxqJTyUZQt2sG8q0eGkiNj5FAnDXT1qttQWCEVLTF0N5aLSaHjeiRRPRnqp7xuYVp1rIQS8sg7bEN9YcKdbpq8rasWzJeQkm69vOGbtPXlubmjWeqjuS3IVmeWiLhmOgzbJbQ1U2uRwjWawhHYzXi0LpA7VUw946iWZhowtHGibkJpoyl27MWamlHbI375qDGExh+2j0VPNCqrswbZyn5wH8Qc6hjjNXO4TPCQiZeiEz+qJ9wK1KRxtuUbgu8RBkDVJin0YhA9wVYdiYq29C4SNYdbeWkm5FA2dHJpGqtl2sc4tRvMGmQGVUWMCrQU+f9VaQVn3PKL9DQZqIpnDc3D8pdNAdYxSEpDwUbEJN1WqMg33T5n16yjQ+S7Rh7De2Ut9YQdiRwCn2Y8immow9yyrF+j58IE42RRFFFJ6bWTL3kqIgTxQTjc08g6SjjHzX2e9pqwQWtfspbLBmEG5WSVBwZRcnhOT4KN4fFZ0wWm5SPssRWk1yrncACmj59dDRsOk5iHcTNmSoSZWusVI9UmhymT/bRfhXM3AbCWWBJ9HxiUP6M4pAKg/FqoCuAu5LFuAe24QOhuzMji4SV8Yh3Nuq2wecI2bJs7v1D0JBc7GVDP0G56M1DI3DccnPuHkURUVEjAsZdk30KkL8fJT3FNi5i58zpJwmLaYAi3RiDo4/OSgtK8MR2TLF0GItY+dgXyaIKEECn73izpS77BsG34mbWWcrIxL1Ugophz9HP28pqqactRKOmrdaTSDuDau25CLLKE7hvtKLLmtW4Ie3j2g4uZo9jDCR03WUHJuP6D0HjDC2yboT2LRv9JR2BdfRnJcqYf0XXrPwrcUF42QZx5DERFNwX1eCsuKwH2H8szuhko0lo4hQUDSOn1VM4KCld7qXhGbh5FJifpaDdu48PjoIC18VJ22n7tvKMEJZFNPoyaancJo+elZ2YNerBK57b/yNNw6GbhFJTRrL8ZKLcT7D81W/EuLXYdIGOcGXWTU5s6jId9Zlx3Wg8TAbTlEwAFkhApGqhPaFoCPBvFla4QCBuUNyQDnbuE0/Tfrqxm0jGXYxc+bHRXBWznaMoIaNJ656u6xrotbEFSWs5u6cNEFN9m4S5s6t+3rktyPkESyq6URIy7Yrpy3cchOkUBtCRXRm5U3Q9YTkINM5O30hgk2gs2z/AI6z75NVCuN8ncTKxgkrWcoiiIdeqmPEpfjINE9iycjI2jbsisKiqjhk3Mpr8amioERiIrasdEtWFxx7NuR8BkGrgrfIpD7dcyXBI3inHmt+RcvDMo5wJAE4+iH9ddd3zZ1u3jEotZhJUCJL6ybB9JqoTGy1pax3DtCPIu9t6TTL6cNZ0dHz10wVeoEENvsugndhNGVyXDPkEtXqlfsLZD5jCPmLxq8btiCouI6inKKdc8MDARwQ5uAAcgiT7s6sPGa6bXvF6aRjAVRWalIkQ6hPTFAMqwXG2xFikISRupk4B1t/82IpzUVW7OJz9ntLgapD1xNahK4zKuZKNdNwzzWUL/KSii2sR7jt6Obs42R2kUs80jl1UHTlq37b9ySzmCjVXPT25dRiKJ6U/wDXUdK4vW7B3eFtu1VBU7h3WfKRT5657jjyd0yS8rEn82yzJmK6m2poM6/RQW7B45cqOHAqKLGMOsxuIif3VA7+K6biUq4uEdoQ1kX3OrGtHsiQCKGEwaSBrz18K5qtK4oa7cKjWQu6GOl49A67d0utpIp+HUkwvpKawckolmispMMWCbdQne1l+0oLvjLijZPc6Cp0jR3zkp6WRbmHITlJ+dUL5N13QcXabyLl5VJo9FfWhu/DR19NIp9ciMYxXBVkkQyj2R9kQ32euuYscr9sYNHSCUsmIZekBShkolkNsUBBRufmIon6M1CwXVFs7ufRMlLmbOM0waEOTbKf9FBZK3FQvLlxqzqp2NcuFQXBUcxIIZZ9tXBnXQcPXPZ07f8Ai5c8RFSIoA3OnrBwrkTRoJQsaysRbcvUWEK3kenp9Wi8Zpn0HL+upbE00sTEK4pyKXGN82qF3FCKaDL0/Z4t4pSbdCLZoo7oE301Oic65SVCyuGV4yuGTt1bEzZBnz52ruZmLmucaL3l8Dfblval22OvHQCjr0oqKpgmegK+MTpyXvCGkXVspRM3D5ZGAFOf+CrGxsxAgLlwtGLhXXnCQeiQRQSLqMmPjos1vKzn2G92RN54dwnnFqsBk3TQQ3yCFLW7iLh8+lczRJrQfJK9IW3A0JqHpowxcuiwFIyJvy3AMik2DaMgppOfRUqjdKuKNtzEkrhk2UZJInVBc6+SgGTJRDzHi/rcLh+yNbdytJGSB6g42259Xc+Op6zLrxJxDs8HbFg0t3pPVjK/H+glc+WTKYaMLLlG1xwzxzPKkMDVfsInRtYmIV53aEFYFuuWNskST2wdDw3Nugf3U1xTwUmlpRjNDPNnhN92c6QHIBveYB4UKXPLYq3ywZycqBZJkofeaM2hCiAG+4hONdF4X2FKWq4kV7tnFLmfv+QDqc6ZC/x0FeUXKRWHlyW3csAySQuJJwoudqHKQ6Hq1hQBLu9ce49Hafxsv0fTpUR6BybOVV7FivHHERuKRgXyZtwEh1pkzN1ldF27OY2XS6irlctoqLiR0KbSYcyhKHMVbsK1vFCGxXsZuWDW6xJ2iXJf9WqsBHhdh+k4ilZ7FBqjKvnaXB89NuF2PBQHDzt/4XurmjrIhF39tPXR1GDtREy5E/nLt1DYxT1izMYDa2bmnyoNGpNpqJDbJ/Z1fWAqEtF4UwSLNXpqIpmOJx46CnUpgpfDTHBeLE0LcxJNyL464ruFQ7hlOHISmsvg59HcTrdgX09utJtuo+TUITSPHsIP31Y3lTmjY9K1bjeRzZPo8qXMgBkZdLxjUfjVGt0XVr4swkmu+bpKInFLPWQqNaKougrC0cSkmLSPB2g1cGdKJuA1bilCl5TDCbu1xcENBixRVDcFqAciZ6vHyh5axLisM8hCu49W4twDlFH0pkvfW3k2xFp3bAuVXXR0pFBLozoh/SmTEO9QCVhRamHD61MSd1xOxbtscioNUvRH+GrIvl3YN24Hzt7Lt2IySpzebznHQumtn3P6yn/k33Go3Gaw4kWgHJCqnK3VEMyKICp6Oq5uyy3Nj4vQi7rjZ7qdK7ImTuIG3PRqVmgauHC2ef21E3VDxBtUicv1YPSJ/PU9g1Gu7jvALLvwXEqgyHc6K6VMfbrpyYRIDdKYTcFBu1A7gu12HLXH9qYnT1k35P3ItHdL87icwEcBp1dZyHpo68EIS1Y7zhHtoqHjmieT1RNsUoiWoMzSxL/jk5wtvs3zZ/mG6dttrfrrmS+4/E+4rWVv+UbuWMA7MRQUelG0Kfiaa6gsVdvKWXb7yCMUY8zYiYJh4B+CtFXJWDdeH11glD34lH2u7HcP0kxOUPh56PpPE7DpoovGv7ibmzLtCIF1+k9dBV4Ei8V8X2lulf7Mba/XvePpzAp6MlV1c9zqucZ3y1pWe3XVQ1sVGGnX0snZq26zR0HhnYllWnFqStorbyL5IDmX3dYHJl6q4YkxzkX+X/STm/066JwzwnvtWYJMzciNuMzLnWTjhFTR+XyVRN2RIxU9PMzZqqtnp0dwncP1ldAPlFXM4aNYdtSEdCyEqCh4tg5dbAAZXZJq0/n/AGVZ+B2EyN6JKPnz4EmgZZppqc3pKu3A+2GNtXrfLZoGYJP0E080+4TRrrO45PjLNueUNmxgpBUnxCjlSFzWvPWyomnOxyrI6oZkBQO2voSrtjnpRAufZkGVUX5X0SivYDN+DfNdg40bnynrUOe8MZiChbpburjiwko0B61HRqzrt7C+5rVuuPBW1FEjtmQaNvRpMj/BXz5AQOX5q6r8hZguEJckqPoVF0EE/vNQX7clnWrdQpHuSBYSJkPRnWJ3akIiPZRDJFjHNUmjVD0aKBdBC/kFP0lPZjTZ0bWcAAMq5hORcGK0HSAAf7xqs8ZZRCDtnzy6SdmTANpQiKefpOSuX8ZsUpi770eqIOnrOPRNtN25VdPo/jodt/EK7Yt2gqlNulEUT6hQVNrIP7jZ10DhhaLF1iEnAnlQBm5HNF0PqLUxiJAWpY9xxyMe4VmVE09540X7hKGLuSfruwuNUzUCSPXETSNkKf8AD6qm7QuW3W9vPmF3wYyu9o6K6T5Fk/8AOVYmYa5XE5ckFb1pthgwWEiaqYKayfqqSxYtJG2pZ6V5e67h8CXSE2u2bn3KaX09hLcGy7xsdBJqTbUPt+PWT46IrBtEcXXb+7Lyk+LtTbSTSV9HXNRbC2T3sK5CGAAio0QOKL/c6wVPaBWWOe2rZwOkX4T21PSxjgAbvPqoZVZ3bac05sZvDIXA3jVDukFNPcIf2lQttSGH7BuutcMW5fyoCfqA7hz10aZWypJzMug2l5cQQlhOmoKi3ZR6eAvFo5cYfTV4KsIRVHdamVN+0EoEerWS4u3zijGyLZjyKdBbAPD7SiWdw5kbk80TtuOZK5Yh0moQguFNJ2+j2dQwbYAzr1CHexD5eOXiGKmwgoPfPVtpHZt0vq6BUzm7ATJ21AYd2PBw9rtUzRqYKpkzXAfSGNROkoU6oDtJp6O5kbtok1BaXCQzUZgDbxjVMeUqkmi8j5lxbsa5Ty0LrgppOer7emzDqybnh5BqrsQohgsv06YswZwojo1pqdYROgoe4pKzEYZgnb7JRJwqIHeEV5xH8MKtS2HVprMXjlFzFRMZsmTFJsr1gl0dZTEMILQfyP1BaRKKyetu2E/IT+OolxgdcFvruXB2jWcaGSMbZRW0HKH50AHc0GyVbr3JAEL5nRcZFTUUzOIZ0e4fRDdo4i7ufX1FNWh1MgaKK84/JQTd8e7h5Zi2krdNbrcye2rnz7hfjpSXw7klEEJOBdtZaOXPoIdE3o/uNQR15vnYv1oBBVBZgm9MuzFDm74+CpW3JojeScR8/HA9B2j0dRMUudM6f2dSjv6LRtsrRF02m/hJZIM2kglz7h6Sw8sJrdLRKRQuUEHoKHFzqT7gVYa/QxyOHzm8Y150ZZsttiVJcROcn5B3KgYuWk7YEVGhklkH6HMCg6yn/wDfU5GuZuFauU0DRgsJdU7LpPfITbqWwjwlSvOeetV5xNAseKZ1Uk0g1qEN6y8aBbDOTuG1bsemt2DCWZu0dwySQZ8n9ZRJjvbj6521tyETarssi9TzecnBMfgqZNAs8G0ZGVgnEjMruVE2ibPb7n668se53+I3niGutcY1VENSbdumokchU6BpEFksUWX9HV5RnmuTjGhFEHgl5sk+rqrLpgb4YSzTDt8K7sEldTNEndPr+CrIibzusk8lcVr2S+k7eZtugiInOcVNvx7lS83idb7uKRuJza86wmInnai6R5Nf6q2CtpW6iRE6hH+a3K7ZBqRlINlVNYOzp/8Ah1BQFyPoO5lbxtxslHopKaBZpn7hKLLFusiT57BSjxuMXPj0npZC87RZTw51bcMhhdFW9MKmSZmb6dh+ognxz99YE4rEmGkJGJQSVEysu31h1XIQ/wBnQrj1BQUwq3FuRojLtVSi9Ap9BujfooAsqAu9JwadtBs7dxLR1vp6D8TE/RV4RkGydXozvB68K3kHzIUjNHIJm1G0dmdQAML2YlxOtstvzQrwgARJNqTk0HUJt0UY3wdtyluO1psWcdMNW+42X7p1Pw6qjFa0ZiKuFpIsIcW6SiogidsOrNTX7gqFeTFxzTSUjJmNdSkoIEUTUVA+832/SVYg3V2z69ttbcXfmGKY69hDs7/b+ddK4NOLjcwcQyfMkkoxjHp9HU8RzVya4AQHIQEDB3wP76vzAvFESwadqyqOfRiCdkp8f4dBYONU7JWizgJZoKoMTPtD7n8FF8lMRqbIkco9Zbj9mcWRHR+Rbkqm/KCuWQcYbM2K7Adp8qVcFPg0UliQaNkfJntqTWNk/QEqSYgPPWhj5PtoxFyrv5O4mSKoMXIpp/Ceha74K02K14FRHoz1g7Ikwa7n30feTWmxWttRm0mUQkekGP0MR5xoRx9sSaYSbu7891q5cdYcw85D1zA/dVhKWu5t9d9JamMkQDHV+zL66l7uwsjGVtFuS3rhJLNTCBSIh3hNQ6FwqXCjGQ9zOlujtRBJudPiYhakFGURa+LDJNBw4NGpnIucfEX91WI6Rw9vOAgUroUbKM2wl1lPr0KF/dUzAySNuzcfOzsUDuHm24guUQ4Fz8RPnCn2Kbq4Jk8nLpTeUECpE02guufb/TRG5uOHuxkwwwhmRTNDtCdGfCHOmvp3MqAAxXs9tbhGM1Bugcw8pmZuf1l+UfyqLtG41Ii5k364mM32NpwUvaclHeD9spOL2kbVvFJZdCMQOYGiinVENSdyYXvohRWahDkOUXGbdufiBw+D5/3VACb7moeckEht22iRoe9PUYy1XRg/bKcngmsxc9QWXUVTUzT5wP4FKqO5z3tbiMcMq0UiUxUMuz6rTnU1F4v3g6TSiUFo9BRQ5frB08tFAWNn944Uj9G3zTzhHKDvN3hPATx0Zq3JZzmOaP7pk4d2XpBTs1AT5woJsi5XGIC7i1bizM+QKdRq6apek2/ApVaRFvysrcC8eeKeCgktrcIE5dknxUHVluz0ROSr9tBvUH5GyCB1FkD6i6j6+H+hV2ZKffXNmDFnfRSXnFGJ1DMHibUzZQw5h1evXVlax9wUFA3nDNZi7rlh3DkFX0ir9Ra55aDppp0D29GDAXOiN6y6rRJoTq00lNRj/h08xVhJV7ibKrxJjKvFHKe2mA8/cprIYfTbZiedu+QBqcVCBtKG1rVC+Cx7wul7iVpjMOIovBLJ/IOkSEU/Tqpng7HzWFWJYW9c7VkKUwnoTUMGsp/6s9RbkmJeCrQqjaOY+al1NXSOjgcVA/EqaWxZsK+l4cl4sJGJXj3G8g5SU1Fot5jLZjSYxriYZjKgKsimAq9LHkbk+EtE2I93PYKUgMN7Lct4km1tPHiifVmJVMYxTp7xvd5dUAycBGtUyIA50fB4quWIsIL28n2LVkWH+Xkmx+gO8+9zdXzUQsF3h1aUvbxYyRiGT13t59OI30qKfiVVHlD2tb8C3tsIy3XhDJJmI8dMgU5E/noNdTuMeFbGHYu3x2MeI9SQecg/Ieuh3GKFrw9lRs3PTDR+V0ifQVujrKsf7OgpizbnxRtvZdW5IGviDR6vaFIxyJf+etXce6xAfyt+YoGfNxjiETCPbJaD7NHthXVYa9priMwa2gWedJcppInICAa/aVBGinF73tO36aZXY2U0VI2TVFTQRzt9X/JQYviZcWHxWxSiFx2W8Dcj3JE+dP5P4KjZzFu17/u+BSueCELcQ4KunYDnr/goYx0aIMJ6IjYtxrhwQIqwj0x5BUoycXVh/ifDMLIXglLScqAQrZ4pp2BX0+uqDIIKNxamLka2hGxMSEYlttD56Dufs+WtLVuTGXCBuaIkrTGTZ9iaagKG0foOSoxlbVx+T/iE0uOZR86Q+ehRVqrmBwq0Lox4BaJjLns9BRaJF6DSVScpgBkPgqRXb6Om8ZJcEJ64/MU4I/5PiV0skNn7QtTtqFeYTMJmx8UAE0K9ZnPG7fPuD6tNWbf+GbPEpoymoy4kmUoyABbu2xiG0fdyVz5iY/vmaFW3L7BNdG31DgWRTS0f3+0rKJHDKwmluuY6WuqOEziTarmjmyvrVT7vLVq25BtblwwO9smGiYqfdkEDKojxTMn8VQsThnddy4URari7A6WgUrmPdD7NPT3KbYCjDWAxeSMrPmcPJdTaTbJJ56zEU8FA1t7E/wCibZa2V7PkZG42KuhZZkHIto8dQ2KmIVwYuW3IRdv2+LCEjwK4eqOD84HJUpiMwv2xL0Jd7F6CVuP5Um4mkGs+RvtE6nMV30pCy9yytuWw7mbem49NFY5Q0ESPo7QCnga4OWG4uKyIuec4hzDuOZpiuaNIp1epP2dLLXHZOLbuXstCKawpyND9EdPOBxUJ9nQThNfEzhDDGY3HAu3ENJaFm5gLpOkbLsAaYTFqNrwiZC/yze1tCcUmgJ5Dr+HcpoJrbnp7E503wjuyXj4iMYNiAcWIkAzwyfh1V7dFp37hfIuG+E7x/IQypetTUTTXMmb11Wtw2VPNsPmVyEt5NdkqmVx5wQHr0/6yiNPGU0Vh9H2da7ZdFc5CAvICrrUHUbmJWhhhDKYjNY6QlrWtNF+KKpxkXezrOp7y0d2VivhlHmkbjXjXbG5pBXJykmnr4/JVswDNlY9pCrDCknHNEOku0x9eYdZVM4dxNgmO9xHf7SccrLGBom4b8iNAZpY2N1TA7Us24Bhik1HkNjgX91aStv2NigYZOJWaOGwhrVSbhoUBf8SiO67qYWwxJcL+USPAOOQGyaZDgP6Q/fQTgdcltzeLl3PYlv0Nu5boqNgBPQH8lAeYW2C0sJkm1YLKuAVHUsY9OrQTeFv681F222iqsgdub4iaOFFqLhM6ZPn7tMLXBV3ddxMMtsEFk9Z/6xOsQk1QXXANpPLR21EX3h8leVsKQTx4o2ScKJnOcneo9BFNJFNP4KVRToKKjvJlw5Z8rxOUfCPjOto/wVZNnWnA2PAEg4FoKbEqm4I+kOdSixUmkKYrF1DRmkCvU9HXDopu7dopHMr7PLVr/dWzkhViZCmBqabDdPW38Bsyf2hTDXzhmdB5Z8ql3DOVNP8AbTFLsH4qPlcOplTFh7aaLVddVB2cTiQvsdXfq74Xyd4ZvPtn8o4FRpsDuNw+3q2uamjV43SIs4QUI3cJgUFThylo5Y2TIIXWxta4Ch9daGGK6zkUOp3TaqJsPpi0YfD29oOSWzl0nZzs03XcDbHw1VDW6LgSm2csV+s5cMf2UVufbrpBaeI7aFgsMULcuqEMyutAn1XZ7ihNXeqAwuvJeKmQgIAwM0pw5ElVHCn7Mb7QKnUHMg6uKKvTFmQRTadE3ItEUy9aT9JKrC5HrR9dh5gIk0ayeLA4TRTAQ5M/BW4LZxXwnlLalm54e713K0yB+LkdB1Dp+HVSdnxSuE92QNxXcmSQYS6R03WYbnRz0wxGviaxXnYaEtWPWL0EoHS8B1D/ABUg1hL0kLjCFvIzpWNT5ztFHHptHwUw10q1j7WuCJB63btXbR2GZViJkADp/dwpa1mcfDMU4iIZi1YpioJCVS0UyGEXl2FpmfrRRWmaX1rsc/DQJAYyYjdIaRoSiaqiixQEFG+s4BnRuustg62ZwL/fQ9d8UjNxgsQeumJxOQ2pqfQpRM0ExmiIm0ZqJgKmimSrJPVuJ665sJt49qxZ7hjqmVMnkJs+ym6JETp7yZ9ZQHI+vjTl4CptZVC8urLPOmDkgJIZEKoIGDIEyeugi54WkYQr1uipm3AdsiBPFVDxlz4wsnruTQZywtTLnOqko11ED5M6sW9Wk0hHzkeCzsWJmQKIm3M1UzfrCozDrFS3IjDiMbyck6O+SA5BKKZxOc+fDnoBq8L5jcUGyNtvo7zLMor9Q5XPyj8aZ6ZYiPG8VhixtVoixbuG7rdzaP8Ae3B8ZjVbdn2U0jVFb0lWCJJN1rMs2IGsuj31XFw4MC4jJe8YydRBJRNd8gz2PD39urELEYvtJKNbw1+wDWWZIp5JqEDJQKsewrGsu8WyV0R6qqAOU9hdikrxIHz1Stt4fuZ62HFwRki0dqsiZuWZuBwryzn8jYc7EXYZJc8Q5EyYlzy1l8adQLHxtw/h7OsFVW21FBJ0wu+kuqB9A/JVX2lNXph+4JPR6riNB8loBUyeoqpfdVmX1b0RdrZtf1munL2P6WTzhHrCOSXGrumSQM7CktuSalUbuUOpJl6McurUJQctxOI2IEcorKgoL4Hyvt0tZdfyUfXDih5lSB04s/oN0rhtu1lA0JiSm+FUqaxbykcPLrIz2FHO4i5dBypqf++rclGRLj6aZz5qmYxco6VC6TigcPR1YA7qvcYXCNurGLjFyyokVboI6T57lPJWXkLiwUm5KSaqiuDUE1WLoNGg/wAZaCVLgupVq+av8P8AN2Vvkg6SadhieKnrG/bzi2sSpiNGoLWpJDtKpbOhbRQRlrsLRn8PVbXj3AKyyCZHwiqnzky9IVM1T7iybEl1kDNZ57qudHJsXPkBdP46ibotSFGfaSFkybIGz2TIm2cth0dHIZLrCHoRvOyLlw6LHTiz/Yci9N0XQPAvzhQW7hTEDZKz2MeXSnIyiiYgEekfu/wVtfTi3Vrdjrhk0VoOXYqmBukuooXNTPx1DYZYgxM04ShriYA0uBU/VPtvq1z1M2jdn0rvkbHvizGizpJQ2lXb7hCeI9QDJwuR+zhFzP0GiquhdRMeahrE+NudG5ErxtU7JNyybmIqmcPTlqfeW1rnhQkzsyR6qaacaRQdGg1QCF5TsTezWwJuHRWfKKZdNQPyHQ+0oKqa2elcURLXVdZRg0tzcSBJLt+0pGLgYxe0UntuSQN5yPFZdJJXvuCfLXSuw3ldyOdNCnS8RD+jNQbflixRiNZdhB9Jfxi+4VNsptchK6AKxDGUL5OjI9xhuyAKlInuBzk11WzS/wB0+s4LKcwTJy2OYBR2y6TlU+LOl8TsQX90irEoLqhClU3ujnJzJnquyCZMAWTOJTB2ZdtYCeNjxbTAaJPzUuKv1ZQB7lEsKbRiCrGXpcy7iPbKbim4qY5HB6rITmEdQmER7e2vVF1FFRUUMJjiOYiI9tQDC6YdgwuaQQtlyYStV9aBFOJjlrVpezst/s7sdNkVVCnICqZQ5T5UOREmdhOoSejWKamsS55avupzPGi15pVxGJKFYKraiI+Iny1cFpXfcuGdy3Zuqxz0qT1qRNRwlyA3U/TUT5iufB27Im5lEE3jMVMyinxIcPgoO2oUtpOxUESy6bwu0T40KJHWIlw3HY30PcIdLUR29pTxgUlQIOUvKdcXfLzrJ0u0O/UMoroHsKNT1m3le03dkCy31pU7JxrQbqeP46GIxN5LP0UY5o7cSJVCkSQIlwEvz1Ykvd0M0xCtpzI239G3ECfaftmqWWr56Cd8pOYmmV322+dsEVY1smB0UlOcp1PaUwu60bNmbdk77hXKwNHSQOBaJpfsx/aUTYtM4jEPC4bpgjb7tgO+KQDzkJ49ZKoONn5CPh3kW3XWK2djpXIBuQyfw5UE02Z3PZryOk4d6Gt+nuoKM+cpfkGk1sQLlMpKmeuTEcPybbgyYaDl+6ihktb0O1h7osaSfOJVpzu4V2G4CZPFppDFp7CXqgF3QrZBi4T6mQa9w2f2mmgsjyYp2QfQkjFud/6lsKJ7vj16/wDcq486ovyXZ13KO5hvIrbiiTRsRDIuXIQT9v8APV5caDm3FBx9DccBuHPeSUUKfaTcc/cJr/RQxfd4NbouV0+jIwyILtNOQjqMBw9pVnY3jbrC5UXyzJq7kHKZSOE3CfIcv66Es7JuN6jMXDHhakWyalSSSj+c7w+qsWY2tZmIGI8C7mAl1nZUOCaTxVTrv0U/sFrhsfpFqYpN14R/HKHKks1AxROPuUp1ZWKULYz4I+CZu3cQs5MY/SOUxP0VZOJ2EMDd0ehNQZuhyrtffVcCOoixT1IjcHRsg1oXZYKE3Hgi8fm2VnegmtEyfKbrKDMRLMu6wxg0Ub5VUtsXW21WKvmm3P8A1dMmuAdyaZ46o/sDfcZiA8rqiXDmwLvbQMSZWPSnrelR+vMFhzFuIeItBO3DJlveFPZlyOEH1wxCpHqIp8nTQ01Y1rPsNVoqMiChbKKaSfI3WUT1oH9pVXvrrsFxjlBl82Pod41A7BYeUm2f0adAWJFgMrVxUFhPOnHmJ6sRUJEqfACG9JQdAYm3HC20CcLOWs2cQUuGhw+IBejkL+6qyuWau2/MIX8XaNtC2tlm6LtbIZdIImajyxLUi4KHXtsJVW8IuZPtlzHcI1J8dQ9nXc5wjensq9FRQhxWOLBy1DXtkrBEYWS+FMpbUYzu5mmhc0fmx3HSh9f4ZqHXuFhkcPrkegu4WXjZA4pJB6TL2YhRbBt4gmKrrEWXLDhbcuQVGy6oc5NHtNv46mVsbop/i3FwNvlQdQ8gCbddwJe0/voAWwy3vbkStIS1sv7mtWXYZdFWc6zpD8dQ+HtwWrbid6MLrsmaGJmSj0UE0h+rj6qtFvev0AuY8Fed2LvCLJqHDojXWRsQaILPUnG4nnGtzp35ZYpKCYFEA30/kpopMLHt8uDn08tu9HzFwzNrVYiv1mrP5K6CtaTjsQ8HGhVQI8UexvR3A5dYmfuZ1DWHhnh09cr3OdmYpZgd9u0cDw/q9umt4glh7dLGbsWDFWHTUUTmY5o3UyAv2lBDWpZWMltwJ7d86tHcArmhti4+sIpfJQFhzGXZbkg9m4mMGX8wyByKtTBrORH5a6Pkb2tKQjMy3AxbKuUOrIqfSOQ+uqpZ3Hbsi8ZmZ3BLsZyIHo6yrNHWg5J81EJO88SY25kYBRzGyMamrNIbiThLToq17vWcwdvSklynK3bKLgmPZXO2Ot1S14GjGMFa8uDxo4IonIadBVD01chiljS8UtqTcDDKxiOS5FE1CEdUqxVbLSIuXDBzM3fLLrS84msdoGnkb5ejApaA8H8MZbEeyZAqd5Ks1o97sdB0ZFH8SnUJM3ph42irQm7TeSK7VY4tzAGZToD8H3Urb9xXrhRMXHcUtZztKPmBKqUoB1aZx7n76YNWsDj7Y0Ypa8NtPWQpidVIiaC2kn8dCuEWFcxebeVnVnisSaLUEqYA35lFvhq1oe5Xdi220vW7ptw/fzSgqgCKe90YnhKNNsAb8QayE/Dzsmm3JJufOUcqIaCGE/fqxU09iTiA1tyXsSZWT1qDsO1HCfX6Pgp5ZbmQvdm3wxhRQiojMjl+Kvf1p+kNRlPoWLidjS0RGVKUEyaHApp6DOjkq3G+GltRaHR4aLJHKgfWC6AZHN91BTxMCG0wLpNlfYvolgKhEw0COg/5VP4WWn9DMS5sEEd9qDJBPcT+Lx17hNdKcliZLx0Ig7GIBUyrhQe4J+yrVjTRaUi/VRM0F0c/XpkHmrBLgIdETVU6s/gophkUWgKLAj1rgE94+jvUIICm+k27bbE6euj9LJFDq/RgSpc6ReKKJiTqtf6a8ZOk1HnRhSUA5Kh39xv0UVFUmiSm33OfvVEw90zMjfKbBSEBOK6Nunea/H8FAeGy451HL7aedLgqmoJ+NR865QZM1ll1NBC85j1rDJ4ptpcK1ZpqCluKclNmrpB6gio3U3U1+JDB66Sui4mVswLqUk1k2rZEveP76xqWBNMHKjgG6CayhNB1NvnPSKwAKWsQDlphbD8klBN5YDlFJ0TWQ4DTSPlzy5nKbZuqQiK2jWfxffTdaELuwdsGdUcPyW4kD1Qp1D9HUULvHrj+5IW4bGnjt3pPN7lQg5JifVyHr6GKLEbo5qDkFUl5SViKXzApyUI33ZaPDMwqH0629dew5sgrdum/m+bFfzk6aE2U26i/MQvyBXt3XRMXOlD2zONmUb5qHo4qAloOT9dR1szlyWU7TlIvdaaxyJrJ36Yyrl5LuJCcdkHcXW1rnAvDWf1VgLZZhFWjfkSLW5VHMcdIhTOmZRBQCD3uFWVaM/Zt8vmVhsbdfpJNUz9Gkel6FyfNQHbrGzZ2zUG8pcpIuSYpH6Mc6eRNY+AxqDbSnpS3LqTk4hYVXKamrMpe2r0H1zSM3hvcc5ZUPm4RkRIdsqqGtbm8VE+A1lyTucdSjxkdtIsHGbgHCffKel7zv9jcVtDdY4WrqqbO157Vz0IKfLQVgI8uCSxSaindCrIzgguHi5leCxCezqB1wQDol7K8IodQ1Q0BeUJcO+EE9B6ZA2lQgE7v76lknPf3E9FBo75ExP2/dUe7I43SKN0yH/VTmQXFMqRkg3AHtocxJuV7btsA7jI3p8o4U2WqCZOz9dA2lTwMs1esJx2yZmUA7dNPpOg+Z65+vAq1rWmrZUlaiIB07WlNZd8n51LMrKl32ILK4rijTSCbmQzkGTcfQVd2I42ulY0uwmhKs3TbGOi3Hv6/Z6KCKtW4SR1sRrSafsuikZFTB+dzmK1MriXlIuDYfRyKd3FGkA/SQJ4654hEZhmLWbjGSkkZkO4duqgJyIl8FXzhBfl5Xgg9dOLaAI7SKBHTNPSRM9BVsBC3G5dHuu1tm3GIuujOwFXQm1/VuVN3zILvMPF2jy3ATWZp5Jvy86Kn2hk6nmNpp3taZWaq8lD7j1XpDfb5FjE9pVWW7J3ZappdWGUO+h0HBmjtJVPWgf8AWSgLrMveA/oKlrOXXNFPhTMKZg/5x7SinAbEuCWg/Md1vkkpFryMlXHjL9nrrfDh9hPcVtrW+o1Bi5klNx0g6DRtn/ANQbitg06jDJPrQaOpOO0a1xKOs5KCyMZv6KFTA/u1wqvJCgHRyNVM9ZaZSuHaEfDEnMMnUhGO+igsmVNbWRxQjYmF9xvLJlFZaPRZoKaBbi7Hr0yJ97TTy1Z28oC7FGFoAtc8I4TyadI7hP46Cfe4q31BO2TuatRXzMdsUrggBz6w76lJ4xAxupzYjFd4qCEw8KpkIcyBD0VTkNcF8QrObj5FSFfsUVm6zNtoXIotUbhlcltXfCxxbz6CFyQiigFTENs5NHYag8xItu3LRgCRkda3TYtbnfiksbfT2/RuC0ydWFbV3YdKR9v3g9lDtXIKJFdrahb/ACULExcCai3cFIsAWms1EmDpMnfBQf8AQqtShLWvLjrUFGUQdpr6yjyclWLTk7INa7yHj7iBk9ZSKoN0pNLkctz+z6yjm42gQGM1pzS7jqJFoaNUFVXn16Or1VznJXbdNxn1vZR27UQclVQT/Eo3xAxL+m1pMGaSINJGOcEXUIcec5i+0JQXzf1vNLggk2dwGW1NDi4ScNlNKpDUKWe7j72sR2VV66SmkBUYmciT62h7qjiTDsliO7yt+Rczj8ARcO2joBDo5PFQUxu6SmMRFLit2N80N3jYN1JRLg4H2hvxKgW7aUk9UJJREjqUcRZ0yAudDTvfPUtLLLdCOqkumCSpTkU11HjLklCea2j8pXggXdFTk0VB3maTC0UoqDFSTkTqaCLpD3P110FJYifQwYGNb28At5ZoRTpav/SONBdsDHGWcoyGgN1ASJGN6jD2U7vtwDqbH6n0R0RMCOifjeOoqAXbtZNJy7aEdokHmRMOQG/fWB7IRqbRMrRZqqg5L3hP4s+zKm7yCkGkkrHrpaXCRBOYufhCjO9ro+nzuPfuopvBsmRCtXDlDnHhlxyH91MMQrMk7ZGNdSEim985NwXSOTXq0eqtwBaqCqRSnOXIpu6PvpIM8wqbjI91LKDHtnaG0nxAFVNIU1lSroOehrC3E6XADE4B/bWAis+at6GK5b3FbiM4isHVjumIdL+rqHQPFImeGQWdoqE52Z0/d7j0+s1CEeySHn1baSSU5/xvko5xejbAiHduSMGil0dfi9YgPOBPvqRXttRs4/kgUjDqIPCk30zCOgTfeUalMR3E1KzzJWfjlWciLUgLnW7VvxKWxAhIdg4ZuYi42spFugzQTKp1rUv2Z6eNYaPksPHtwi7fS0g0V6PsiPoEfiqgqslM2K4klrdm2T5u4agk6OiYp+Q3eBROoh4duVr5ghnDF4lIJJKqqqpF1preIu5ULBJxQSbMJBwskzU/aQIPqq47tw1t2Yt2PuXDls4fIF9M1UDnUqAA4cPiNcRWT6Yl/NZUVOsUTDky+H+Kjt66tPE2+V4xrbyhFhT2unNdKYD8+mg0tnTN5BcUxEtgQWi8tUWIdcmT5aiH7eOjoiIm4ecMeRzADt0+RVHRQW/gJbatq4j3NEC7Tc7DUhSHL4ueryzqv8NJ2z52YKMIsLqTbxpCPnCienWOurB/dQc8Y5Qju4cQCRjNwAKqLoItyKchEerqBsjBeWuWPfOlJds1BkdRHT39Rifv9dPPKJhbiVvCRnW6S3mpPY6zPuG2yUOWniDdMZbf0ZgG4pndqn1LFLqOfX6qxfBJqktOXw8ZRcLCj9MirZKjzdYBfSVpEDiy5sZ7CthkPMkapuK/h/FzUjAWBdStxvGtrLLGnocNThAimk4/Hoq/MFbgZEtc0dcIlZTbdwdCSSVHQZQKkPPJgl/O+FpCncbzhi4MgqAq8/yVP3mwlm8lGzsQKyiDFT6yySU0ay1UN4xzeyX39IuE8mk4j97bkWiKusgUaxnlB4dLxIruVpFg40ZmbKNNeo3yH91ZREXNaWHN5X6wRd9PaS0umdXk6vIU6td5a9uEtc0I5ZlcMiJCU3STgppDLtzPVB33A3LeR2OKMuAt7U0biTZBzk6QbfFW1hW/HXq1uGOtfEOUKydKEDosibI4k/nrQTYWYcObfh3ziPmVtb8ooFcNxz2y/JTy4rfVioRJjiBcaDtJXUg2kHCeZya6kbCmE7Tfp4dTsGtHJegipNRTWi5Ggy6GxILFNsnik6fXBGSCZxbpopiLdFTX1fJQQF3LQ8e6tWPvGMl38BGpn3XSCWgjgns6mAuHDJzZEo4w/t87GYjjAq0VVR16P85Ui78oCLCKJbB8P1EmgJiVsVyblOXwUhgRi9b7dQ1nXFbxWjp0qYgKJJJ6T/hnrMBVK2fdWJWG6kncUZHxdyKtQTKqlyKKk/EqLwcsG6bYavE3kurA/XyAqgZcoEVJp91GF+yjgbEuSYXMtADDiARrnPI6p/CGmoDDTCk1zJx914iTUnIzRtLhskCukhSffQB9yY3StsYrOUTRKMhAMVdtMmXD+sTPV+xmIFkXO0ZSkbOsSmMHFEVCkP8A5yoi87LtS42AxEtb7YqaftW6ek5f46Z2dg7hWxi01WMaoor2dIcDkbVSiq/KFs6y2QPZuOm2aar5YgKMim15KH9p8lW/GwCkNbqbW1G7BuKzVMhHKbcD8+36RShZ35Pliu05QVnMiZw5U1gru9393roSZz0zgJeMjaYsZK5Y98BF4tPcETVosq5zXjEQUZKPyldu2D0h3JGaXfb1viwzn7ks1GdsuULGyLA/SC5d1cvw0OQ1yYzYjLLqQsREQMQYvR1TyCZ9Ry/ooMw/k78t1OfwraQjSYfR6oqJqKuNPKf7OsiE5b2KTe4rxsrdcAxkCqKtZVuuHIJ9ujBVter66p+Dl+jyNqSYKbDrlHo59HBMKGLxsWNmLEQC8/NNv3cP7Io16vM/hLQKeFxgsF7bkeecaMCkE4ou1nfUH/DNRbfyc0JuPxYf23PmTGOaN1E1AeiGwmbw+kq28arTt2dsBSPTXbRLRg5IuKzRMvKH51zljFaL5ndIyi96RE68fKk3k2SvMG57qL8ULsG1LSNhpa0ek46I1TNLP1uIiftyLVsGRMCMO5mBRkLakZdm5y1kemX8dVbicXGKxkkk5K5HjiPVU20l27jNMQ+Gp3ETFpC6bLhoGyunNpw5yFdpopaAEQqvLiNiJEOkJCRcvnIMlc0zqq75AP8ApqWnNn3xfUCg7t2FiBBeVU3yZtuu1fJU5hzesjat7yCt4MniTt/pTPuIc2dR1xXpiYnLQV63EkBVSph0ByoiVMjggf1dOINdzi1iAtLymbRsinvuCJhylEKqsdS4RSLmX6YZ8jwarbaZ/iqwJUVQZbQJphr+KhvBePZNrHYuEQcqKOy9IOc6fWGqeuNNz7LwVCKCJxnJdAHaHLbPr5PFTawpyIkZJ5ER7oirxryvEidhabCDgZ2Sk7ml+gxBk+jpJqKaCqDW1g2XcljQ7tvBt4x5vvVHCiqnKfQp3K1ixGiagaNygXyi7lCBwgmXO1uC5J0NPMcsjno6LIpqKAkuLdNXLiSgLHpeDa4Xyzm4GKb5uVPJuib1rj3B/wBdAG+SPMvZawFWjwcvNKvRinzz01C+WPPGNbkbaTUpl3j5fpGkpNRtJKkPJNalYYROXY5AVy9MZVTc9GQiedQNjDO4meUqrd8AoCUDDqaOkCGZNKZPRk/XlVqP/Jqw7kTQsdcUhIT7RUN1Pzcqppb6PtNFX8iklFNNhAOQtSCaKaCmvPh2U2ebKpTgGQj91cwPyL8qiuZh6uqs8oGXloLCKR2FttZ05KhrT5dKB/VVkOWQFdiURyBMNY66qryoV27/AAYB6xXKKXTUzbhFO/XQc1Nl4xe1Fenvnaz1P9jQ9mQvjpw0QcIW48WEhVopwOvUKnEFieqoOScNlwbbDVNudNApFdPjMHipgAiJstQ6fdnWeKWswhbLtw8Uvdse8ewk42I4bqNVudL7SkMS2jS3pQZGw1kTQMiltpOSBzp/EUTUOO4ByNpqyCBunskdHOK3O3/hptE+enNvni01w80boLqJ7ncoCO38SpJGCJbc+qL22join0QOU2fv18RoBMidMxnCepNEVDkA4cOFdTy4WDYuGbGQbx0Q5UVQ+rdVviudQKphvbT27LRkriKsrkzcJkSZgl3zZ9ZW6La8nZeEgmDWK6Oszl5Bom6Ooqn6YvyVcqu2KW2fv0LSjaDburdlHrfoizZAE0FA9jw9HRKqIKo7oDwP6y0SSK5bpHUaLCBDE7M6D8Sbp+iMUV20YupBzv8AIQieunsvAnnZhN3IpCCjM6Z2qyZ9Oafz0ROCGIU5ygUQ0d0QoKHvCJnRflvaFuQYhpM6emg4U/ZakLfw7cJKnkpKXb3I3TL9Rdb/AATP81eYnPmYg9hTvGq7N43MRBuXnMmv9pVZ4U2s5uhg7j0b3SjSHHI7Mwn56C7sMjPYuHIwBZhJullR3St9JdBKr6KxKcWLirLRwslWduu3HWsvAj+MSlWdpzOE08hcyzNtPxxCZODtx2zI/iU/8oaEhJGCVuUiCyMiVJASHOnyHLl3K6ArdTr51i3E2tGyQIR67AzkE9r0mr0ZqCcVkL/sFrLNGybJxBzyv7Uk0zP/AFdDhbnCcwxbeb0Oj3Lbgk+uJJ9Yo2/9lG7i8r0tCIiJZ0++nVtyaXE6oZnKf1lrAJWxJxrnC+dQu+NbgeODYZukU9C+v7OiXDp3F2pCs2TX6Qnm5GP6ScSJiugmf1F26iritxKzXbu7XUak8tx6QhugCJtQbn2lW/hZdUNckEo4gk3KJGptg4KBQVzhJiDd94YhLxkwLQEOjnKokZPZ4UVpWlOWdbr1G2HAKLGe77QjhPuFU8FQdz2XC3LfEu4jpwWV0dHTXbJJhoBM3up9ZlyyN5i8si7UHEVcbJPcBZLk3SEoK2BS7sK8QUH0qKztq/cGUOkmOkix6f462pJolSxBiIpWIK7T3JFMFPQqHqfxxlrWko9eFcBJNZGKEh2b1VPkEwV5jXcsLceCjRS3pwVjInRCQRTDRucntP46gc2FOpuAoBxA3bnnThJ46EDgKwj+Y02HiAV4IZDwoJSFl3kULjou39YSFI4nLnwGrAwRty2Lmu36PP27hY6xTiDtJTQRPlqFwolIppcfQLhQaKsH6XR11HCBT7PwGJWgjcGHd8ukIN8qg+QV2UlE/bEN3BqxbSyV4W/KRyyEsxeOGe41WaKn0JvEPZ/1lEOHM/ZF5t2bB5DFh5CBVOom2zyIWqsxCGZjxiWl03W8lWTxLpIrI/8ANlvdRNceE9ow9murxd3c7AzpsC7bLlFc509e3UDdVm4v26LyO12mrRoomILlU7dFHEKMUW1VpYxQt5wBTBuKK6TjVZWnfNu2BDxS8WVaVWdtNMiQDcEz/wC2hHEW5S3gqu+81OGhFFEyNDgpyafnrpoErhSFKVeGBx0vNXM6nx1D0anw8uMlgDeCgIpRQnyJmfnP+6grjnWAzLFXW3sppPAwVVhOka01AT1E1E+OlpO5X17yu7cMqk1UKlttjghyE/DqVtS95NHDWatd8xXdxinIiqUODYw9tV0qkoDQimrqs+AUbjxJYyC5hFMquke3Kn8Q62XgvejILGDhpWLqL/ZTRXoeZNGeWjm/XTcoqAUNIj99DEi6ZBsi+REFEtzNRMO8Sjq32Nl3Xba8ekl5qm2bQ7npSy2vpBi+Cq7TOVQxQDMD5c3z1ochCGLlnkI8fuoJ5urIlh0XCMZ1DRU4KOxS5FNzwnpaMfRaDSQetJJ5HyYN9KSJCcixh74DWhPpE+BrbCj5ZJqsoGwisppQz8HGp9hGMn8UnYbWAWRu1N917k6nLoL36hj2xpeyl2Ixl6wSeZAzSkG3Kpn8/vqTsS8MQYu3zR9pNw6AV/oK52tejX2FonCMbXF5rtMtqMGa8gxOHS0+fYWT8WolB7CFvGzJp9ZSzLrJdRNqg4zOBSHz5FCUEpbN1Xladxjc8w33yz6h0VuHiTNxqHLM2vEXnNN5SD6XCvh9aWR08x7yfwUgLW4xjV2y80B5WBedTFjzqqHUHrDl7ddOpCflZzEON+nkc1YnbpA0OK7bQT9R6CzMGWUHF4k3MytZ6k/iRbILt3BA1CT8PXVxZjVQYI2u3ty+ZfoMtGyLR0yKKfRlNWg258FXBkNBzb5QIy39IUkyB6snEKM0F1Ek+4Qvc/xEqzsJ7hhXuHsc5aNW0f0DqFTCUvL825Vb+UbOrxV7umSCKY9OiyoLHN26dZ+yqvaylyBaKsagDwsFua1xSTHQc3zmotZN5XMwjL7nJuwpwQfbZN0U+4p9pt01Sw3vK9rRVxJQl05Vw4VU3mwDpcHAnbXsph5CsLEg78g3D6WRHQDxqCXED+KiSwcZrftIWUIxar+axV64Mv2f/wCpULFRpCGb4UoMsPY5j55l0do8eI5qAPo1DmToUd4ApI2R5wfTuzLptN1RLbT6OQ32eurMbRFjv3COLcG+6GDUhukHTT5DF+clSGJtzWrG2Mg4uAyryJmh2AM2HsTogFW1iDeVq2qhYFx4fu5ZyVpk0MmHBREe7QnI2xadsIpTN0MzMRdCUejMhUDZNVqTOHzy4MPoFnad2KtgjFNxmoooocTk+HOpa8oG3bpw4kgunJJVmx1nXT75VE/aVmgaxfcDcVj2QaNav14k8gi4VXTDQdIm3RtO3chB3EwZTQMCQzgoKMnIgAjl89c5Kvcc5W0Y+JYRUwnDItBIXo6WneJ8R6b4UwdtXUZ5B4hzEyyesSfViD4E61awsV8TrGvI60JbtuOpyTIOiPcopaC66rwtsXFLYhsEJlt9DJtTQoiLtLbTUW9nVmWXbNwYOneSsJBtp+HVT3TywqaTgT4durTvGEg8WrD3lHAAq4S3GznP0B/dRDm3FKwcYXEsuSeUXl8vrHULZofyhVx+TpdvnKCRtSfcLMLjjOrKm5T0dKQ91UXZP9L1uXM7Y2sMo9dNnGwsJudI4fx1fkphncd92jFTtxOPM95s/RqJcCCGrxUFqLuUuKWW59xKqWKuaVncWFEW6Ei0h2AmaOE/ZaqEC4w3a3v5GxISKjjSIL9EFw8Pr3D0TWFEYoRMPO9OiGiqr96o6FXc59VYHl3K3zFys5KRMs8doJuUDt2fR/Buc6ZKIHaTcb/t+7niwecRAI3IyfITWmf/AE6mZi7oq24QVZduqq4MmQDpoJ989DWMMcliQsysKEeebZlqXzwB+w5eGeVEDxSSQRkiMVtSRj90Sj21X+KdtPm12xOIVssRVkIxTOSTBTT0ptVfQOPM9bMmlEYj2iu4cMx2jukC6D6CeL56tFxjXh0e0HktHzLVcybcx02GWlU5/dootSeJt9KY0yUFb1qQDhvPsFjqidVQeOmrVW8045YetoWccgzm41dRN42bqc5V0+T+Sg6wX7VQ0rjw3jFQfFE6akQ1PkKZPjyogUhIS/bMNe2GWqAupRURO5AdB9XjTUrRX2IWG2xDKxNsWIqMk3UKJpJM4ibq/hqvIV47K+C75pm4lRjXRAlWagekJ7Pcq4LJtTEAIRtfc1fij6OaKi6MyFbIV9vtodxMxFw/kzLXhZL6ViblWEgO45Vpmg8H8TwUADc81a9xYioOoVmvZaQh1gD8fxclNGsmLV5NQ8jcYiWQEhHDoie9ye05ak7gJiLfZyza1n5ebUyCoojH7e4T/wCZTcthXHd1/HinrFKCknzfpTZupyFFOqjC9rXFHvptSHul/ITluNuVkoopo2PxNFH+EloAhiqA2jcDeWt0yoEfgmpq0Eqo5CyXEDIO4m4nQwUijwTIoTWRX+Io8P7KvPyHWQMbmu5JUEnYJtkCbifMSjXVhUQRQBFBLbBPsKSomUWSSWUFVXuEp4q+BP2tCeINxRttQjuekkQFu0T1ABB6wRqHOqdxhOfFzEaBw6tiVS2WZFXz152bIhxq/wCGK9QhGbOQVIs4RQAp1S+KqC8lRBWUlrkxJWYpJBLuBaNiE8Hx1alxzssxm0WUQePBRTn2HY+mL8laxOP4SKfgoKpBBT4yD1lUF5Yk2u1taFtBBzuA9cgqtrHrDaOCdXy+embMTPTtt0UyCbQQ3b91cwRMmwxc8o6MQk4N0g3SSEBQVHiTbHXn/ZRq4rHsQ0Naje0EQEGZykM5U+PcDnqyLat2EtKFGHgGCbNoPOKSPadSpVQpUCgBQyAAyCoaVf5LbaXOesaTmH6qZSpkLkBzdo0xQMrrE+vIM+bL3Vsk6bOh6OooQVy5joqoMcbulPODXDm1MxlZdPrVQU06C/Z10D+TxLt6VRuZuxAQaxqIprvVFOVQ5+Tbrm3EK5jP7FtW3mWpNm2ROKhNffU1dtPEmzmIwSuVF0AgurPIIGEfkIehG65gJCMhGO0kmMe12cyevMwm/wBtBCKnKq5E+nR91JmJ3xyyD315wMbPPjShDakjAYaB43F2hGqOkV9LdUdpQufEwe7KnEC5eN3igtEkxEW4gcig8pi+6tmEYiaJ85O3gAyByCRkgHn0/FlWXAWFJKZQBljNDEABFUebP11YcQUos1jX6Wk7gAEu2nkJyBRDYF0yFrYkMpGSAU0HKheltu6Q6Z/kqOw+kpgThb0bNt4prJrgmoLkOUnz0T40YYTVpnhpFOWCfSksikeELwA4dhKDp4q7J8B492x3AFPMuupkEgTjNpJNMmgnISqIw9xgvd5cLe1Jm1AkXKIA3XFNLS4IT56te7LgcQMaZ8WFfSCJe3ohNagVom9pwdLifnqOllXSaO4mkmKY8gkPS8TIpSzFu6SBykK5CH2z+kJW6oHMmcmnmJ3QrmBNnbsbGPXyqEWkh5wDnUEM8qoCOw/utviA9fwcIZVGNeHUId3yEP8ABXTzR0q6Yjuo7aocgVFuxdkhl03ivRTgTc1p+ugqq2sVkwkkrcuaBVaKOXGw4FU/ISjKduS23KssxI9aSaDFIx37fo/h/DoAvicg78s12ygWDmQm2glOOTfnImT++meHF5C355KMi4RBIOiv1Rac7gynxUERF3lh6xu2Mfx0G4YxJmqzWQT7+5rq78PoNvabZpDNFlHsY8+stlFeO3uez0UBEtuMk7fuOwGrUrJxn0+PeKByOCfqo7s1ecGxWsdNpJFkYs4FTOgGesifcoK0xHisTTIXFGA4GUt0V9ae4oU5w5u6WoJpHTmGN/RMf5wcMIuTBFRVXwH4c9dAIPmKzdo9Mv0QXI8Uh8Z6qDHSEvycSdvUHCElCtFN7o6Yp7rUPjoDHFCNeRGHzG74pyVw9iVyKC6KtrOoj7SgO+LrNiHdUE/w4j5JpOtkdt05Dl4/BUl5MttOJuz5gJCYXGOcn6OLMg55fiUNzjeawkv41tQ9wLs4uQTKYVsi69FAbYZg6uGTdw2JWyeQiPRt1U0w39fj+ehq+rHjblt647oss/Rm8aqZN2wL3Tgn4wpfFmZaXdhpH3rFN3iUmxd9HWcgnoMYnvpfAmzLjNByU3DSUW/ZS8UugdrqNrIro+CrHOwgA9g0oUpeUdVbOEFmyyqapMjFMICFIgHABGtwPoVdshJIrvG/SEEzgJ0s8tYe6ulvMWH+INoM1Yt6oeUQblRI6UU+tI6O5rqjIOxH0tY7y6WrlMUmZ9KyPiL99TbSLcWW0t3EOKlkZGOVcaBSz0n1eNM9A6vaxbxhHKVpNN6YaOQ6UmKaevrPH+ioSYuG4JOzou3J1s4BlFrimmoKRtRPw6sCSxiXnZWMeMWLiKNGLdJU0H1JrFDwn/2fvp2+xHUxPtJ7ZraCIxnXi26kREMklCVgrKHsadloJlIRWy8RXOJRIkbmRH5/dTJeZftrYd26C6qTRR31iSgZ6Dh81WQ4XgMM7bfQhG0ueckmBQV0qpigmf8AUFU0zbi6fFbrqbGscxFQKAjum47knEykdygrMmqQNU0ku4RMnyUIZKAOZwovw2bC4vRtCbqpmrlQSL7HjTpqeKbx95jGXACzZoi5zXA/f2s6CbtW5YxjYVxQUkQxnLzaO2BIOJzD3qAlTBykzHL3UdX43inxo+4bdjFI+KeuOiJoCPbo0UGSTdwxeKNnKWk5By7aNNQJuDwqShRRCYTBdiq5Ty0HQJ3jVGFUEg8KXWcrGdi7FY5lswHUNQx4YMnZklQyDPh91EtjGtjzg4NdiDo7NdsciB0TadtfwGH++otBwiWKE6jch18jBrH76mbJBtLkCFlXG2waio9VMTvGKBA5C/fnQE2duFwSbsWjlB9crqWIqgQfTJh3NP8AhrWTb3FAyUw4uKFMhJzjQE2rpPufifz01sa1I+6EJuTiXxWcjGrg4j49T/nJAy5P1UcYrzd1y9tWmWUhOgziD067Vimlq3CUApJXrKDZbAbWg3EMkyVICztLn1nT++pJkpJXWAMXNy75JVx0lgrn1ibkvhpG03mJcJDy1wM4xDzGqqdd00WKXRq/q6hZG4LEVttQzKKeR1xHHcTUTU5CHoCBmWEhX0VdMxJL+dWcgdlMp7evWb46M/KAA/8ARm1fNliy7B27IqZ0oHWJk9mGqqUdRy8zbryfQmwEek63zRYefX8RftKI4iVkXWEM3ZgmFJZoqR8cR59xL4aC0sPGlimvhhLWgciarqIUO6alU1bAAqjw/wBdW1mFc6+SqtB+c3bfo63nwG6p01/ACHJ/566GzP76CkcbBipbEZva8s0IiAtirldFNpMHf5aEsO7lIeJkcOnEepJwjpXc3tzQduWnPlSxwp3ghMA9RUOZsVEyQmyOHf5qqKLWODxJTI48+QlTPpOcPdWKXHgXJzDa739pwNxt0IhUdYgvzgoT8OpW5IyLQ8omKCCQj3LdVIij9NRPWgmPtKB18MZ+SbqztuwrxmxSS3xIuv11TtuXLYcPhK+KmdwjeoEMXMxNWvm+L1VLVi3Rd6NkrHtS57bY/RuTRXTKtH+9Ts6uqysG0py+rEesiyrwY1i4MRiz7+tYeyml5T15zmFcOpIQKSUG1X0JvTcxlz/nV9+TiuCuGjRfzU0jtxRXIiCfFT8Si1SMxx/w4jugIIPU49PnAiaBHBKDrgvm9pOXXTuVRyzQfGIg8IRIUgOXOu1FVXRDCCIpgc6Ygnn6z0DQMlHYo23cFj3pCkRlYtQSLGAvEn2axKIWJEiCMY16MOaHRE02+Xw6ap3ygMOJy6rgjZiyUEwlWpTg8RzImof5vxKBrpiMa8ObfCJYSwu4J2bYSVaDrMj7v0U3WwjxKipZjck7PkBM7gnSHBJFTdJnQPsFlMYErdk42PYoTEGkCjZ40dK5nT+JNP7OvLdvxB/BMcOrYH6JvVHhyPFXa2oifHrOaiR3htiFYE+9ubDM6b9sYCCqxEdZ1c+9y1FYf4fuLtvuekr0h2JEXbURWTa8No//ANSsF1XW4RLYjr6MyLZw9jmxF0VWqnp9v0lIx8m+TYPb5lribvIV9EJrJsdXoTbfZrqnp7DdrZ4RZcOb70SkmqLUWiq2ZFwp3Z3k9zjmFXjLyucyDVNQx2bduInJqP46AzwIsCPRYJ4hXGxSWm5NYXyO5zbJM+r0VcSKu7rJt9tAOEdwIkbK4YSG6WYgSbZTKp5A6b+BQlP2t0S0O5efSVgkzZJOTfWU+5prBF3ouxlcWIGzHzIFNtuaSUV+DR3E60h2sY58oRxcbCfjxK3i+huW+7kcD5dlVRiniDChjFE3lHuk5aOTZKNXCTdfQcadYcWHMT8kOKtqpJNGT5bqGag6zn6znTrdFo3sVLEK2rmh4MW6bxNPNuo4DnUy9VCvk/QWHz6O84R8ADe5Gf1eRTdBrAq/xbdHMjLwlszzK3UY/KTmclCETT7+iqvMFxq4z3pG23cbGHfPAFXZVSyOofT4aeCR8oqFfWnckPf0M2V6AKnRZZq1Dqzl/q6j5zGS2E8OpELHiXMNIKDrR32XUr/aVGQn9OTaw5KMIHSGzsVFBfu1Mzk0+EtCr28b6msEUIrzQQIxAx0378C9f3vs6AyxUd2/dWGllC/cyEFuKkUebCWSZCKJ82qqFuSVaRd7oOYZimLCNV+qisXg4+ZSj8UbrkbERt64rjiW9roAUQU3OvP9mVSj/C5b+kzBKSt5ZJmrIRIKIg7yAFFCB6M1AX4U3tNzNkKTd3CxZ5FPpSST0GInlwrms72/b/nG0m1F46kGLowN3KfsSaqgmL29pBJvGhIKpIuxEpDrqaCcnz10rgdh0DG0FDuF5Fo6fftm2vw+RRM9aB3GPDS+Ju345Ry9Zu1mxc1VPbHoH8l/EqLw6mJmPngW6A+JpMomTiQ5K6aVuG2o12MRIvwSdoJCdPpKmnfIQPjrhS6XqUjeEu+QbJtklnCxikJ2BzVWDsWMxfs+YuWHhIOQF0s7dgTQJMu2qn8sq7XxroTs1ubJo1QIs4D4zVVGDSwt8V7WWyyykUOeiPyn2bgMaboN0hVbSqRQfkKchOWpBHhVN3bF4cPYW1RF07bK9Jcscuu2VC98lV7K3rMludrJnnHr8zFTqTOCaDp/LXWdkQsRdOHFrXHDAiEw1ZETK4S5MzeNM1BflEYZwb6w5S827dvHzjJMijs/cTcfl+JVoFmE2JcDcNgEk3z5FmszJpdlUPxD/wBa5/vrF54niwndVplRQ6COhucyXpy+PXVPlOcpcinMAeMAHsqyz+ZLzw3iY6GjQLdcRr6UKSfO8bfF/BQdG4S46scQh8yO2YR0xo1FLr5Vh+T/ANKPHgK57SgDn66+d7Ry9j3ybtouog5QPrTOQcjFMFdJWt5SiIWgCczFOnlyJE0lVT7rr9dBYOM1yL2dYzx5FAkMwKe2TLvoE+0qrfJ/xEs1FRqlefVzybgyjeRcc3f+fwUfR6s1LYQ3Lcl2x/8AlF8zXOkmKfoybfJVe+S/D2tLwckM7bTaRdNlMtxdPVynoDrynWDUcFnbqMRQ2FZVF24Mjx16w9JXHohxrtfHtFlbvk9y7OMRSaNBFBBNuPHx1xXlQeidPMogTIa3E3ViGkAAa0SzEwFyzDKnQN0VI0yoK85R7KBoA+r1e6lAARzyREf/ACUjSzd0u317JtOsuk35V00ODG1FI3OgImITIuROJ6l3EjIjDs00ZWSXaoDmo33DaUD1GJN3SbZCUIrqAp9I5n7lGsQT6KsbpRk1B3V2BBaZh6Q6niqKC3BtW/LixAUuuP2GIKI5KrGS6lxt+H9ddFwycsaIMCz0qztTtD2ZKCcCLntqcw+joSLEqD6NQTI4Zj31D/aEre8oa6YiUVu+1VEQVUJsPI1yblW/EIFYDpo1Ok43z8h9vrBLwJW6TkFFTt9vt8dM4CRlXUIkrPtG7dycnORE2slePYpVW4oqQK722TVFcp23xHPQPTFKcRyDsoPfxbuPvZSQdyL5+wcp6CNDehSowMcyGnMO/URciL5ZkHmd+mg716ymPQU5flrO4qeeXFYC7qK2k/rpWZNdTlhQsTidaS7yUEutx1DhNDkOQ5O4pQpiBZt1hiE+UtOQeJlcNumvl1HGwTV66qSzrquq3JA6duP10VlzaTELx1DVglmlbttSYlrWbKyD7JI7ZI2R+rR/DqzGb65I/CaAVttCQJKgUVVTLhnrKShzC+87xmb5RBW4Ikrh4HRjJvEg7nw1ad4SkphxZca9TRLItG73Q5UOfuFUUqBOxrEZqIiJZ+gKTwodLVbA37TbdVna2JFlPMQjIEtR5HyEk46O4XcOerPnyc6dE2Lb+4lLUbXjZ06p0RNUixEWxNZ1S1DYiWTat1ScPJqzXmK5pxoQySO1yHX0+Kg2tBNxhhfE8zlUEmFuvzncN3AKdQUxPZ0hiXNQ1y2WZ04g13DmXT24UQS59SdS7O174eW4eIvdaOk0CkyBNP8AaP56GcQmytp4k2pIs5VRKOUXIj0IVP2XwVYE7OxDlIlsWyrxjsmZuoyULoMTX8dSstD3phTdLdSy3mcRNKdHaiqPVkMfwKUXY/4eq3STzzH8H7ZPUqK6nIdD3kqn5JniAqyh7W84LSrF4XpUegRTUmA/JQSN9YPYjt+lTr5gk73dThx0M+sCVWhAalSHeATKhw0dmVdPMo3EONZRCs7iOCBU8gEgp/6BlKrbECynExfE+MXBjFoskN/QCY6V/vJQQ+HeIB7eiX1tpxCck0flNuEOGZgN8lPrIw1l7wstw7bygkaNhOdJrnqPv/DoqxMG7ZtGIxCUbM13gyqceRXorsNGgfaVrjsZtDR6M5acqEZItXv1hJuplvG+00UAZYykdh+2ngvRgsnNskykQZGDTvkPQ/GuF397jcWHkG8SBkn0hZunzaCeOoO7Ju4r7niTMuZNR26EjcokJp11aUJG/wBFWIz2G85gi3mo3aSfqDyJnEPafx0EU+xkYsI0WNrWkzbGHUYyz428ch/kzqJwetuFv65F281JA2e/tId0OkfaFppOqW9H2O5thczF7LNH+6k8bJd8njLuVNSDdjH2ZZd/RSCSIJK9Ekejj/joDPEexIG2o5pKWc/80y7Y+tNRRT034dUFcrmTfT7lacOoq8EetP66NMX72Sui40EotLJg1/ZD+I+v46A5V2u6k1nawaVFB5w9VbgJbrBiQWka3f7sYkyBRAADnTUU+OoY31dwCEj16IhwFPv92vZ+ZVmVUnTht16RBIZcqeWv4KJbgjU5q3oj6MsHToWMcKkgsVPuD46xuq9Ehim4hUgkxVWMoA8EU+dRT3FpEpyp8qwU7hlW6ILKuRTOmXLNE3jqGD7DfDE9+yD4kPNkSj2nYdwPWmN79FDARqMLckrCy/SEl0daQbXfE4eH+KpGzJu6bFcp3S0jDotHwaUVVvRGCnT6RKg9+npLqYGuJZbcI0btdeg3zeCg3w1siQvKZengpZvDPWmhQia5zlOft/8ASpu/Jq/YqXtwt+gIhGK77R13zqE+HcqHhDXa2lWOIccLFFeSkDMifBrU/D+Ciu5bucu5OVszFWO6S4aEP0QWAc6a3hoE77hcTLgtqTuxu5BvbLtPpItQdhxJ+mhTCstnNXQmvxquuO0VSOTAORQfhNRHZM+zvaym+H05Krw6rQRO3dj4yfZ0MzSsmrHM7MFoLxoDvbi5BVLQoJfhL8lBq2c2qlPSA3hbb9uR2c5mfRVdsEADs5fFRLYmHAXZbybiMk1mT11vdo+kR8JaFJh/MtrrjGmILdVVJoG0CaiRde1S+HDiVRlXrFlcYwUaQhzrLqky0EoCfyaWwscVpVgPHZYLpnEvZmRQldJZh7hqiMEoF5bGJqyay6T1q/izukHSftg1kz/x1fWf3UFOYo6Iu+5W4FGLN4o3iEOjpOO6fnPrqAxHG0nIWY/tNvHxMg8U3DKB3ExU+0r3yiSOnGI1vos0jKrHjxKJC+vrD1TUugvFnUjHzYyT1A3rN3KL4Oj4mQloq/YyKu+VXculElFCLtB0pHIHr91aXVg/a18tnE7ai4xLwEzjtbfULnoct+Jkrzwvgn7KWSGWjHmQkU7Tk+CrQtOWcR9xqQKSH1Vslvqn+c9QtQIzOI1xQiWEAtt0rVUp00BLpUJoro+1otGzLHgYR+Ig9ITZHjy6qBsWZ0LExWiL5KgCrSTZ9FedX8FMMTcTbMnbUJLRss8LKJKgUjfRpNl76VC4LvhpGZYsxiJNVi+bqAdH4T1T1qt562fKmlGMjciUaL4N5UfA9TOnyJ0axWNOH7l8m1PMCikVmC53By5FKOXc+8/3VVGLN0kxNeoO7OgJdSQjB6p8RIdSxffQWt5RxLwdWuEfabV0vrPuO+jhzFTL/wDmqFLNYqXxAPLecP5F3Fwqe85SVAQ29P2njq4/JzxTmZeadWldwqkmw5m7gxNBz/hqVs5v8kFjvdnWtnse9YFSM0aATUptp8f/ADVkG+A2OUndlwsrKl4xkVQqQFQcICcBPo+OvHNpPprHqTtu2LndsIxVmLqZMA8EzH9nT6bwlsrECLZ3HZbg1sybgN5M2jRqH5/goYwoSnsEMT3kbdy6Zo+db5EeiprSOYnP21oir/sMmDWKFoSrmRWlIMVQFMRHmIbPnrouaxJtKGaLuySaUgYSp6WTIutcNfEeTsqGxai4LFXC1yq0VSDoxOkM3gh3DF7QqLlb9sOxLbibpPHIOXEk3IRE7RunrOKaeQ1kAzKL4j4gXrE33YtsDGNYtuoQnnTqRdZd+k3UtixixOKWo5gkYOEReFJIimHNpq+bceElU0HwmBNo7R30wNw7arTFC7i23ifaxoaXDpbpz0R9Hpdh0PtKeCaw5jsMnbKUt5GHi5GbiwOmdJ0mmCo6KgcN74tSzBTs1Z+1j3L56uodD2TRTxp0QX7h/Yaqzy63qi1vyA8VJRurtGH91U2KuGGHN+ecJJZxcsTJNSOEnWW8dFatgnvKEdzL+/bKcWM/ZryTZNZdocqnpPuqEl7Sxaum92eILu22UG9hgIY+TnLpJCdZTqLufDmexhsZxb5hiUEklkyJkbaOu9mmarevqYbslyWkeX2ZCQS22fz51WBjbD+KxWYR0u1dqINUFDndMmw6DEX+A/3VG2U4tlzinc1sl83uAZpFUQBL0agqek1VSGMFpyGGL5jLW9LPmZXDfQ96Gb0efbqoyCw7dTtqPuTCCfXNdIgQTnF3rFwPiKYtSBW4X0RYGKs4TEWz0pZtJDuNEUlR20yf1dDd4R7ltdr1/hR5wUiZNLbErHMNs6nsKProYYrsbcXu2+H0SPROCepEh1yf1dAcLcdyWOITK7QXkXMK9JSAQ0bnzJ/Z1lATMxcvDO1ImWZLN1U2u+YjgNGn3hVlYD4mXVKXzblrSstuRGfRE09HyclCOLV+O7+ft37pgLZRiOgUwU1DpoGauHMe+TdRq501kx3kjEHSJB+6rHaWMDKwTxLhxd8WY5kinTSFMmRtfyVxipFrdANJEj3nm3cEoL7fV9vxVdmH8deeIQhC3m6fPoN31ibrd52506sy8sOHcRgNL2hCvFHiKRDOEEzhzn8dIOV8NVhQxGtpQw6k05BE2f5nq779hPPmLmMiDlvvoIR/Sg2/VtlTUTrnRs4ctHrdZMBRWbmA4fmTjXQV2Yg220s2Uupo737svVmRrINfA3ApdtStQKvJMko6Bw/V6Xd0aAOVDLdCVcFILb+310n5UF0wT/CzorCSRkRfOCqEO2VTNo0H9pXJwJ6ew2VKimbgVIwiB09agEGgS2cgUHPuH006hpN7DySUjHLGQdJDmioXtzpo5U1mDq9NegbSUOagsA7eNvtbOIblirjVDrmwq9S8P8Sf2Z/kqAcQF02+YJhxEO2JWChR3VE+XX2lofTOYpgMUwlEOOYDXS3k43k7vRvI4e3YAS8cZn1aqgc6Zfgq8FjM51a/8AJKZeiCTt3CrgptfEmnUX5P67YMGoo0axK1FwYwOhL7Y5FNGsab2JJ4Y22lc+HCNyuI8FnKyQJyAaADcJt9WpWRU9h/hhh3GwSdy+fjgY50iMu8qY6lQHvlUF3cCHpx7SP2pv8AHXF2nrK7dx/RWkMCJsyyGSiaTdwCfwc9cP6+fOgexjtSPkUHqJUzHROBgKcuZR/dRWnAp3W/Be20Bdu1dxZwzLy6KFI9qDt63biptAsfSJjhll99dW4NvsOYPzdbEK8aPJlUOtVI3U1mNQc2z1pzcRGgvKxKsbuONAblMmirE7BpHq7KObnJdxt8wFrtLFSxU8QrZGNAE0XSa6ZkXZ+GmufL+8na+LezcRyacwzAmsVEh0mD38vGgrm7bfd25PDCnWTcAPO2XTNyLEP3DB+dEEhcF6XlHIQKrArsW2lIFG7fn0fBWWdYFwXjAy8o2VBBO3yajJrd7hTOy4u+xkEXdupPEVXQ6QUJ2DWKRL5pOWLcgE3zM5VkoVTq1O7V4YWyB7zu11c4nePFWrMu63ObuL/aEJVZx91M2yExFXpbQy8mofIiqh9B0TURYAS4lxTAbeR82oqtNtw3UU1b1al00VPNAB9Hyc5KVQNtnKAH6z303ZuulCIJtz6SdtOjE0GKAk/fQDd2Op+Llmb9r0dxHKaCLI6OfX8lPZ5d8jAuHDAE1HDcm5t/FUmIaPShuEpq2ybOVlVfRZctBSkfiae+HTyIft4+3I5w0Mkq9cL8xDUM3/aUbbb21EbFylpRYd0VElNYONuppqvCNTT0NecVnGSL87ho/ANA6KY3NcdjyVltG8VOPIidhlTeb99ufWJPg1koAHFR7PObtK+mYJOAc7YCmgkno/iq8LEGQu7BqRbXi3XEAREUFM+dfbJuFNQLcjZtetijJSN6oTc7HtdbVFJLQfR7Tcqso29LoYJJN2M4+STIIARLc5Pyyqxc3kttpzddu231mLUSUSBBZX0a3q5akox0zLEy43G6BC+LbduXrNN2r3PhIX7QlJSHnzC+ehr8bIMhiZlqim/TS9GBzeKja74nDe50xPcCMS3fro7iTs7vQdQv2lQGkajeF52DHSy9yliVnpN9M8eSh3EzDaQvCSjFncuPSwZ7B1NjLnJ4j1MydrN4XD6OcWXMquHUOPS00yqayOfjTPQfJ46STdBoB7ZFoIOOu3A8PyVYIoHDO/04paKksSVU2ohpBNNPfzL+s1ADWMc4T4owhr0dLPY9JMyjVVJXWQlWXaWJtrXYMzGGkFoIyiAnTUVU0jnl2Eprh9bVv4j4ZMUrjfSEirFOl9xTpHNlqqBChKROKWKKzFbMkEk222ogqYhFz/a/1lJ6b9sS73c3Kg7nLdatzJ+n16G/gpnKYp29ZVzrQNsW+wdQiS5TJqkKJVPnoiua4pG5MOZGTtg5QRUIGpJ4KevY8dWK2xXviPlLlibstRN6zfpobaqhw0h8lR9rsblxbuzo7xdJImRhXX0aSFrpC2XFhBh01FwEIMUDXcUTU06M8ueqFRsS8GtuvcRoF4EUxXMdcG6bjQrtblQB+eiPoi8dwd3oOwkGqH+Thbn5T6/FUvZRmN7QSdszsvsuwdGFmqqPMThRINyW7idC9HkW/wDwrRabTUVfan/DNVYmgWjWGedNfLRs6xU/ZHCfpi/JXTQ1GNj2ZpVGScrZEIcGByE5FzlNl206irqFHDuVtRdtvIquCuUD6vRG/KrRwrdWVceEb+37raoNzxGtUrv2hNz2lVUxhGzxvIpRkhunKvk3QHlM5JWCGUSaJMGy5XRFllM9xL1k91Ts1Fu4CFbouEEXKckgVdNYBz0fLQ0ZHSiICGSoDxp/CpJPjCg5fi20k6vUPLQiyLRtyDvqwegMXKDa6mah1ePJuE+GhyFnHsVacmwaSnm+QScCUU0x9MXx1FxAJxVzM0CuU1N0dKivYUmuj6+MIi2rqmJ2cAYcygDuN0NZhUN4aNqnVxOqoKhzCJjDmIj66nwiGI22q+F4sm5TIU5E+j8p/wCOk7tcw7iZU8yEXTjkw0NxOHMNNSvZQUQgzLLA1FT0I0YK7MG4b1hkbHPNgnHMhM6QbqcR1esCURYu2Rblt25EuI1B70hVXbeCop2DpoKcJfRe52K1tzAPl0wAwKEJlkfs01e2H5o55JTTCdbDOoO3KO6lt9h9PWVApSPI6exBLZj5tFUG7rpLZqKWk66nuKf31bmGhJCZxEb3DeFo9DKgkQGzoUjE5y9XzfaVXk7AGir9kLjt2DeJ27EyJUwEebRV0JGuhk0bMlZUJxm/fg4Oc/LsIHoK4xPJ9FscErmCJR82ioVZuCafIeibGqDuG64y25K2WyhVG4ZgQA0KJmorvuz424ZiPB24OVun2EFT0tNp25BtIErbVWH6yn9Scr+gIb7M9BW1k2bKSl8uEb/i1ZB0CG+dwo85gpfygWTZpiGwWfxoEtlVJMBVj+8uH+/VuQUWVGLGZlB1SqTfNxl3BJVVYjYo2xPWu9t2Iin7sq49UdRPimp8oeqgn8LpaEl74Ri7XerIxMEyW2N1PnW3zk1/6ZCVcfN765r8mvp8VeDQNhIWk03MAqd8waPDXSmVBR2OUwNrYsW1OmSBRug2yWAQz9oeksI7aiLvkrmuORjemRjxwdNoq69Q1vj4w853ok2UVTSQJb51znN6hKobLL+2hCzLpRg7BiVUpR2CjZyv0iOL3HBvBRfB7adzSWFky4t2aZcpDCoGgfVnRZeGMMJFyPSLbY9KeKty7jhTu/1dCMm3DFi7mzhFp5lVBkKYGMfPdUT4Vk1hdK2lMwTlEAkUlliFWJoz0qVCwxO3bO3zczBab+sInVImk2JwIAZ+6unUcLcM3DE7hlbaapxACDuKKG0DUBceHNrWLEPMQU2ou3zJQiiDU3BEPfwoCubHx65g+j29HrRDlX0zgD6tAfJWVC1p3ArDV/ECBW5YeQVT5HBHQbZD/eSqxSxcvDCR4vYiZYCVbx47QLgUBzL+tOmqs9bTO1mtuw7yQnjz4go7FUR3mY/LV/NMJsOlLT8yOLca5GQ/bhJ12vL0mutFbXZhbcmJJYq/ol3EsJt41K5VBAdtM/8AnPtKEsO49DC/GBVDFEqSbpVnrbuBU1k1H9prqYwnvZzhBdMvY91qr+ZRE4NXAt9ej8T9FSuPE7hLiLGpCneJE5pil9XODZQySn4fcrNEzAXs1bY3o2/BXLGvLck24CGZ+CK/2ZKdeVS5tJ7YThFaeQTn4pQijdNM+Z9z7Oq8hMNsO42xopS6HUhEz0sObR5zbCZ/DnRfdjfDcfMDaVNF3NdICi3W6IO4DwPR1o3tzyjLdJaLGFC3nS0uIETOmO2Qihu5Q6RtN2Zd6t64jYfGNACrmk1TU1oMwU9adX5PYR4fzaDU6ME0YOkiZttvk0HyqvrUxljzRj6xsT2opvWqgs1lNrWVUnqUPQCeM09YdxP4O47NvWQK8E5E1Y7cMQiX4m3VRHSfLvU3C0gsLxJzvgruc5Ksu/7Ftlk0jj2BIsnTUyv1hXpCam2nQ1iXaUvZ0gyF2VJaPfhyvA9sas9G6jg07bkorcd5vXblMigJslFBNr+er+YsDwlqRTO2MO4qZZqsUXBnb5wmJA6vjVJYDWw2uDERW2pxkrk/j1znHc4k0V0AghbOH1nnsyVWfjEKgKCaq6Rj5a/xKAcu3DDDObdR02/ftLXkO1UGjwhEzqUCq25aA4vvoXEO+3z9sikRxFSJHee3/FRthvhThNNR64uFlJ5FNybbUOYxNH4dKX1gBhyMBJHtZJw3mEQMomBXCh9z5dFMFcYrlsKKi1basidkLonJlYieYqawTJUjF4I3dhqwb33a8um7m2KepeJUT1FP8adBNhs7swmm2N+TdpdDi8ztkhWDubnrqyZvH26zio3ty20JbZUITpY93VVsS1oYuMbrsmXd34xjI4jBwQh2S/fP/mz1V+ME1HYgy6oWu+ybQ7ADs2gI98/tCVYN5YIxd4ilds7Ihbcs6bbz1qTb0aqqzBS6Ym2bhlm528arHMDKORVMfS4W0fBW+Cv5u3LtiSA9k4F2im7LoA+0JeNQTtso1EqbludBQS5hqDLOvoCbE2xj28zfmuGLTauA1gUxyicP4K5h8ojEiBxPUZR0SzI282az9LcACe78tPWovAfEpnY7+Rj7iTeKxz8uk7hLvoG94V0PGXI3grEinrW5i3C3ePCIJrmU0q5GMHA/4lcWvxImqKSWRymJpW+UaNbYt124w8LcVuSbhxKxsgRVSOT59H2Z9NKCHylsNHlpzql1IiCkRIL5h8i/2dUiOY9udXW7+nOOd69FmnCTF60R1pMFUjJkHL0hip1WlwxysPPOYhx6difbU4f6NYxAlEcwqZuOLQYnSVSWyKomU+VRaYIlXTMI9Xnxp/cj8r5wkdInUJplJXRlRqyIAbMDgYNFbCcpSgBQ8NaKESLxSOJqT73ZwHsqGJm0IpScuZhEIIiB3B8gD3+urMwIRfWX5QrSFegO4ImYrp/rJQ95OxCr4126VZTIu6A/6FXX5RFu/Ry4ofFSJAUlGT4vTUwDP2npKCrvKStqTY3zLTTpuKbJy5AqKnxctBOGUaebv6CiDLCCbhwUgm+CrP8AKyvRKfmIyOZKrdEFsR3moHrUqA8lVFNxjDHlX/5uiuqn+rRQdN44l6RhJd5A9bAA/sPXBIcK+hV5tPOVl3A0EM95guAB9+ivnyoXSoYvuEQoFUkF1jhsFExg58grpzyX5GEuGdUfKwLWMdxTYpBcohkVb/31zZAzEhByiUlFuDN3SXcOFXynjLBv8LJyOWjG8RPKtdvNoltkcH+PloOtUymMUDkIApn9YdlLFAghlp7K4Mw2xtvSzXLdPzivKRZO+wdqak/4Pgq+bX8pmzpZyCEsxdQP/wC5P1pNX8FAh5S6jDDy2nby2mIoOboOdB6fc5P11XGFBbilMJlgtSRBKejpDq+s500a28qLFOJu0zO3Lceg8jWqm+d4VMS61fkoIwJnrgti6+mRbZRy3WyQeETJqMKZs88qCexysu6IDzZc0sog83R0uV2/rX91OL7LHHsW2sTLchRg5Urnad7XcMcPHU5is4uuQMyi/o1MO4dk96Q8AW/plKzFLEG1bhsOStNvFLxD5BNMUklUtGjb9nV4J2zGF2PXEbe4y6zUX2k6kX7A6VWqMlH5KiLtJMU++TXVGs8cGDaxIxsxglFZxokVA6ag8mknjoMufFKduswRSEWziFnShdajfgY9B0n56VRYupKSWSTYJk7lRad4w0qxEkU/brmX4EAp9ygyzJC542J8x3hbiskYT7CbhPm5PnoddW2nal7x0ra7Fd2zcuNLhNNNTqKgSWLVu3KpEQ7lQzJQrdUq+2h7iVEXFdWGBVm90IxYPpUFMjNMtCdPca7ltm47RVK3WcISUa4yQAOT9dVOlZlyyNsJ3CyjFHDIDqEOcnHQYtWDGx4Rtf12OHFnuW1tPSAKgtVxyREnuTobmLUbsTTrB+boktHdYkQBzRUJq8NC6YuDiCyrkSbfARKpoOctG8QivZzuKutQYufjHutuRoqtmvo+FQvgoLBsTEyzJvCte07+HYMyabaApJa98fD/AB0HYKWpDXpc8jGPReu4xJvrSUHlMRSp+08P7fvqWcuomN83Rcg0OLYFVNZ26wVNeTI/TZsp620jNweJPcgEVNB1C9yoE7CHtHCSXWgHUi6KR+AKoCIagJ8lPLcc2rf1yrTbQ5niTZBRou1ctuQ/z1L34WPZyUbNtLS+kk4moVAiY8QRL9pQ5EoTcNiPOOHrYGBZcOkNASS3CBoT9H+utqEA3wZt5/iq8Yrpu2cQmzTXTKmfx/Z0R23Yz3DSSdpQssDpjKcjdNwTgip89MsV138xbcbLRM55kFNxk4VBTSXP+ChyFvlFBivYmIYv5X6zmi7aDrHR8eqqdGnlEOyR0vb0xHxDMZAyaiaygt9SKg9yqfjTljAkmcmZ6kqqhoTAB4Ez+Oi2yxkZS4pC37fc9PBFQVIpJ+r4tzvfrphal6DBTEsWdtxhNbqutym6DmA5By5RowE7ZQY6+lG1fZequs7QnBksEYtCRi9lupHnbiIB+0ET5KpU2GspcloSF9MVWiBVFDLhHJp+D5K8wgTxGuQshads3Cs0bJNzrKJKqdX95ePdoJu/Iy3iYfwV6WS2Fm5bu9tYPGmcPiqFu264rEvW9nCowk4imRMjgAySX/XTW3bhuTDi43jGcZjIoBmR42UDWQ/8dEdnYfwt/WLP3K1brMZUHR+ipbnUfHpoBGRtm8UYzzm3YiLOS0tdxmnyrUMoxK7Jd4i9OaOetS6yEWDQf+yjd5ct9ru2FuRwrRizIhGZ2rZXRuH8NTkxCz197L67I9Rg+ZqHSkHyaZdehMviLQU0KuaHH0o0iTLUGY8M+OVEknAga52kfBrhIpORKm0U7uukpO0JxhdilquGeUsCmjZKPr/OgXkHkK1bPI6PK5eJLplUTVP2kW99EttqztzopsZ00zKRcemBnTNPPcTLlyHJQRKQcrDqnLJM1mmg+jM5fFVo2fek+9YRcbbayqt4LOdrc5esRL4DVAkJG5oqFsJjbNpskZ564MYutzH9YgQffVcObcuaRuN0zfoAnKpN986aimgxy0e2BdDS18Q3698bqEk40kXMCGREQ+4K0xVu+zr0l1+mtnDB+kptNH4cN1HwmUroAmzrJuS6LiFnCxpSO24goYqi2XHX21Pmv+WgrwcFYMUyJleEM8bpcd4yffqvmhjNZcpBcHKmmbQZVER4lqdsqcUtS6yXE1bJPW7dc6QlUDvlNWCy170nLwZ3Tb6MS4VbyQg6b7hdvYJ8NHlg3JaDxaNgGiQpySTbeIgopq2jh7PXTaycZICfflYKQTqMcrm0Nkip6ymD9XCgN63bt8f0V49svAgKxM0hT/aD+02/1VAtW8lLVbTUV9KZEUHYAZRoADW7ptC3hER3nRunIMDjrbKqclVZ5RNuM0nKs4Lh5uJrlQ+VOiW2rneN2VhRrF6V3HLgdFQDp9fyUEtiPKXvZpBUtyKSeQQtslD9uypVAQ1wAxuJldIn6Q7Tdbjtps9Xoq3V72kbhi7mUlHIxTdRssxhmnjUWqtcOrhjbUdsl0oxWWfra2z9iuHIP2emgtvC+7oyYxEdI2hbbdrDKt9bg5k9Jkz/ACVb/D5qpDC+xrnhMQmdxvkEGjGROuJ2yCnoT7Z9BMqu/n9w0FOYsr28hirBDdKBlYh1HqNFBBTRs9Z36FrljHuGd2Io21Gln4+WDpLBNTJc4G/zdFXlPx71/CxCTFgq8FNc3FNPuUEWIN7YauwumQteQexXR9AalMyo/wC5WLDVyXBfLpsMo8jF2IFccjsrLa2/k15UZwrtxH2LOTN5ya64yLAicUqkrryUo2isbbbueSZWlItCt4OTA6b9V0Hoh01UVq3HCWpc0vCzzEZyAIocGoDmHOQ/IoWpW9ZuZKKPBEuOcfjBSQ/XgIrrJoqxb/w9aWCzLctuNwnbbXAgvmrrnFMnxFUqq8Tbvt24m7NOEi3Md0UdKaYnzJo/KimDu+YxMuGHirkdoMIFkkBXQJq7JFCAXxVmIBVsXY3t3EtG6oaKBJBs43yM1D6+T7Ous7YxjsK5GQlLNJx7nRrOk7DQBfuzquYfCPCW47hlV4+6FVWLRzkomnoIUn6fkqGlvJxlfPqYw84i8gx4g4P3iFrRM35NQ2LV4xNvLs3nmmNVOAyzUvpNz3mqybFwrw6subAGyJXjlVPq1H3MSqQbvruwSZJ9fGyUS5cHIoz7RIpUte1+MJ/CpUZuTRK5cvUXLZJqOpdInuoOlpWPtiSahAv4hms09GCB0+z8q51j31oYHYtTkXMwAuWqpk1o16TnOgno9VGtnYu2XcDxnERaU8q7QEDEWFPMxsvjpTylJuwUrYD6RN276dEAO1S0Zny//FANTnlHu0ZN+5i4BN0zHSgy3D6f84epNHFnCWVQcyF3W/0GfcIbblMEde4JA7dyjIbPsu+MOIs8RHlBicCOyqN++gf3DQNiDbuG0PcZJ+UK+mHmaLXoCIdQmegjLUwQbTdkQ1xwE6LqIcqqOHDYE+dMv2dS12zB7pwqZwtr28+lpiOcpgmKqX7L1ldFWsMVExbSDhkEWKSBc+iE8GdEDRNqQVBK2IXc51Mk8qwc64SYNS7FMbymZd23upyHKCfcQoji7axkbspUk5ccZPslkjgDcU9vI1L+UxiYbD48IaOFNYXLjJw2DvnLQ41xzhhmmbN/HycODoNG24/8StAZh5MTuDrRta9/xCzOOcPzCzkUOcpz/Z1edzTcXDwYTTyYZokOnrTVMfIDfdVS44Yh4c3TbTK0nrt4kKr4p05In/NdHtKyE8nmLdlbvZO/3kvDo8yaaZuoUJ8NBXd44hTuI7d1EoQcicqT3bTUSTUOjp8GslRy1jS9pXNAiyF5NrC4I7exzfvE0UbXJe9s4W4rA4w4Q6TAqNQCVbJq5oqH9en56f3niRa83c0Rd0cjIEgsiJu3zUuhduf17n2lUAzG7F53cigQrONXhjtV+sUcHHcP+HVKrARRZRUxcxPxNx7aujGLEBpfB1Ya1I4qkeCmZ1lG3WLffVViwF45V2toEmzfb2/jprECoiQGhTHLnkNN9zQBkyB36cq6kymRX1FyHPKkHINzgY4Zk4ZFpY04OsoogoKhkEjHJqU4cTVYfk6XKFpYoxTjLfYvB6E6D1dYbSU1Vd2+jS4eupSIjZaQXXaQaDpyoUgHNsFHMCh2j/rrUPoirAwYzwPzMWwSTfsUKIEOIVzR5X+GjeKD6dxIbRXTjZfpB8Y+P99FHkoLNJmAdvJWWdLTcQqBBK6W07SIdwP7atHEq02d+2a8t0q+2ZUN0FPhOTuUHzyUKAJpiA8leKBUvdMK+tybew8qltPmqmg5ff8AfUWoFbo9WyLpTAAzD1hW+2JTCUvNw4ViejfKchR0BwMA1uYTAqIlOGovEgB661UF2BLsGWL9ru9Ijk9LrKX3V3FeMQ3uS2JCFcmOVJ4kcg5dn7w9dcg+SrDDL4lg4EP2FoZf/wAldjgp1PHv1KXIuNLZ4ww0tWFuGO0zbFy4b9Ny9I3J6MKZeSYZImLaW8IAJma+j89NXn5VLBvLYNOXIlBMWDkq6f3+DKuSbXcPEJloEYpsulViJEUz7uscqDv2ROCUFJqm4lIwcH/Pq6+dq/fEfi5v7a+j5EEmyKLFwluiVLYEfjzJXz4vhgSKu6WjElE1U27xUhTl9fMNBBgAiIAACIjVoWFgldd3W09nmyYtG6JPqxXBdJnanwED1/nQTZbOTkblj2MK06ZIquCdHREOBjB2V1zP4gXZZiqa+ItsAwYKACZXMUpvIa8vhDuUFSQHk0XYuBRlJWOjs++T0pi/2UJYrYST1mKgUHCUs1EeCjdPSYn8Fdk2xJtJ+FZTEYcyrN4nrTONbTEawdnTM7ZEUOQMinoOFr2sOUtQIorpRJypINOklI2HWKf3G91QEZKyMU9TeRrpZo5TNmU6Zssq7tw4sK27TmXEnHoA6drAKYLuz6wTKp3065GvayJltiS4gHUcEUs8eHFjnyIKEMfq9ugsTDnyhZ1eQjoe6QZrNFVNs78Q0nJWuL9yysNLgeYsCJWIZXNKQUS1kVTqvb/w1lsPTMHM2CTtm4EBUFL/AAVeBrSj8U7CjtEqZkxQN9TTFcphJy+jPQVemGEV3y5Q6Q/tRyYPYpbiOuhzE20mllXMpGqvlpFJy0IuxedzOhdNR5blykVRyFyxcjpU9Q6Kmp+/LguKVintwOEnhY04GSJtFLw1Z5dlWOg8JcQbdfQUcwcLLpugbaHo9Hz6wlSd0+e5SMMezZNIwFUzIcAqvInFuwIbpbuKt98C8kcBcJlIQCp/dRY5u+Oh5SAYwsyyim4q9JkE1Q0bhFPmqBWz66WM9CPW7lgzaS7vWgr9X5iH+0oatqPkW0WyZyNzLwkVICcByV5Dk+LTVjYyQluP74inUFsgwkXP192HcOeqlvVs1iZroaarx0glqy3E9IUCd3treYnPHxUiWQBsvyOClyKYtM7cl20RNpyiLQjpVLimVTsKPvyqTsZpZyrgi08+OQxV+dAS5FEtOXjCJWdtZKzkXTtZRwYh49ROrFpYX4vFm5nzTLMWbE46gaCmGgn6Kqq/Gatl4quzRa6bjYc9IROUdYD46ZNoh6V4aRl7af8ARQUMmciRTE5//wA0suW4bKMkoVRZg5k2hiLkOnxIT99B0DcV93hCYfRd5P4VmzAVy7jVM/OoQ/8AgqWm8RLPd2kzePX2bKTT2CJB6ZuJ65tNck3c0OEbNTK4sY5sc5Q9Sg+HOoIJFILdQZlZEI5RcbgL/FWjo6MYR39Fc9AegZI7wgq7V17ntCqVV+EcLP3mL9dvORzdZnGnZgDscjCU9M1bjve/LYfxTdimog0DpTwW6ejkoO6A2SiTyDaXKU5D6dowaTj+7Osboitm5ZPDi5HYFjGi822OZPpCnPooOlni8lJOX649a4WOsfL4jDmNTtsR6Upe0aW61VWjN8uUHDgxtHIPjzqxMbSYcxDRhH2i3RcPGiu2qu2509H4g+M9GITC7Ed8yk4ODm5TagWznWPV9z/2U/xDGTJjrIq2W86I2fOEBbqsj6ER1pk4fzVXdxswZ9myKSvXIHTPT+3LrkmZYyMXH/JbeUbvdPw6DfFQW1hxeKz48szvaK86J9O2ulLAXSn6ttSm+KppHDiYKytpyLOBnkgVUbZ8hDe000hj45iX2MBWluyrNmznGyBX64ei3Dh3z1GtnA3qZhbV5zjBlFWuB0l3aanOoTPw/HQQ1z2/dZEo3EVZJNsi9fFBsUhuYpk+4fOo+flLkumTuGfQdiluqGByiBsjCWk7nldqKfWs3nl3MfGuzCwKI5lMWpaxY21Wy7OZkLkRWKKJ1HTA/Itu/DQVy0WeMXSTpJQ6KqJgMQ4DxKIUZ4mP4146iJaPF701xHJneKr9u/8AJTxvbcNdky/Qstw93wYi5SaOUy63B/EUtReIoPmzqPbvm/RFgjECdH29OzQQjidk5RFFjKSjtVkQwAUhx1Zfvozw4jLea4pwZvOyoNThvIOO51/gL/PTBm4YyFismCltmAWbo6j6VD4FOyiWIwecS9vRcpBTiD/pCR1toB0Cll4f6ytEhj/OBcNwBHPLScR0ukOgjs/acKrq57aumJQaydwRjxFucAIRYwcpiVaMUDHF63jW3ICMTMQCI9FWUV1Crl6QpqEFLuuhxZL6yXbJWVBmOQCbn6OROsAIyfEaLuFEWYKIGDIgKhqElJMnCiau6o3E7YxszphygamxFVE0TEBQ+k/aX1UukkkaMMqCy2tMcxJ4KgGbTzOE90m3riXYpsw6SmDnk0H8RS1PQWJME8hwXvFk7kLhYvSrsnQeMnwHoBasVJqNkJMRRBZtpNt93lpvCLxnTxGaRVUbZaA2/ioOtSubTxCw9dPXQlQhFXAIb6gplOQ9U3ilZb6x5+32FuPFjoLHM5ZKm7S/nVRecX5WIx5HSwNNWvaAeXV76KJu952VjIxhNOVDLRSZkWhw75f1UFsXe7JbdpQEzLwDWZmU1ziqchhFEpvi4VXN9O7e+kfS1YZZsKzDNRNJXsWN3TVByT/KIZLM5J0ucxhM6aHMYUym91OWkWhelzShk5VFBUyO8h0gdGswB6OgPsKLylpPEi3GUg7XUImTYSSEeA9QfnrpDj7xrnGzFp5W8cOQkIMGDJFNVJq5D/nPVqc1dG8ffQBuLk8tB20B2aKTl2qumRu0+1qhJ+8rzhrwF5OsF2hBT0KR7jc2TlqyfKOkJKLuK0n0WmmuuiosciJvGYNGVCV84iqXBbDqBu+3V20in2OgL3KL4EzYcQd4W60mbHlmZZkESmeQwnyHV+HReyaSs6Rk2vXD9gVsxRyM6BTbPkHiqp7LxDJazhu7jLebqySaWyddY5j6y/lRTc09i46tp4uvbbxtHOQ1i4BDuE+6owAGJYWiNxqns3pBY8RHIivh/KhtsZMB6wRy+6kC55DnWJ96tYvKEw5j7rsPz3hzKvSyrTQm8aujaNw/4dTZ8TsU8ORjo6ajId6kontoFAdYn0fOSgvBt03fxTy1k5I0VJKqkcMVt7Qmorq7ig/pq2mlk2Td8q/ZQxZGGuWBWKKjgxtaAnrK1X+MbaInGjG6pJw+iX73rPNW1rDP5aD07RmLJcxlx3NabheHWUzKmuHpiV0ncuHSF4RbR/iI52HMe2NkZlykIAdg1DtG2M0eRBCIWibvt4qX1AH4EMfb9mWg5/Z3e5hbnlZK1Wpmaznc2wTDimSugsE7KtR1bS17XquNxyb5PWuRwPFAv9XQzYl42kp5QHnd9EEggUYbTto6Lw6T8tXFflsSUuVlO2G3ZxsyKfIcw5IqE+clVopCchJKwb5Zxri9pCBsea3nKO0qbqyceXTUrhnecE1fPLeTnGZo9igdRs5ehti9X9nrqusV468xu7o12XKhLPWiW5kkruJt/k+Sg9NBmoZYVkjgQpdRz5d7/wBKkd84aQjpN0ncj5yq7duSajlKfNMU/VVjin1Kg7WSZ65S8m7HZtDxSdrXiuomyRJojn+jMBT+erMxV8oS07eiDp2+Ks68dpZIC35iFrG9FR4+Xcq5xhaLxTBo8Qgia9txz75g79QuId8N8RIlvP8AmcsWtEEUKRMoem+Ogm3DAreLUj+UVBRdXcFQVOUmvv0X4q2uWGu23GFpywHLMKAQVA5yJ6+SmKq4LIw3gnloLP3qDOQFdHW2UXT1ZCKdVMhhPKx9zJWGGIIoec0jqgkkY5Mvu26nLagsT7ZuCYtY12pMmbUCqMyOR6l1/VqVHys5NQ96WpNLIsZeWRE6bpNoO+fZrUFLbwpRwtkAkcQNmQgngkbJDt7hEzqeM1HuLTB4jBKwVpLwSUXINs26YZchPtKhcRMVmM5HPrCPZ8u7XeAcUREO+PxVX+EcceEMlPvCmutgokKTtBMT9Kjg/TWADdsZq0HIu2j6OVSb9WRRupqKeh98k4I0AxXxTLLCc5gJ3i5/fVh4lHt243qa1rRYxtvsidYCpNJznqvFG+g4rpJGMj3CqF7ps6piKflXUBVTMDiAgADSKhN0SJ8BAgZiFLr60zGEAHIPVTc5zgiYQSEo5dtUkkc3EwdmdFWG11zFnTLh3AOUjuXDcyYFOGvgIcaGCJgPRBEe921uKqYCB0wyHOgnLSlmjO82crcCSzlqZzuPUkTaM+NfQRiZkuyQcxfBoq3Ioho+zr5wchjrKH7RDhXSHk94xrt5ONse5EdpAUyoNlPm+egb+Vnhi/6W7xHYKpLsxIkRwkHfR+eua+1fMOrr6XTLBnJRbuMfIEcNnaJ0TkN2CH318+cSbUe2Necnbz4uQNx6o/xk8B6AXETGTzL6u9W5tA7Qd0PWakk1MiiAjw/11qUcz59ufqoOtfJHCwFzSIQvnFpNHbFBw3cH1E0+tQh6vFy1MVfV2ErlnyKkf+GM49EfRR2jb+PWeuo3Ts6CGoOsLQVf5UPU4HymXtHbcn+nXJuGKCbjECBScZ9HGQR1/wA1di4y/Ry58PVYGTuNnbp3zku0Zx3DnJVKYX4TXVbGMcIrcMUVSNbrboPUB3WxvdzUHVwARR0Bw7gKcK+fmLaCjTE65ElAyP5wV/vOI19AgU+sAAaMs+FcJ+UC3Va4y3KmsHWdPEf7eNAjgrdzGycRI+4JJgo9bt89RE+8X5g/KjvH7GFliDGMbft1u8RZlW3VAcDznONUdxTN+dWl5N1lGvbENDdAU2caJXa5/vJ3A/toOysPYQkFacPDEDIjRmQn8dS8uQoFDjmPvp4UpwOBw0bYBlTCcPoQEMu9QQrvaSXIulzAHfy9dUz5ZLFwtbdtyDZAdSTsxFHIeDX3KuCNbGNJkOc+afwUL+UM7lovDx1JsGDSRaJcHjdwnrKCZ/aUHORsVJBzhytYU5Gt364DoRdqqdYnVUlWWI40FVOUNzsAwgFFcJCedczPEckhUMom4T+L7OvY5eDg2skxm7d84yKv7M86Rp0fwUA84UOq1BA3YTiWk0NhdmoZcpjOCcE9If4qWFlKC36QCCuypq8HZR5gDe8fZ9zIhNNWTiNfH23BzhrOj+JQQllREwpMs2HmIjlJ+TMpVCaSj82r1UTun8w2ixtiZgmSwAQ6fS3waTphq6vmroRDzLIb1v249KkD7rG6rdLlTIf4FKHrGeQUw7k7Waw6j6Ph1BIq5eH1ioarkAxcLZzdWF8ejHSLBjFt0uKwJeNOgq61Gj/D9uS4rqLJOOlADFRJLnOTu1aFxN17VjVl7XtNJaBEhjuG6rj0Jv0VQeIbFw4k1ZJBkLRqsRI4B4ETaPRkoJm/rKtWMaIKQsyk5WFqZYUgHvCFL4cOsO41aMml5qVQnWYHV2drqzraeXrKg5Kyp+24hO4Hx0hTMiXqhNmYoHChBdi7SRIqq2WKCo8gae2tFzzOJEtemH70Sv1WMrGm6S4TSDQRRKha5r/m7/aQ8TcBEHSbADKmcNkuuOX56rxJU7fMCaiiYNJwD109t2ZfW/LIykcKZHKJgMUxy55U0eC9ArJZjkIJbuvb9eVSLovQlQGObqotHSfVqPA7/wAdSV9TCN2/8I/NbKLXL1ZkmBdBFPmH4acRzi4L9ioq00kGgIwzddRBU/Jy/ONYJFhdcgwspC2rcbLILvh2nb8EvSE+GoTEmz5OwJ1u1cqg6BUhHKC/aB6hDeeI9oRQrxwiQR5SkU05Vhlpu6HiaLt85dmSLymWU1aQoLgxOvSx70wsaKg1QYXIhtgKYev/ANlS1w21BnwMVNa3RhURakcr5K61D/FqqsZqEw7C0QfxE29Xl1AKAtVUtG2fxVCQF1zELCPYtiUpU3ZNtRTTmOn3VAIbYwskn7EsnLSTSLjFmgqoOjHJpOb4Ms6HIa1VJMihUpVgmuRfZ2VFcjG+8PfUxcNlXlB23Fy0u1N5gVMRRBdNXUTI9Rk+2iHl6ihFSqZYtysQekHT0FR1/HVhxdVrMoFFwzWkd6cbuAIdBPiTT9prp7iNYLy04uKkJCVbLKySe4KaZszk/wDWlV/M7KMmrSkRZLvhdkBrNJDrKcmr7T4KsbFe0GH0DgYBF+DydSLkzOdTMyxPHQUNFOUmS5VXDMrlNUolEpuHb99GpsN3f9HCd1ovS7w5nXbZ8SIUytOXQa9EaSEKD1ozBY7pNRLXSbmKuNew1rrB8uWGI56Kkkdc/wDqoGERcTmCfR8zbhRj5FkTI6oDqEfm/wDtUzLD9L7flbymrlQGWaiRNJr3DqFoGaoquVgRSLmcwcAzqQjYtFWRTQerg1S+P30BthXiSxtqAmLcnIEJeLky5aCH0nAaOoLo1pWNZ81DdIYknpBNNypu6yJp6usqu7DC1F2U9DTMIZ/KKpHPFrJKaMj0QWlbmIb+3IyRdbI23CqnVQRdKl4fEXTQT96lZWPKEvzD/akmr9udBXWfUKJ/tKqC3pojO5Dysg1O8TU3FTolPp1HP99XjY90sbrmBioq0TMGLtisVVMQ6k4+8qlDR4y1MMMTzNbsa+fINdqKiSgJc6YmoKgYR60i4MVAB7RHs7K9FcCw3QQKGe/rMapVSbWaFkY2KKKES7c6wEUubR4KaydvSrFuLs6AqNtWW8nxL/bWhNtEPHhE1dJmrU5tO8vylGpBD6Oq2OugsnsziLjUmr9qn8NaGuKamYVrBvXwDHsedAgAQmitLLhmE7JizeypY/PuGFPXqH8s6wMUiN+gt10nIC8BXMyYJ5iNT8uD6VnVc45Arx01IdRMeG3y96mijGHbIuVG8q7RkGymRCGT71JkiZWUkVAePtiQJpDS7PoMJKBG24xB5JJIPx2mgKdYumNPrmCEfOt22mKse2ZJ6VyLr6jqD8dLXzZDq02ySjidhnpznDq2bnWcP7qFUWzlQp1kEznTJxMYA7KgWXhM/nXGKVrRksu8FFludHbqeAu0fuV1Zn+dcoYYSEjJ40W25k1AOuTNEMvhKkplXWFBQnlZHURPbDpJTSokK+X39ykHONTJexSxqESQ0ur1apFS6yjRB5SsOxl3VtpO5FONKY6xAWVDMoCOjLOqrtV8TDm+AXum3mcw2MTbJuJkMQxPtCVmLFuGsaW9cQkLqQjYmKbw+gZRsPcy+KjW8sQVcObhXKLd5MRr36xlu5oETU8Baq68Z237WxBfubSci7g5lp1rVIezV4ansNMO56+4hg/nnos7dZDoaJj31i7nZUrB8rbjK+ptZ1hyxVKK3WKxahya0f0fLQ7MWVdMAmLiZg3jZt61tGZf7a7HtuxLQtl30uDi02TjTp3Cm5xosUVQVA8fMNkFmKxNCqCpQMU4ffWahzjYCFk4iWOWzUY8sa5jut85ZlBRQ9FS3k/zMZJN0bTvVZslKM9MgLgebb+T30Q3jghYa0a8cwjQ0Y9FMxEujKqaNf6KDW1lYvxacPEuMR+iKCpoTSTcqHOCdKELHvCbhsQJHCe4pPzsxSUOxSVVHRubfhqUwLv4bNl3GHV5oLtCmcj5tEfnU7lFAYbYXSfnC3UTCrdIJ5nei4+tbn2lB9y4e3ZfUu5h7oAAloSOL5pkGnIVwAfaD9pWg4x1wkYYgG6SyUCNmG3IDg/Aq5fnqpbN/ppQl31jRsoOcarkr0lXWRMn9ZR3gVifGKWkaFvm7Umc81cGbokcJ6TaSfGpVYz953ThxiNdZ1Em0hJTGkelAO4ns+zULWDy4MGL7ipJ5Iy8o1FIUzKKONzXQCwKtxUTWAdxTb193q6uG5MfultIpNFoAiO2aSzDWUS6esKSq1nXEJL3Ks/hEBj44eJG6ngNXRhJACtI/SlFvxSTTU6xA/eqSttkYW2bNimr4AOPLqpEFXLPKS2U1WhCbaiHd6uiplGPFm545uqqADzJLpp/GT0dZWpOEspncdoLuAREJhtqybocp1P0VCRl2HtKA80ykE/61M6ZTGDQdNb4tVFbeTXh74tuUk5oWkcVuog5UAO4b9FH+It9wF2NWltrQEZcKT5TJmAGTIcPxCVEC2F90sMTbH81XIg0duEQ0ETz0GEE6pm87k+ieJSF02XDfR0Ct9pRrIJ5gc9L4n2a+sOTiPoq/kCyCHEgbmS6OunNxoSFt4cvWN/QoPpyfUBWPMr6dM3/AMugd/TnES7briZ1vGRyq8Eob60kAJkU3PAOuozEq87qiHSMy2gX1qTJ1cpBVENbVzn46Qw5cJyVnzlnO2LxU7l2RdJw2HiQ+36OkmuIF1WkcLevRsEvFJE0IMHQFOdAfZ6zfuq2BG5haspBMfOoyCT5umoY4J6CEP8AZ0PSr6QBNJDfIchcxKQvhL6iUVSUy+uPzqkEMk0B6oXLo6XIYvg0fPQtNxjxsoRu5YGYmVyE6hh7pido0EYdQRMXPPIS8fvpqZbWApnEchAcvupy4McHDYoAUpCEHT99NgAphSOoTIoZgfKtSR0JETIJhMAjnnlTxuycukldhuc5maetwPyUgqQhchEBEphyLS5XTxoV2VBcxd8oEXy9ZKYCWxl7QYkeL3AyVdiml1SaanjrSz5tszvGLuWfbbzBFbgkFDCqRCqKmJwAMswz7asjAWDtG7b2+j13SazVAQ+oETU6s6nqqx15YN1trxtxrNsmjhs1XPoIKoZVTvlWYW3HdM80uW3G4SQbBGqjdMOcmXjptgPBTduY1SNqSj+R6CyaLqRqe4psqF1+krpVvoOkCZlAT1ZgOfvy4VA+f0lhPiPHICq4tGQOmHacUteVBrpg4auTIvEFm6pe8Q5NIhVxXHjLjLbdxPIuQmVGZ26xkxRUZJ58B/RVU3JNSlzTistKu1HL5wp1h6CzfJffP2N4unjDPbTaZOA/A3K63BVNVFMQTPx41wPh9cszaU15yhlSlVEokOU5NQGL+Vdl4ZXy1uq3mz8mSRj9WP6qCnPKWj2QDLrrSi3SlFEHTZup3PgPoqM8lm9LjRvlpbHTlXcUuioAt3BtZScnhCrQ8q1hHjhErILIB01NwgmmrXMOGMoMPiBCPhdC2IR2TcP7i58asd9d8SD6PKuYPKtsCVQvFW9TnSCJfimmKocdB9Gf766clXaTQgrG4oCADrD765y8o/EK6oW5VrZTBqrBPo9I4N3DdM2rX7SoHOBvWAcdB+H313D5LFlhbGFLeScBofTGTlTMOKZPD/bx/srlPCGzj3zidHQqBfqurecibwok4nGvoWkUrZoVuikG0UATJ+igwDAUMqiJQCHX6xTISVL6kzBVeXlcqcHbdxTYbQmjEjqJJ/GfwUBFDJLmemUVTyKPcNTqSZt3rNxHPkirtFk9KyRuw5PvpraMi+k7RhZJ8y6E9dMiLOEB8Bx7aB3NpXY+xNdy8teiqMEmoXo8e35SnL89ByBcr19BP30GzWWQat3p1E01E8jE0KclQ5knkmCThM3SXSinH4q7F8ozDmHuKz5GdbxGU2wb7iDhHvLh89cVZmIOWYgYOA5UBhaMf9ICjEJTXQXpdajZNUdCK5/1UPNjoR8zuSbIHQJLmBdEDcD/AL/zp5YMQxnbrYxkpKpxTJVQN50fwF9dWtiHhPYMAdFVpeqnR3wZM0wJvCc/8FA2wVveNReNLdknIxTBYFt50ormKYezIX7OkbRu15ZlyT6NlxrmXg3qwptzKBz6v1UBOraewly+ZJlboAjxA/e1/DVrRDS8LewYlUGz8tvbaplD9LApBckN9gpVglXZXxK2uvMxMsrItEU9xzDuydh/s6oS6rjmbpfFWkCpM9omkE0y7ZBGrAtW7p2wbCjZZk5Wet5Nyod6gomfQUP110OonbFyW8zcLQsW/bOkiLoiYCmEEz9tQOTbUG4ZCQSWF101UAKANXSusDkqTaW/cM3a8rItpbeCOJuKNADnIb5a1vOxrkj8QXqdrRUkqzSOK7Q6aCmghKOMOrPxEfWg1u237ibslyidQjAUtBByNzaqCmLzkjyr9mQqapSoIlRLuJaDCIe/31YVxYPoW9bZ39wXYyayK7EHiTJQmWr5NWfe+7KiaXfQuJsVFRtwSEfbN2snZkswR2wU/OqkxU8/t7tdRNwz/np0wOKO+RfcTyD4fdViOt+cdx0XJRbVEFPOBAIYfdln/wCtMmE1JMGi7Rq5OkiuXSoUo96o4BEK8qBMSnRPNTA6L8VllANuofZVGJLqIiO0YS8unhSQmzrzLOrD+MVZJqqC9IobMg7ej4vVnVq2pinbkRh4a139oEkF3KZyLrCGkQ+DKqdKOQgPuq0ZWahL7ttuk9Iwg38Y120RANBXIh8RqgbtZ23XOBz+FkLifmlAdlVas1RMdNMPloVik7WWsqQTfqrN51IQUaHy5Vi/BQ40cqNHJVkhyOmfUUQ94Uc4k37HXo0anPacdGyiSZSKOmnICn36cv8AbQex1koPLRuK4m8kUGcQBNsM+dc9NIVe9558lcMYg8dqRCSZN8hNRUSEpla0rLRzOXimLEzkki00Lht69Bfjo7w6v637TtpRNhHLg4WRUK8SWU5Fz+z26CvHs4YEExaBsu1UF0Xmjx6z1bMM6azXk7t4ATEIZm8NmiT06/j1J/zUBntuFTaQE5JzP+TJMxyuAbp87U331CPoRRCcUbRzgyqgvAQbBuaVT6+4arEhesKxta6TxoP1HOhqmYioF0GKY5O6ft7KDjCoI6jH1D786KbwipS1riVY3Sy3ZHIp1NxxqGh5ZuRNQFCCJm2fE3urdBO5bdDjo64bWVdiskl9dOn7FaotC77kTRdtk5d0VJ9+0l18D0+gbkG3VptuyDdaybczXWJPZ0jDNo6TZJpLkNHqa8+nqB1X6KwXJKXcSNwviBtyZboP4hImaWRTCp9oWgkZ6HvSTcO7832RnaO3Hv0vQoHTDsMnQ7GWyzcWt5/B/mLd7tO22fdS+OrJhP6J0ohhacyuK66znpKroFORMPh3KANvG4mj6wIWMLHMFlwTP9bSDQcu3QpH3ROs4BxBIPM2DnidM4Z/31cl1WFZMpaMi3wzAktItnCZ1M19RyJVVNy27N2ZLR5peNKkY6RFiEU5iHLQNU4mOc20rIIyQdMQ5DNzcNf6aTkmTyFcNF24qJqi3TWH4iVpKIJP5BzIRbYejBznIXhtf/apSybQuG9wkBizAr0Uu4udVXTyfvoIVkZF5OlcSqyuzuZrqE71EF2TTG572K7VB0jHgkRDc8e2Tx1loWWvNLTKTp8hGKRaO4YFx75vhoecKuRcOFSd4QyGoBIpb1vPWeiNfOxdnXUKmKvd0kp1Y7WPXh3bH6bownTCbbtBy3zKegpk5cGRBiTuGHMa9klt5woOwk2y5NBKCyrFYwkHi5bCTO42kv8AWDEUVQIcpSG0aCV1PxrijCf/AOJlt/8A8kj/AI67YoKa8qx2LeFiibJDbx1yazeDuVUuD8IS9r1YQM6u8OwIQ5w5s9BfWNdD4zSlus7a6DcTfeM+SMRsTb1ZL7fJVShfpLcw8ZNgjECXGmmdksKgaF0yezNSrWBe+EOH8faU45jot4d23aALdQHGsNVG2Ft2Nrms2H6OLcBKkVJwkn7EydcvWxfF9W832WTl2q1kwFEE3HEFBHhy1kxaWIljkJJKtXzAHSQrgdv2FAePNU4tYuLUnibJyqtuhGosxSc76KjcdCq5fBVs4fzR29kIusTXTNpJpd87gUyjp8FUQxQv/FgqM3CtxSXgGm2LkVdB1Dh9n89F2HFtYZXWxMpf8rIN7qARbOWrx9oMJ/jTrAe2be11r4hLIIBEXJayinVrsz6TNS/PW11jfERia0u5pBpS0AoiVochPToVW+B93QOGF9XHZ00uCbJZ5klI98pNHo6a4sXlNyN8P7fTu9wNuK6VUhj09ZKyoWdi/GSDC5IfFCLDoCzbQ2fgf7FTxKVL4x3wWwbXZXLDnQeLvClQTTOpnr/EqAwHthRxayUpdVwvpdo+RUTbs3Qn0pl4cdJvf93uqOxLw+tUlvMbSjnjl/OprGcRjU/PpIb7T5KaILC+2sKcSl3gzQuy3U61qO0+kaCa/kqt32HxoTE+Jt25H5koh852wcEHPqNyrBisD7zs2bCXte4o1WYbp7qLY5O/8tT+MVqISVkxl9XY5UiJVhp6Qy3OrUNuezrpQI4gQlpYc3ClGJMSy7F4BwKKgl3m59NDOHthzjm3pedODcI5sOayavp/u0UOkbPL1vZ4aHQNpcqgdI7tXq0v4qOJGRuuwZ9vHy4oSjZ2mCebRXMHdYJC32JG5lIS9lgZNHzdQrJdRPv0StVpSckYeCim8czdMT7DdTs3yk9pXty2tPXxb7mRkrb6GEekoLZwp6U5dul4J6xu+yIgrNVFnPx22Dva9Kptkoxu+JcdqXC9RuW32b6Jk2x+tEPQnJQlhsaJkJdq5l0kkEWJDiBEFMhR6zWTL56uA/0rnoAYubYdFArYTgO3rKv/AO+gQsTY+IljEtsQGMvZiQ+2o3DQBtCnozVDUNifc0BcL6Nfqb5WCSm2dVwRQpz1N4mxzq+LHQEZFFaWjwIuyBAnPt01uW3LxVwvCNvOOh26EaPUukhJvjt1Wra4ysE8mTIyj4QUT3FFFNzRt0wGOBcoyay1xg4HJ6CSazYgqeOslmL6QhX7m+mPcTOu2eg35T+6oixbAeXIJnQzxYZoo30qCI8xzVvEoX43ay1pWq6+kjF2mdJUVesJo+Xc9HVsQo3/AC7ezEoRu2b5JIlEHBA5yKULzTl6+l1F5Uwi5USL3CchKn3cXExtoiwmSGbziPVqpKB6cm51dBjt84WQSR6oE0/8NYGTxQDraC5GEvr91Njm4JhmAc39tOjkMdQm1tp7oiBvypuAaiFIfSORxyGqS8dHARIXPuCPZWoDpREDZ6z+usDMCAQSgJzK5Z/dW7kBUcKpgABp4FH3VcCIAsnufL36n7ONDkfiSdZioRQOqEHGjQf46gxBVTbyH0vpK1Ht/qvSUF1WNO3riPLxzGLkUYR5bMeoPnANWtVMnHSarv8AJ9vo13w5mstLGkp1AxzOB6PpIRIO5VGYE3gnCJHt2Ahi+c5MuTuQWV0dHT9da4W4otcNr+mRZR/nKEfjtrCAc4aPaEqB0jj1hi3xJtlJMqqDSZbBuM3Bk8hN+GpXDF0QUta86tDzDRRs+bnyOQa+glh3nD3rADNQZljNQVFPNUmlQFAoUxdwnt3FCUaSr2TeRr1FPZUOgUg6yhQcUWxcDu35dOSaIN1Tkz5F09ZB/MKM7MxcnrXFwVgwijJruulaDoZ6FPeXjwq1nXknDx6PfSI/Z7jNSmH/AOk6fFvmF5RG79n0NT/0oGOJV3XviFhCs5PZCTGJZuSKuXaRzcR+UtUHFs3L9+i1ZpnVcKHAqZChmImEeFdp2th/itE2a8sWTuKCfwztt0Uih0lDnQL91V468l1+ycpuYy92pFkDajHUbqEMQfzqxB35iridBwjWwZKNQgpNkkQVXQh17gns6qK7btnbql05Sfd9KcEICerLLl91dA3Dg4jJO/PWIuK7Q2SRE01DmzU0fx0YWBh9gW4boR0MeKnnKv2rrUsp/DUBHyNbJ80Wk8vN83yWl+rbbngQ/wDfV9AKaZOCfJTdg1QatE2bREjdqkTQmkQMgKSvV1dtPbzzCs6aGqyv8FUGt0+5MdFbPk+MQ1N05xtKd/4NdW7eMmmxjxeqKppt0g1rfoqn8OG8u9sm7Lzh3IIz10uzhEqLD1gkIfjWhL+lW5rMxMnFLtjZNxarx4ok3OCWewH4dNJTHyTC5XaEZaIykS6cbcUocFEjmogsfEWTNLhZuIsaEXN7mSapi6UXQ0/x8t+SmcNzuo85W7q2x6emJS6NZM6AusYb/UVE14LRCabhLkZNCc6P3HrnfHnBZ1bh3l126Ka8QZXcVbgnzNtf/kqWZeUsuozbhLW2Csi0AAIq3ccq5vxKPMNsdYTEC4ULWcWuq2F2icohv6y56aDj2SAekZh6I/cqw8A5+1oW7Ny6G4rnUACMljj1LZTjkoP5VZrLB+1rWtaVmL5gZh2q3VPtt2y/stzk7lVtiHZMa/Yx9w4fw8l5lc9WoCnOch/voJ57acfiNccs5DEBirLAObNLwKF+HcoNxDTxAjEGVv3cuuogQc22tTUT91R6VuXhabkJZ1BvGoMXBFFFDp8pasDGiUnbrsqBlFoF4kmimosoqmGpDnqxaVtYbtzYafRK43OlEUCHKsmryAeqDa3RdtkupKGjna7hi1E6BRADCQnz1OMMSXEjYspCzM4+bqg2RSYJ7WsA2/Sc1WDYb2Xw+ibdjjqx1z2tcx+QU0QEyR1PSaqB3hviXdV3Wd0O3RYoXY1UKH1pINpUlBFivL3i79Rw9uQTNUJKQOKqW34/l/DqJxOsWZwyucZ6NfClHGcamShVM1PfoPlUqzkJrGFs3dGkRJeERoBIyYbZFEdzvfwVAsm9cPbUfyC807ZgD04CmBgc6MzB7T9dcpzAJFlnBRBZMAMYg7p9Zq6sgcPxtWUG67quR3PqNimEhTDmQo1y3esklMXXJybZHabuXBlSE+HOghTdteiPLWV4agwKysDsr0nEaDynHSFOidH8GrVWjdNNRYpDjoKPab3VPR0UhNLjFxm66kTn6jwlMWgHApQoCI5dnGlztVkjKFWIJBSU0KfdRTccSyY2jEy3TRF0+AQI3TT5NJD+M/x0BLgvcjqx7yFom7jTg9KnmuqGsuXw1tLYeSlyIyN4Zs4lFy9MdNuflAiGfpKCm7JK4ZqPjYRuLRdwGyfWfUU5qK3d8OD2FJQEqsPnJEU2jdNP7Px1YjWP/B11MwvnFiv1ZNnNPWRQ+rw66JkYeSse6rbve9UEFUXS25oSP3PgUoD6bvrtJSaixVjyE6KQqfL3PnqXvG9I2ZsppbiTJ1nGn+ruBU1ay/PQJYkpDLXwu+aSicqlJOOodip2fLQ2DxVkwfxQlz3VOf5TEpmzWBuskqJdZSH1CBuNGM0wteWjXcrCPkY5NkgB1W7tTr3Rz/BQKWxDN7otpJLYQayDZfS3dKd11+Gei+48RIRbDz6IvrPBlLoCRMCAXlE/vqv8P5mHiXhhl2qqyIHIsiBfUcueWf8AbUnd03L3TNBehY1uigzFHgn4P1VohbfKK9zljpZ6MO0dKgR4A8nJVp4lYPKW3It5uy5Ru5bJFIZIHRigZQ+Xsw8dA2JE28viZcTLuKZxDoG5APtcAWogd2ZetqMram5swvk3CpEGqYutaJCKF6usBFgje0YkaQXmF2MS9DMHSnc6RULjCr55vCDfslxXZSxCoaFO4TrKgMZ0bWJcjJCLRSaqkT/yj0fiTX66SipJGHdLwLq4d+GVS3WqqfOKamnq/wBFBJ4q2K3tVcJO134PGZAAjpMD+g/DPQiuzbNXDQYuWM3Sft+sEFNAE+Q9Ond6A8hmjFZloAHOt+dNTmel+ejmIc2niaU0e/bsLTi4hAVEldznN8tbgr+2IyGVvdqyuOXMEcr6VwmNMp0IlvcztjGLrLQXSeRTLn0U3fNmiLIp0nW6B11CEDTlmQvi/fW08pBHQaBDtnaCoE+s7x9RTG+X++nomLwkIqTWjoa2GQJNGwcgqJ6Vzm+c1MT+b+jRi4xyyLTnTVU3Ne4eotN8kTogg0T6jvj8f/pRVZNx2/CRixZa2hkHRlN5kdU+RCUojMKeGJ1uZf8AWaP+MK7ZrjSxRVNjFBnVQBE5pRE+gPDz12XmNRRTnlKsnsijbrSPT1OTOlxKPuyTqk51FvI20rc0tc/SrhXc7YsgDn0B4z1eHlQIPkLaiJRiKodBedYoTvE1p1UcZO2bNzcce4ojZQRYbLtVM+gVl/tNBaz1aSu25LMHC6It+22r4ZdkqDkV1PZn9pUxamK92W8gkrerR9LRLxASo7wacuHhoPuTzLbkgV1Z00jIRcgQNxsslxT+VSr6sqatLEFVCBkG4KdBbFW6OdPl9H7OoFQYO3teEK5kYu1Ivzo3XNvrp7fMmGfpKOce7ZRnX7eetoqzmeQSJ01uCXr+0qNcxEZhFi/ESu+7CDkCqf5lP7P56u6dui0ISMSnzTsYmmIZ60lCnUP/AJugpyzsABmIzzhcks7ZyTlPWDcUPRn+ep66sCCsMPhUt6XVGWjm5lHXwuSVGD5Qjhe8Y175q2bbFXaXHLrFKP8AEljNtoh7ddqS4qoFRM7Ub7vUKpCnWCMtDF/D36BMIwHgtZCPYikmmu3z1qbdNPJxm4xdZdmd2mpdDoRXMKweD7NM9e4FsMP4jC1hcsxDJneLCdRw8US1gn1lMcTXR73vG1wwmkGZ5JJNc6jhsbQVNP8AErRdU9KxdtR4Ts89SZtU1dvpCiXGqSxFcxuO2IUbB22+MEXGN1DvXmjkPQrjFLYxvxZ4a3Ugk71qFXSO3Q/af46I8Flxwdll7evxn0ELgAgJLZayJaPiNQWXEw9lWZbgWJ0Arxi/DccLF9Ob9dU5EXLYkTcs5h7NZjboujps5IQ1qNv31a1tz2HqmIk9JGnUEXcej5uAFlerVIPpDloNdt8LbOvVJjIR7CStSeHpIrqK6xbH/wBypErDGuq1YpdVOdb33bLX0pWo6100KHYWUThL5G8reth6yttYiaCubf0H2ilFimDci3kRu3B25ttN4BxSQ3taKge6pYZq6bq8nyQIi2bDKt1ztpJqAaBTBP11tEg+v+3mdvkZxE4mubi4TTy5zp1z4jN3HAP073Vj1mhHqpzm+r9WuXcq0bEvLCroqMe2hhazaTcqYiqnr41vjwsg/sVkpHAkqtDONbxIA9gdOgqHEG+29xRyhlmD9N90gq6m+oOgqn2dWde6kArg8xfu2BY9y+SITQCfO2odk8Rmi+FAQZYiIlDKsc945C6kj/iV7csk4msFW75zHg3FDZSAE++4L+HT0AeH090CRGKfOBVjnJzaNwadQsu5iTTCUK+eIiKn1BRMncTqJtxjFu2zwXgCoqi330j93Jf7M9ObTlFHegJVEABJMToET5danf56vWIyWm59ysQJJ8dwc4GADHDsARqBVOqVI4mTKYSqCXMPdU+7exqKyCqaSzpJ4UTF1h3QqLUIUHpFES6Gp9YnA1bgiHOrpCKqSgAAkHTTfkKgBhHiJuFKK5aDIGDJQp9Kf5V68TEpBORMNpIMv4qJakBISGKJsjGDM1JKpmTSKbXnqHKvBBQQARLkGXGtjHKQgEEM8+IVYxsBTbesOw5RpMwdcrpHIBONbBqEOWkSF0rDumyz40Dhs4cMVxXQEcxDbJxq/fJma2nPW7MxKzAAkRb613Ju+H6KpKE81i3eedFlklej/U9hPvmpOJm5OJTXLGOTN94mhcS+73UHTFgXQjhHeDvDJjlPoyDgi7NRI/ozH8B66LFASJEyACmMHD7hrlTDS5oWGsYLqh7cGfuxExBfiPHo6KfrLVpYd4wu7xvBnEkt9aFaKt98h3p+ZY/yVApHEnFPFqzbwlLcXuUQ2leBk0ydzwUFqYvYoqjmN8TBc/URfKur7nwVs65Lwd3HOHWdu3JM1EgU5CDTOV8n7DeR2vqDtno/6IuCef8AaFByqGLOJaKW0lesyUTGzHJwNQb+6rokVlDvZ6Scip3wMuYc/wC+utW/kv4eorCdeQnF9anKB3CadHNs4TYf22VIGdsNXCv/AEhyG6b/AE6D58qrqm07ipzZe8wjVpeS5cFrWvicWZup0q0ag3OmkuBNRCHPwzP91dVrYR4buXovndksjORHup8iX8n/AN6ZSmB2FL4BD6KpIgPadu5ULooLCt+fhLkYC+gZVnIoB2nQPqCkXin4mihCzMN7Qspws+tlq9bLLp7R/rRzhp/RQ1jJiaXD1COItFqSQvVDZh0jSJK3Ql5Rb5X+jh8Vm5AqrtVBmmI/OpXP2Jt1uIW6oWIhXY9HtFJNu2OiPIor3lj/AM9eY54r/wBIKMagyi1oxqz1CJDqAbWcfXwqq8zCcBzETZeusHUV74zWnN2NHyJo5tKyRXxNaDrkUb+8yeVWXccu3lsAJyVQcBtOYZb2mvQf7OuFC5aSZd3PnqZYXVPs4ZxCpSrrzcuTSdvr5RoIQBVAKNsG5K8om9mr+x2gry5R200+j7uop6BhE9WNgdiTM4f3CQWSyIMHKpAeFUTz5aDprD3FJCcfPLQvlv8ARu4E+QUVj6EF/wCeqwxNfzMniJ5kwdXeuFUU/r6UV6DXq7/wV0JIRtjYhIAdckJPoFDcIIGKc3+/XOuLEFceBNymnbBcrt4OS5NCnPtm+A1BEvHGI+H7VZ1fsaMpCTA7blJZTXz/APy6KobFQ8bbK57qtsox6gZNEUlSnIuRTw0OW7d7fEixn9qXpNvnM67dAMV1WaZD+HuUEW5ZEiricSx7hTXFYCn0obni2+SrE1hAvZM7ckxb05bZgSmdfm1Ug8zIakLe6Rhxfi1qTc10NgoYiiLkecmin2FtwrFkWdlNrQifOscc4bzpTQuJ6ey9kRsljqrGXdJPHiIsOmppB4B+woJVxc8/fEZcMawhm8wh5wTTYJ8vcT71GdwWVH3LAIRcc4Jbb9sXIRYk7h/s1Kpg8P8ARLH1GPtV2ZuwSVIoKSzrRye0LVh4U6Yu5bwZu1QSSVX6czUFbWU5fkPQK4NzJbWfS2HVzvkV5Bksp0dQVNZFinTrmC4VCnnJLZAE094+kCdmnVXWsUyw5QlC3I5aNOmOjCmCoudQZ1yY9aa52QMmO6iiucTaPWTXQRPs6z2VSE48bPHgqM2KbNAAyKQn+2o6oGlZTxFuio1UOdXQoHdD303yoFW5yiPW8Aosg7cmpKQSfWik6KBe1wKmgCG/XQiQmvtohi1pdtHebVXrxnHPhLllwIc1XApcswq7aqNnBEgkEltCxy+PR4qLomajn2BbyGLDqOXrJxrKqHg1+Kt2tignIQcZJpIppTB+rV6RzUPSzeTw/uyXisxTDYOhyH1kOmegIsLLjhIu4IuTkmgLqosDppAn4Dp+Ko06Ta7U7tujoRWiaiu4mcVPRUCFfCLdJFUE+rU17gd+pSSJDKEalgzO9xVP6ymuPIU1boXWYzyVmM1XCanmNy5yRU9ynjqzriHBeFhYBeOjfPhxPtyKiboxD56appBV04TJGomcKAZXUVuB+r1/po3w9ty0FiPELwWkI5Y59DdcA0kKNYB504hCrzihI4SNV/2JPP0XuobAM/VU4m4j4wsrH9GB6muOlusI9zSPereyouIlF5AZaYCOI2aHWS5NW6cOwtbgXQgHsZJ28tL5otJTSoQRP7DXozoyxHhIW1Zdhb1tyXTo98mTpTtTnT1mqDt5eJvEQbXrdjqOUat9mPUOhqSIT4OHqpO5ZRNjCK2Ki9YSLRs83m79AP8AbSC0pfBSOYWwChZN65XVRzVVLzkT+zN+iglRxdrkbXtmYkjP4wFco9JP4/DTSCUxFteGaXQzkFXEKovsJlFxrTX+Xbpqlesm3u9rcTliVFZu/wB86JQ0lKUw90pB7KwaMyt7MuZ62nYvelkXGRNSmpAmr46cO2Fp2/b79GZbBKSz0c2Dlg66lKjbEWEgsSbSd4hW03UbOGjoE5BA5s1BL9plVX3dZstAkbOtBnca4R3kXSYcgloB560M1VIUqiS+ouY7Q55D7qkldmKaSEa+Yj042k6CgKehpCNUbIkcoCgCwLl0oLDyZGpSRydlUeLPVXUgB+vDvEMX9dAkgRFoyM7VaJuUXACmXjxTGlV1I1zHNmzSMXSkEhMZdQ58ymL6sgomnS2yhho0WYPATmlHYKrt8sxAuVCTh+fpB3KapQOYoFNyccqBqomJxyKmKRyFER1eui297jhpuNtho0YbfQWWy5Eo5AdTOhF2KajgTAc6gZBzm4f3U9hZI8XItVDtklxbLawIoTMDfnUCSwqHLE228/8ArND/ABhXbOmuIIFwLi+olwHBQZFDgmTRl1ldu5DQVV5UD8UMPkuoSV3XhUOHg6s9UdYpMOl45Jvdi8qzeb/pWyeZAIPxVfvlCPUI63YZ25ZEeokmCakDeLqF6FGmEMXcVjJFbSRCyCWs6TjPsJ26FKhZDCK08OpCPu7zk5QVZpOBGNfO1dg/R0/aVC4Mv4OPen6XPR8eDVydcFDk51CfDroLk7QvIlqjLnS6TBtzaSKorkUL7vBULHW85VnGUbKGGHK6PpBd2USkL99BamJE7dOK0cKNuW47WiIZc5zqgnrNqr3CnBlldFtsblfTJ0G53KiKrPQIHzIPHn7P7qJgvlrg9ZpoO2zMH8m4DJYUldwmrT6WhmzJa7JLDQbdi7eXlF3js6yTpqr+zra9zmrNFwY8WNEq4LqeZoRuyGGVTekSST0CZP2lVveF3w8zZrCOsSUcIv5dEkaaFz5EC/qqYuHCu/lodrITt7OFXbxZNJ0iLvQjsqUb3Rg9YMbabpnExItJUqIC3kekKahWpAF+TViC8t2ScYXXg2appk1gnvaMiH+E1GVoW4yw3xTehHIOjx08kdQDAnyNtHs9yqYa2kNwWULltbwrTiDvo0pI9L/Zzau8ZOi+ycTH+GskFkXiqM5HJp7jNRknuH5/Z1oKLHH/AIfDO3zOpjOy5+iRLMvcIhRzil9GmuHEu2vYW3RwA/RhHva/Dpqh7++n2I9yoGtO0X0SxjPrMeoojsr/APeU2hZudWu3z/jFaUjOw7NLowqKtzkTbn+Kgn8ELKtFxhi6nLztwRIAnUCQBY2tQlW1alhYcurTXXg7cauGEu1ECiqOvSPgqokGrmUuB/8A0UyKc5bItDi6hRUMQiYfCVOiaKxASg8JGBLFFFMYpbo0swkA69vn4w/Dqgr5Pt0xhG57DnXnmyTttZQUBEdtNwTV3Kqe+rjm7fxHnQtu4zOCSTvcMk0V1prkqw4+wsJ7iLKquLw+k9wLgZ0mii62+f4E6L7ZnMPbBZt424LPC3RVDqpF5H5lcH/rKCoFyMbJvq2bjbvmU8lJZC7aAjztxU8FWTP31JjNPFYzCSRBiqGhyuol3wpFpcjOQxXXu23YmHlbTKKLZVQQ0HSP9vpo4uSTf2m4lrre3w1MhNhk0Qc8SNyfLUCln7BvCixxUtmKALZ3uiyLNYOuDc71PmdlI3LIz1yxjld7bcYjvMI9JUxNs+nc01J4luZlfBxlGyUxFqtJSSQLvNSBmQp1PaULYkWRdNgS8NB2deCox80AJioC2ggmN9pVgbhnreYbJsFWIISEs4yOuT2NRi1vuIyWI3dvUhDf21DENnnRzfNhwVgTUak8XknrdNLpD0Sn5CHqsJR43dSiqjEVRbdI1pGOOedJGPJ9k8jk0WwLkdCRM2gSh2FzpgssmKPYbUHhEKfvk3kgiiLbVvJHyEwdmgRqPdrOFTOUllUDKZiiiABx7K0RaJQUSccM3BFeUfkrxRRRIABRIBKYcwNTlITInKRU5DmzFMxifdWJOlPNCjJfa0HPqKYQ5g/fRJNm3aKRqizpwKYkz5fizGm8kKZlkyJCVZFMoFKOXYFeNRKTaOtpMBDjwHsEPVUm+USXikBTIkAgYTL6O0C00QpCAAqFMAlAvGtDZiQqg82o2VSEuXdfrCUMgP2FphlrKCI8hgHhVhZXbKxDQXmA1JHKQC5k459tYIqaQTEOwe2lmqRjZkOGgpR4mqAb4N30Fiz6KpkAdRzlUvSQHvaa6wvCctC5bNCchppAhkjkTbyCQbh2hlK4iZRTl61dHZNllTMg3HIgXwVePk9MbemrEuWE6XsHdNNC5RH0inhNQX7hrBvIWL25OfVmX49YdyccyH3KjsXL/e4dsot35m6ewcL6FHGvb2aGvJXCWY2nNRU501N0xe8pHPrJo8FTvlDMGE/hXIsX0v5rWRIZ4imPHfMQno6CpsRvKYkRfqN7ObNCpZcHS6es/wC6q5c49YruD6xu52QPgIUhCB+QVWOr1VmrMchoLHXxsxPcF0mux0QA7TFOQh/3DS/9OGIAEBEJFMRT7TqE5j1WGQFzDtHOlNW2c49uZasWc6x6xGM2BFGRbNfedFAAMP76r6fnZaffnfzD5Z24P2nUNnUdoGs0DU0a08ZsHboFRbt1lQQJuLCmTVoL76YjVi4EXD5in5JJdE7hpJRDpkqiUO9rLw/syrBXgiIF41gcArY6SmRjiUwE1CADlwrXLhQYbMa8JqE2QV7nlwGsKYxT8tA6jHztg6TcNnKyJiGAQMmcSiH9ldbSuINuYj4ZSVpRAOJaedR6aiTfa9sTtrnzDmxHV2KRywCoLU78qDjo/OdInx6K6ww5wvtayljO4tuuZ8U5ydIVNzcaDlyxXMXGR03b0k2WjrkKOpm/EdJkRJ2k/fTaaxAcP75jrrQb7DhjthyKcVdHxfnV4eVPZcI4tobvYNBTmUFQTVMn7UA8Vc2s4Cb85nhgYiDxZLdOVQOxMA1aqsKzd2Sz+93F3tjGj5BVbeIdDl0G/wBtEjFGbk4B9iPNXGvvtFiN01AN1yh/dRrGX7CRuFsKWZw2bPTDrY9N2ik3Nv8A+ZQthInbdxhJ2xOLqsUFVBdpHFxoIGj46DS9Ws6ZyFxJxriQZyLUm26XS1nQ/wA58dH+BFt2LcluLg/M/dSTXg5TUUMQpNfwVD4RYuReH7OUt50i6ftweGO3XRPrDTVi2FAFWkXd/t3j+NZ3CQThHgny/roJy7LMhAsM7VvCJKNYwBXTRz48lcYvhAzpdZBMSpqGPy59mY1324HdhXyQJbqSjU5NH+brgjoombOVSqZHTMHL+Y1AjuNZxrYMwHP105J17kqy/YopzhV4FYBgpJSRGZCCc5wHTTM5RKYSj6hyqwcPVGJ8Q2CqPRGgENtCRwfkP4KGLzh1Ie53sUcxjAgqYEzAHfL76gQVG8MTzz5kt2QuECRjpT2gcGxqDW6CrhciCJRMofgUOzOrBt5zDLrRVvSNudHepOdtR2mpoWqwQ3TAGi44HzGYLNIQxNBXDVbQcn36KDY+8V2jgykkg1mgXTzAXqWo5KKTo2xbsnIR0xDuRbqtRyfZmIYDqf8AiVVpyoCdYCKiIlNkQMu8FA3cGAzgTZAGY507i2yrpwBUUzHEnMJQDtAO2mCg5qU9g5FaKk0nyI86Y8KCbuyUjXtwBIW7FDFCYAAU9zXz9nJTaTTnGJmgyoqiKnEiSnw0f27a0NdluLHtdEEZ1B1vJ7qug6hfhoHvmbkpeRAkw1TSfts01T6Mjny7NVAldVwhNg3IlFMWBECZCCCeWY+s1DvYNbeurAwnirXepTa10LJIpotupOf1KHDk/vrY0Ct26jkihyiAFSKJhq+HTm1o7yYgQYNWr6RXEhFlcusbqmNVHu27hmQqmeSSoGIVQOw4Ug16UsUUW+8YO04FzyrKzR3d/TIVOBlmDBwhFbJFEgH0Yre0qewsbp3DdUh9KdLxaWjzqIqKK9h6BjS10Xe0j7c3lX5WufR0/gCmEZGzety8jklwNGl1rnLwFIQqAWWDebnD+QlY9Vqm5arqik5RUHiYlGVo3xajSynFqTa7xeMlBOmjt99sUaDoy+GzjzS3m4hoqCbj668Oh1qxD1MzUHhpKXAxPZ0osklmAuE3HcJ/PQWLJWfb0RhshEIsSyynSd1Nx3DZfroPteNsObvW4gmWPmpiKJARJnpTQU+Om2LTnSs/btpDUiukQ7Pac8vz8lBNisX8rKNLfFwItXSZtwo90tBOM7JWk7jlbNjZFgu3aa3ISG36QP1VpfeFaltW82mE5+PfC5UITaSHLLXUhZIJQeMDyDRfJIpikLTMR0kObbqOuV1NhcUdb1wuGjqNYvik3G/d7fjqw0xAw8WtGDhnLpYRdvFNCxA7pKXm8OX8TCmfu3AkdlbdJSSTT15l/OjLHieGUjk0mLdPzRHrkJufiUc4b3jEXKxkGyjABBqiQBUU8fV1A5qtXMbxghy0fXUM/wA9wK7i/fXJt7xUXDYrRqcV1bQXqB9G53OsrrDUFBWXlVxrpa0VU2JFDkYy24fP4CJnqrsOrWu6WiUrmZ3O0bridQEEXJstYeOry8oORGMhl0uhKvE3kkLY+n1AdM/GqjwphJuRstm4jkGbwsRNnOs1cj7Pbrm6cCF4XAo6t5HDSzGGZgHeeC2HMiiifwVbbiMh74w9hrVuhRRvJos0DLmTLzkNVZ4wIxVj4mwspCoBHJrN1F3IJj36sa7n7yUawx4XZQaPgIuZzt5aC7f2lapSl24K3RHXGMfGG84Mj8U3qg7ZQ+4/uGha35W87SOq9g3jxiiQ2hVdtzk1V0Nds3Z93xhrCRuDJ4dwTcFMe/o+elIxXDqyW7qwDK7bWVT5yvA1bwn5OB6IQ18YmR954GEBs7RRuZ07QTFjuc5FSm76dFmH1v3xOpITt1X0k6ZNT6zskCcdxP46BHWEI4cXeW9ZFqE5bMcO8qkCnWpZ+j1fHRovdn07buYPCt0mycm4uV9vQREh6Cvcf42XsQVZy25xfzPdgqdJQBPIgUReT8vB2u4Zwt0xyRJh2mRxFSLpPPeQP7MlFWMNt3HN25aNmtG5V2JnBUJBwn3xEntKrnGu5ZmZdRzWEtvZfWk4Mx3keuU0E9H1dB0TdFwKMbwiGDUxRUBMyjohQ4kQ2/dVd4hY3WU4ZyloqtHkqZ0kdAG5EuUx/UNAnkxXTc73EGQk5mOXkUpNPS4kDByoaKNcScKk3B/pG0nGqF2Ju82hQ0EIp9mnprBNeTrEFicOIs6ceEbLiYd/cT0HOFB+LDaIvDG1hZbZ0SGILb/LS5BAoK+026Y3XiXi5h/HlTua241dwovoSfgIbZ/u0Epjh7GW/f8AfU6fF9geOm5PQo0ANaBALp9nWgsxGw/w3cysRaVhm823KAGcEdx5tYdX8Rqh7FslacxGcWTi9PPXTyIS3I9qstoTcE+LUND2FB3WHWO85BNWziaYICdsCzVPcP8Ah81E2JGFuIOIFyL3usZFARSybNQNku3In6Osos2zbHtCFjpWxW8YCSKieaj4q2Z1tfs6o/EKySWlMwkk488ObGQkOsUd8+g//wBOiDB46WEt3y1vYqOVGa6zQr5m63dwihfgrL2xBu6/bHnIyFsgQtpU3Rzv3Sno/nrQEW1Dx9xObqxDl0xXgIt0CgR7VfR+jhUBd0jcuJkiq/j4x8pGx6ebbIg9QUPnrclg3rCwyqC6BmTZ6lwSAerc/Z/1lHGBMdeMYxkW5nBWQaTpmj1e+JviqmBRliJdTqyVoJFUH6roQSWUVDWscnup7iVbreEjYteMiwj0xAOkJqKd8+3z1CWnIN1lrsbs+jshdEKo2TFTQfWmf2Zqj7mlnE7Ls2K6YpKsltC+441Z0CDeUdxizpaNXBqD0NvRUGIpAiqkO6qbPPpHiqUjoVuLeRSXfJfUVDKJ8e+pUR6Ud72ShNBFNzuU0IHR3niIKmMYXK2oweqvJYSIqLogkURIcAyD3VqAqqZkKtpOI5p/KFavSgXQBjaTmDioPirUm6qZhSTOXPMVAAC0qvmVYAz5dOQlLSm8G2CYkDlATEUHszr0SJCkm6TWEq20IgIB3jUCJ1zA4TWECjrHLIalFyInYJNypkDbPrUeB3ifdUIcQUMnkXMSer10+j3pUOkIqk1AoXIpcuwfvoI85RKJRERFM45ANYvwNkRXs9VO2SICg3TWDURVYQAPgr2QYGbuAPs5lKYdPz0E7h9ec1ZZ5AIo6B0pFHYcpqp6gOT3UT4Nu4eGvuDuOaEW7AXazd2oCfVp/Z1VzYeoWEfg0VYJZmGQwjCDAN9+s66R89B3TCuI6RYFfxj1s8aq9xZuYDEN+QhWkjExckQxZRig7ASaOf1Vy95K+JkbaPS7NudYjNm6X6Qm4VzKVBTR3D11DFSrGVi0n0a6bvWaxMkl0D6iH/IaDhrHPD02H99GSS/4odCKjNT5fhqvm4AqqIAnrN6q7px9w7/pAsUybMQJJRwHdNS/afh1y3aODOIMysgsSLFikoYRBVY2nT+6grt4jpWHq9s+oKk7Xt+TmjmRi2yjpyqUxCIkDMw1a0p5O+ICBmgNPN7sFR1iom49DRLEeTjPRM2zfM7yBpt9YJ25FCuCUAFKYM3lFtwcC1SWUMUoHRIbmLWmIOC81Z9oHuJ08SXTIZMpyEL3df35+qurLetaRYlV86yy8n4E1XCZCmIn8Fa4qWyhJ4T3IyccMo4zhJQfiJz0HAPpOTKp/DySPC3W1lCJbwNgOZQnvLpHOkCNtpWHkVkfqipgKp8+hTnqyLMsXdx6Us9bJmm4RWFFQnZpOjrToNbmuTDc2DZrYhiSq8yZ50kguUikIh8QVTddI2nC4KWw1UgLti5e5Jxuqom6VapLGQA/wp7dCtxYh4TmjXzCDwiQRVVbmSScKuTCdE/qPQUxXudYPvrT10BfhTd6tj3vHXCUgrpN1Q3Uc++Ue2u8LVmIq8Izz7bj8HTBQMxBPvlP9mpXzirrbyLINFC2pK6UZlYVXDjoi8amPKQPtD0Ft3dANLjt13Bv1VAI6T0lOTwH+Ouco6Ivt6zdXFHKspNVk1cwjlJUNC500/FXUyyfuqu8XmQM4kkylcCtupIHEHBihyr0HORpq3V8EouDlJFZZ+jLHUI1SS525PFRXiVhBa7bDst22ou8SFNqR0q3cH1ay1VBotzbcu1mJqCNIxKh9Qbm4Qjkufx10LE4gROLNkzdpx7RtbdxKNNpm1FTWg5TDwFN8Y0HltRRZvCJBBrAw6LR3DZAtl1m/U1hKN1QdttLbupgkmVPkbqJn18lUzbzbEglqStuMOkRYwQ9IUamSyWMf5atPBTEoLn0xE0OxOteByG5N7/30BHcV1qWQ/dO5tgJoAxRTQcJKajic4DyaK4xeODKPHLlHMhFlDcoh4c+FdtYszCFu2a4lnDNo8TIqnuJrp6xN+VcSzS6byTduUi7aSyhlCFD1fdQNgKHeNW+kMtRBpuBhyyGvdRg5Qq9D6PauHr1Ns2TOddQxSkKUOIj91d+4bW6hAWxERkwjHvZJk2KKrhVEpzgYfZjVS4E4WOorD8b6SFJ5ccjHqGjE1g4Nwz5FPzoewUv+4obFqRt6/nSm5In0uTrDxKsAcn7qC5sQsILJupEFywyUe/3M+lMOoCgDEuMwthmCNp3CC7JwCGtu+BtqWOPZ366ARVU6P1SaagZcKCb8hGVzpJIvWBU37dRNZq62+sKBPVWjlxnFMZu4n1uFukXrNVLW1VdB2bfq/XQPd9nzlsvRRkWDgqR/QqgTMqld1xNn21Hi4cIQrEHbhTcXX2uYD+6pU6SQI86RDpk8CiYDRD5xLpkFUpG5DceAAIcRGrEisD8TJWNTdoW4qVJTiXWoQgj/bXVUjZ9ovZxnNqwDIr9sprTOCWgNX4lc+eUVPXzA4pPCfSR4izcgVZsVs4UKTYrmsJzeF+J1ptQeqWxJNE0+1wgpr/w1Xi+6dYyixjCIjzGN251ZFgY1XxaEqRdKVWkWWrNRo8NuEOFWRctj23jJbTi9rAbBEy6Af5RiA9ofvclXBz5bqbFSYR857nQiZnW2+9pD3VIskVnlxt4uL+qovF09jpHjDwa6jZePkYh6dnJMXDNcvaRYglNUqn/AJUYHfqvUkZFkKCLZDRzLUDXJYJZFs/QAQarG3E/UfrOejqRk42xL8dvY5iUkc+ZF2UEHGvLWT/70F3vFTUTMAM2H1p0G+f5qTtM0UpNFSmiiZuqmYhTiPozD2G/dUAnQlYS0bsYTcKPnFJdPrWh+XZz8FDcq9VQlHqkQK7Vk4DQtoNlqII9g0yk2bRq6eNk3gOto+SaqXcOHvqQjnjuMjHgtRQeN3aRCLayahKcfUFATQeG/wBJLJkZa2X3nB4yOUVWRO/o99CltLBCXI1VkN1JJNfJVPR4adWJdKtrlkV2QqpP10BTQVIfToz7f9lRjyOcGhUZtR0mrvrmTOTVmchg48fzrpAZSrO37hk3a1uuBbNmTMxz9I6ve/DqSZ3GvaUBBC3g0N7PrXSqXP8ApqsoqTdRjkHDU+k9EL+UVfW45eSr5Ry6VUybk3/R/wAFKFbjuzps5NP+go6nzgh0FE/Y6PgqduyOMNot5FaPFFaQSIooqor/AKVOoqGa3nYQx7GHbsJSNR6SKufO4JUBZM3ccgLWzWoJLdOU6O3Fx4K5iWtJVxNEfFkJlYISOalUcJJhr6Qf4airYuX6LMbii1GaqgP0dsBIp6P4KmLRGbtq9xsJZCJcpqSCZHO+nq1j+uh2VYrO7unQ6kFQeGDJPud+gY24o6WuWDFyqooPT0ctfq6wtds6Rrhlsq8ZyaTtLq1COwOTj7Qhq7q1Ke8P7KAM8pB6EZCrvetFFtMoqKaPh11S5bldkdvofDhdwv8ASIN1VLLnQP7Sr6xpXiWsTIBMJpixXfbR9fq56peMsu6LNN9ObBeBIogO4mmCeo+weoWN3dlwt62I1uK8TLoS6Ed0dwf7Hb9pUlHIMgwtjylchLW8DAW7hRMdJwT+0+SoaJxlti4UHEDPxy0Msq1ODhRQ+RddV/gxZ8rdK7xiafdsrW3T6wIpo6VWDW+4XDqFt9vA2iu6lrqXWIqk6S8HyU9lCzd5WpHWwvaEt9MoYcwcadGZPmq0rul7Asx3AxSsa1bCdQhyOk0k80fxFFKIcVX1yyFolc2HLN1Xii5c1UVEzCBKeitADyjbpjpSEctUujOWZk1QVBAm4QK98n6+LHsCynjeeeAzn+mmBwgdufpFYnf2KmFwojeLMJxF2fcT3FNRiF/gqGuJazrmuSPxWjYBwsxSdkJMx6gekP6zBSAyxRxAti5mkOOH9wugubpmwhwMQiBD99Q9FuC2Gi1mvX8+9n05qVfkEHBgyEusQootg1qrxfniOhIti0VT1kHZKQQJ89UBaRni3lGKjbUpIxsAqqYdwTchyk8H6NygSf4l4h2EQ9iScA0I4IucxB06N4mfvr2Lnn+KGJMO7bP0bRcpoKIMFM9QHP8A79TeJWKFqz2JKXnm0F7lhIdE6KypdZFCH+POoSQRt2eszXZkavDJIjux6jtXrEz6vtKYLtWwUt88q3lH09JOZVEEzgms4AUhVL49P3+6o5Ja8ilkYbESzQldgouW8jHhxOn+fx0J2SxisYbaBpcEudtesYB0yuWq+g6pC+jNp9pS439f9pOGuFj9wjIyr7qmcqqPFAh/joInyVb6tWGfTMBKKLMpGUemOiZcve7eTWNJ4l33IR9/rP7HuAQYtU8nLF0bkUW6zcqw8QYWxS4aIDeybMqjcStPOzQNByLfaUM2Lgphg4SkRXmfPagkOqhmttqEHRwrBATmF2I2IKDWZuKY6c8ZiBkvxEFObQnVxS9xR6SJ208DNhaqrAElQAMjkPlt51RMFibivhmo1hFnEW8bIth2UnYc+3/WUJ3Ld05iRcsSa9wGBh1zESFy1R0J5Z96qi28zfM6i+Xs63plN/BxsgcYV06DWfRq6vTSLtLFqRJK4g9EkMmimTtymloAhP01clgYe21bklPyZXLeQt0ClUt92ooQ5xXTo2w2umTeW4sldBBAzoFDr7heQ6Xjq+yHKERDw1w2o9lEHQllkhIKqavBGh6RFIHpXOs5jj3cvV6qllHNvN15eHLvrIGkBUSchyaAzqImHBEZDSzMVQpu8GWeXPlRDF+jlkllUswRWHIwffSOk7dUGoF1JIjuJm++nBknaypUzIAQANqP+VIuTpGYLAmrzJqZiP3UDQh9x2YXGWXYGXurdYhitlENSaiRhDbER4lD10mQyKhzAACYcsxy9VJFBLUIgQ2QhlxoPEx0iKRCCoQewRGnLgxW66G0JRBNITAQPfSbczYoEA2vIoiU2XqGkVVDlOUU0OBCCTMe0QoNjCRwInKG3kPExQ4163EqBSHXEp01FMjiIc2VLxQHNueiT0hmICHE9NCAUyYiJymOBsylq7+AxtJFpD2/KXC5yX/5u1Db4kP7/wBFCT+WWeODKKhyZ8pc+6FYJjLFSb5iAe7PxU1EMkMhD2muoD1GPUcuEG7MRXVXzEgFD3VsQr9g7K4Fvko1ck4iHDVTZu8WbLlcN1FElCd0SGyq64i4rAkMGRjptcAlttQ6pjhkfe8BvnoHkQTDi43MlP33Mogs7AiahUQ0HTWJ9nXTtkx8UwtONbW/tkjiI5tv0Vx08s89hlgr0ORGWgZH0SOXOfq6vjC7Ge352ZgrVg4Z40K5T2lRU7iIkoLi6vaqusUMSovDh4yGVj366TsOQyCaY1ZO3xqrfKjsr6ZYedIYhvSMMc7pBNMO+TxkoAl/5UUG1OCkda7l0QwZFOqoBOP7qE3/AJVFwGKsSPtmLbKG7qihzHEK58MAgYSmDIQHiHurUaC053ygcUpUNIz/AEEnwtEip0LzWI98zLNRnKXTKum6hNJ0jr5lH91Ch+NeUFs4YWiS98JrobNiCpLwJyvWhA7TkOA6w/0Aqx5Ni7Gy8PMW4JcQkIlui0kS5eFM+2pnVQ+T9cr+2cT4twyBRQHR+iqoF9oQ3bnXakbFsW0coxaNkm7c5znAhS+M3ZVwcY4wy9xRuI91NUnizNs7fdIOmibSU/wGqtBEwiIiIiI9tXj5WUeg2xLSVVDIHMeTrA+KqidRfR2abhRyn1ncL760RQm416IBSgoiFaDXMeVd3kgXSlB4iKxTtfbayqAo8w8u54c/7RqkaeRTs0e+RdplAVEVCHKPrAaD6MJqdIHIinJTWaZoO2Rm7lJNyibtTOXWA0NYQYlRWINvgogh0SRaAQHCAeE32lFTwxEk9wTZk99BVqRnMvDzETiDGx3mBqsoKLrgQAKTsHhQGGHNlXBAOJTD92+QkCDusFXKugnL4aP8ULfZXDesNFvSv0IkERXVI3HSmub1kP76gJ4Yu28Qo20rchUmrRw33nB0B7mvuUBLgxeaV7odGnBIjd0P1TkfE4In7QarvHvC5+aVlcQLacCZQFd9y3BPQYhvtCUa2Xbtmje6spFKbNxxDg3SE26unc/WSrTM4bPmx01ktzJMyahPfQBlsuYZW0o2SlJdlL9OSQBZZ0KekK42v3oP0xmPN+nonTVtjT3dOseyusI7BWy49isDxR6+baTGBNdXIqY/orjdyVIHKxS5kKBxAn5Z0CNOGCJ3L5JEOUxzlLx/Om/rqQhklHU81SzEqh1il4UH0RjUmUHbbVk5Xas0mTRFEiii5CF5E65f8qeHh/PzS67fdoLiofS4USV18/gq2bIwMtRKIQc3GrITjoQ3FAdrG0B/BQf5TOGtoQeHylxW40PHqpuSpqJFHkPVg08nu/VZK0YOOmHGt2qRQiSqg9/R2Eqzd1sL1RNUNsfjri3DG5oYjuIt643ItmTR+DlOUSU4oB8NXjO4+2gxnPN0BHPbl18iaifKJzVNQuUpSZJlD3166AvEudA+Ed/J3uMwzGGcwz+MOmKzV19mejF6mpu7iafdLWeiHBQikkdv99c8+Wi2Mvd8EDdsYVehKAooCff6zkrotkCfnPPX1mmqW8oG6p5peqjGMgyyIJIEBUVefYUPVrcru0lUlzIrpmTUIORiiHEBq1fJovwbKvkoPF0komT+ruTqeD56HcZESJ3245Sp6kiHUAPi0BQkUpjCgVsAiYfUHbQdG+V7BFXkIS9E8nkaZLZXVS5ifJXNYG0qay9oDmFdYYUoje2BUthxI9RMsktJeldvWdYjVDGJH22BoyQt3em2To6T8VVOTRU0Q11yc5OqNn0yCg5p9Qc/iL91aKwyiEXFSJxTVB8JxIiU+Rg0/wDrUsDhtcbV8MhIIMlo9toYIn7mj4S0KpKOmzlBcgqJnSMBiDxD+yqEhHQEtJRshKsWZjMWXBY/qINRGYgXLMQCrFhMQHNuXc6lGUUiLN2nokIxT0Swe8a8uibsSTu2Mmo63FWEKmG2/YAOfH5agCAM02KbF+2eNX6hgA522We39xqfSKsS7MhJNSN26iSYGcNs/Sn1eCo4yBV3jxeKV2UExMdMFD8+iiNywshjBs5VpPKvJLqlHEYo05PnJrqxNR2F61x2MN2wD9mj1hiDHqqc/J8B6BAj5CGKK8jEiKQ8OuJmXOrswbhRvex5yFjXK0WkD4FMu/sEU+Gh60INSTfXPh48nitWjRXWgK3rUIpQVYlJSCAjtO1U80dnIDeH3UXYQ3ZCWrcLV1cMWd23QU3UTlDI6Y+8KOse7UtyPtZlMxEYCawHImo4BTkUGsmIu2X2DFrzUu3TbSaKulYyQZGcI68s6gREPdtlOsUnt1zAONAm3WgBw5/nqDk5a3X9yXE9bs+iJjqUb5L9+ih3hdakmZ+e3pl4YzNgLo7UUudXNLcJoqvrhLaXmSOPCC7CTHg7bqBqDP8AVQRRU0uhEOc3OZQBIOfbxCu58q4cmYpaNdtEFjdcchTHS+z4hXcmX30A7j9AjOQszFZZrA5Pt7fxEUoT8n9xOpW8eFlItRE8epoKofxlHs/1UWeU29lGLCTVg1tiQGaFBM/61K56uMMYbWbPPOSswk1f8i66XOkf+PwVzixf5Ux4YxGUe3BoeYVW3FdknNpqdlLdCVwLiZtqYLafwzbcEqo7erT/AL9ZgUthSjCpKOH7ZS41Udx0Z8pzavgJrqQxWwze3jGKzMNcCglKzzTYlHqltutC1n+dMSMPHby6o9nHprpdHSVIXnP+JQhadm4n2IEwjCQYzkbJMjkBQVNO2H2n66l7Zx+iIiDQirjth40cs25EC9G4FPpzpqv5Tkku4HzZZKYoB6jrKHoI1/dtnXJhIjB3ZIOGN0RonSRBNsY5x+6jHDK38ZoixGMdGxMCm1T1KpqOjhuGIp8VVReFzN78M6clw4M3nXolFN4zVUDn/RRFcmMuLzBjFwD1inDOATIiDkW2hRbwcRrB5f0zij9N/oijHDEjJADVJqHOgp8xVKa2bhTKP5tJjNHcMPM62wvtm/znV10zDQTpS3rfd3TsyU43DMHoE9p8lVHiDbUmXFNxHupF+zQuNM4sFEldBCHTT7ilAF3LfbKxMT1j4XtlTrOEuiSjaRSIuRVQfs60xFwyxUawiE9LKMAjymAAS3citAPxyGkntjz15q6rOsk0KaGEjcVhU51Vk/HVnzDnHWQstaAmrdtxcHbPIE1VOvUJ/wDUrQHRWD+KMEuwuq1JSN6aRqChFW6vEQOHbVX3cliDFSoTF0sZEkj0oopyC6fIPH46LsJrlk2F5jaWIs3LsmTRsdsk0BU3Vn8Jerq6ZiNGdinlpzYrxNqLpkTZu1+fNfwmLQVhdU3e97RKf0qjBhrUb7blz0RH9pozWJhZiDP2+tbCzxrNobYLAmB0wIQvxUIoJyOF9wSEFed+TjNFJHcjQTR30HJPV6SneG944uv2xvNNvxDwMxcHX6ORNfR/m6oEPlhsI6SRhWCMQqtc5AA5ejJ99r46hLvxQwomrOgLacW/LdFjCkAyYBoEh0+/RL5NZVpi5L1Ndqjta7mphKXpSmoiKHwEoYxHtO6LYvpS+C2o0eW+mGh8m2OQ6Qh+WdNA5YV1ykTLPi27ZMtIQT1Q549gbMejn+OnGIOJWIkemjZZ4vzQomltiqsGo+Rvs1Pgogm8dY4kQEdYkS+jXwh0cd0CkI3/ACqkrolpW6pMTP5yRkDJdzfU/wAFAPvUAam6tbUdYRDk8NE8TJtrYZkXIQq8iqnpA5wz0UKtkyOFDqCfYyEC5KD4qWVObpIJqE1KGHIMvcFA6kHqzp2LlY4qmMO4cCcMxpmVYCqGLtaMy6jFH11iKqRTCqJ9JjjoIU33V4qkuUyjlQQzA4FKYvHMPdWoIlUAjoxyFAAOGXCtDnyMKQDlprDCYxwKmTSOXEa8EcxFTlOcDAA/fQKp6TFAChqOIZhl7wrcFyLu0llzmT4ZGAQ91eF1NimESgBh4hWJF6QqgKpiZCQQNnQbnAhFnQGKUBJ1gDn20yZGKU6ihwDLLUAU4I0VO5Ki4KYoZbWr3jWqceuWQBkUB6QXhkPZpoPHSpBTTMUggBuwabiJhMArGHIBypddZcU1URTAEiG055dghXgIHWROYyhRyDOgxb037qnbVRg3qTkZx7tIsEAXTTInzOjfZ1BrenpDe4/h0HdlmKNb2sGBkk4FulAlDIjdRTXt6A0UPNo+4IJWSUwyhod5GtVdxAigc6y/tNs9c+YdJYj/AEPnH1nyD3zY1TzkE01PV+iup8K3jVvYEEdi8IqVwzKuYFDAU5jn9JQFNiXA5uC3UpKRjFoh2YpynaLjzlGiJqYoGMJssjBkP76go17FzZX4xjxJVyzX2VzoKatClb3BMR8DEhISLtNNsgJQXXPXMcNY82M+sPEV2xcBmzdqHdMz/EmYw5UAiBjHKQhRMJuwArsLyqrE+l9noXfAiL13Ghzph/0X1Vycpb8ykimqeMegChNRMm5hz/uroIsgCI5CFOEWLtfWKCCipUiCdQSl7pQ9dOW8TKq7oosnKm36TNE3JU+ykXzaLel83qB0ttt9J0HoPcHJQYrEuCerAApA8KRTc+eu0rMuaIuBd+k0dkcuWa+yts92uLrBk4+AxPiJGSbKqR6a5d4igZZl9dXWpi22hbyQt/Di22blBd6BFRy4rKUB5jPh+leUjGLAy3OjoKEUU17fV1Ud1YWv49URZsElo4E9G4mfm011eTN4YonDIRDrA91IjDNfR7QKJn75D0HBV0QqYW82mW6gpiA7CieXNQWYhy94pgz7Mwr6Pkta3iayGhWApqd4opE40jLW1YiTlJ5PwVukZt0u+4QKmUpaD5y1lEuJHmj6dTvmLb81dNP0Pb7m3q4ZUNUFk4I3Nf0HOumVjMvOLtynrXb7GvWBK6kts113xZL6Pu+B+i7s+2KaiZ8tXz6K5UwBu0ll4jsZlZPUgoPRVT/AU/DP+6u61Dh0koAOZTBmB6APjbdeMkARknnnXaPqTUP1dVLLea18epYsg4GM6PGF1qCp3/yroIxwAeIVR/lRWluKRl9sGxnLloomm4bF8adAxn8GxapvLvtS7XjWQBIywgp7T+OlpLEC64iy7Qu1xCJKqOBKkqruaSKF7KLbDvO17ti17fbvujvOiCmok56sxB0ffQ1gx5svTDh9YdwIi68zrHbCcPUn4FKsWi1FjcaKTgB3Ujl0Kpgp3Mw9HXC19ME4q85iNS9G2eKEL/MNdU2KzmYdFqETLIupCLcHavGiin7Ujucin66qXygrIS6UbEa21umwkk4HpQJc/QXHiTUoKQoswtVFDECCXIkCypHyYlTHxdtC2XGpqzW5nlxsGIOuiA4XKQFvszeE1QOmJ6W8oa5DD0dklbrJFTWA60yawoSx3/pc+hyDe5H7SXiFdLpRSPQ5CaPjPV0YSXa8fpu7LuoBSuGHDYWzT5XSP21QeOUHNKWOlbFsNVXSb1TSJSdxqTvnMopVjkVJiu6dt2bFI7lwuBMkyFzEB9QVa2B11wGHV2qRlxxBDSCqmweQE/7LUdP3TA2bA/Ruw3YO5NwH+VZkU+wfs0B+D76qx0bUYRMuJjD6QRHvjQfQe0TW+/nJKdhnDJ27VTIg5cNlNVEaxigFUF5FcE5Y2zOzrjMEXy5UG2fj0d81XwuYtQGLMNyROpl3K5yxmfpMcV52FVXFqlcLRBEHHhRNXRUUoCi66gqaw16eWudcWjQtxYmyNtXX/kkyTjOPe5d9OrFC3nHKRNxPI5w5M4Vbn0ioId/76l7ObrCATcIChpaNU6Vt7eZNslRd6LJrXO+Mk6I7SA+SaxfEX1UWYJ3jFWw7WK+iVXqq3AmigKsBb1eO8b1Jq4VhBWXQVQE6YZEOapbyr7ZWi5lWcjW/1Ge0C+H7NZOqruNw5jr4fHgm4x+bhQUm6fMZGujMUoaYu/yeI90qYDSjJJFyqkA6zqezUoOUSETYi2W5hXKYDBn3BLV0eUA1lFrBtiReRrUq2n6ys0y0DuF5S1VJYhd7ba74HRd1ovtixy5wLW4zEk+hE4QXizsgqAVFFUfR/DooJGXnrVlMP2bRaIWLcrI+jpRB6pVL3mppFLwqAgtORaqse9T5Ojqc5NFYmlHJJPYWcZKISaKQdHUSHPUp7j1CN9gvSm7/AHgECdQmT4qgWJduHrdxYoX5aYPUIlIdKrV/6b9RfiJVdwyjROTTLLN1lG3jTIGRqOEb3uVrh4rbr4rgzFTQLA6iXaYqm5TTEy8W2IL6NdhDoRkoRsVu5OXkIuYPHXQRloTNzwUq7kbNVfEKjkc+2GrInq1h7qZElk5CWkJGdI4Vcu9ShhSHRz0rB3FOwMBLRkWtts5ICpuzkLxOX4NfqCoBA5+PKOXvyrAYXWokhDxcZHXJ5yjlfrQt1B/ZjfZnomxNuZhMQiccugxKsyRT6Co1U75aApNG3fMkeLFd35x5umEUJyfwUzh4l7KuDpMkxPtkE5x+Eoeum4DVhcNw26yWuYsygK0u0O1y75wCopI6knAskBYoIqN3ZU98peYwGyz/ANVLsQbi0QaO49ZwxKUSquSIdxT/ANKVsKTZovXcW/dJiz1D0dQxO04+qokENeYG+ljgQWFYqRyJ7nq7a7a/fXJzQFWMXJQDhFo/brnUcIuUx5yiTIR/110P9NGH/Rnf+hQPPKaUTaQNxyotU3KjGQIuQhvudJ0Df0yxRcPkZUSgpIiO30ET5mE1WljDFefELmg1+qScuTk3PgNuclUxg9hbCtzqycsAyqyTnQkHcKTR66jmvgF72wluSQg399qIx8bmn0tSLDvkINJWZfKNhjBhb8o4mgX4SDBYeRIw/Z1d09fIM7+j7R83bzaYSMVVdQPVQ4lg3ZUZNLzKqbw7UFNZWpT8pfuzpoF5iFeYoYjlVJAFjWbPcKmv6Qi5yeE9GMPE3jaN3sJphaEemxdpdGfsW5dwhObv0LTQ3ZAs5a3oVuaPt3V5yYPFO1Lx7eurlIvIXVhwgrFudpeSZEAjlP2BwoCQsozbt1XyiyaCYen1EAu3UHdCtiYo26rCKyrOVKHOAtj9Ygb7Sue5eysUm7V2sneC0qg4edHcpkcKfznJRrhJMYOYaxomkbjFaZU5HB26ZzcaxAGnj4jWJiGFr2/OyUwyREp2ae6OlQvw1OXhjHcMhiBDLS9lLx8dFHIsqgBROv8AeproswwxBw/ufEKYPIodHdKuN6JM+5CH/R8B6usUUNAr9FSXBcMjKZFPrD86RanS49WvCrPXR5I8wm8MUzNBFLbOQ3z++rAtB5Nzlrp3HOwgRKh1DmSQ3OciVBdr2dhnD4sycUrbALPztiuk0lj6iE/QTtGnWOllLSce+nYi7JiNOigG4xTcfVzB+imCkJjEaLYY5DfqNsKCkAnTO2VD05u5uUdRc9cuNN5RKDoQteIjRI5RTW4JqLUZOWuGLGKhHtwtmr18RIhCHXDtPRNjCyipHDmQTlIcE2zVio4RctOr2T+qtAbjBEyELLkxFv5u2ueOjNtqk1S5Abgop3vnqZxDuWXjrdhpvD2B3IgcnLvYR4nR+CuYz3Zfbq004uQm3z6Ocp/svf1E+ZSryw/uCQw5wW6fJXNHv2IiRRi3TEorgT4KphnfeKN1quEZCxrIdxTEQ0LSDttzuh+zoatp5iRiL9avJy/G2ox10p01RT0GHb8NH1xeUDak3bSUUxaAEg+Pp23AciP8dCb3G6FjsO0mcG26FOpJiCyaiWaInqGk/KJSTn7ctu+ouKLDx6qmzkoGhYcviqkSNnpzqqxgCsoLgpCZc9Fd3DiZc1tsnk2KoxqqmhkkmTkOc9W1ZljzOHeHUhdTlij9ITJkTbs1UtZSZ8mdWxUeJNkWtCwsTJ27ciMs/WDORj8uubHoLBB7soybhHJJMezxnJRNc8XN2vce3OoAU0ocym+Txp0PTg7xkQDNUE0NGSalak3dN0VHJ1EDmIgKhtlMw+GmA6SioU6RwMX0YgPCnekUFt5wQAEDiBQEeyk3IidYUjgUDHyEAKPYWgTTMBMshEREvMI+qkkQ1ioIhlkPAaWyKChkwOAAIeukhETJm08S/dQbqkUNkAmEfvrYpDLETS0hnoEQNWoraNohlNORczCP31tqKKggTM5EgyAS/fQS02/K4bsDN0ik0p5mL4hP76YGU2hI8FQ5zFEN4p+3V91eyaipjM0HKJUTN+rOUvfH76dtzMGj5fppTmaKI5F1BxA3voNSyiyVqu2ZGhDouXWsyhw4lHL1UwQQXSaecG4kEmQp5CPEB99T72NcR9rpahIq2ciY+Y9pQ9VNU/NC9tt2yCCxnegxlNI/31Yhj5ZqGT7why/lTM2eQZ9lKgBwJy55+qsJlsH1+rsqAe4eYhPbNgJmJR60JBLbR+Wm1iyTaCaPp7pZ0pNIglRSzHINXiqJtRvCPQetphzsaUBWQW+MxfD/AH0tDzRod8dbobd4yVOmV01VT1AoUn+qg6+wFjmVn220hjb6ryST84OHop8pzKezo9uWJYztuvYeRT32zomk5Kq7CvEmIum54ForEumirxmoZvqU1E6v2dXSmBPCFcxEQjcGseRiIdURPbKH4dScY1SZMyNWiYbKfcDtyrTWTM4Zhy0E45RF9SVmpHw/k1mMiifWoRBTQdUtdAeO80kDrKFQTTJzHMYAAACqguvHrD+HzYbvnEQ1/saAGJrrkecuy7VzihJ3HLrrZnKuRRyftGh0OJ8hGgurErFCz8RbdfFfWweOnER3GDpDINz5TVVNvvHca+JIMXB0HbRYqiJyjxAweuo9ol0hxs55U8T34p2g9LtG2lQUyE+rcEilB3hcF/2tZkHFKXNKikLpABJtt1Daz6armU8qCz0Byj4GXee7c0JVOEC4sQmdvoXlacD9FnrIjoqrcD7pFPsyVOt8McPUuiAjbTRIGymsig9/VQUhO+VLcC3JEQEeyH4ly741Tl7Xjcd5yIv7gfncnAMipl5Uy/kWutXdqwDibkVYO12aLlqpocHctuRaq8xasS3Qm2rWIWRbC5bZmZpJ8hDk56DmkwD7qSGpx6XXJrtjAkAnU5NFQo8BEKuDZEwlEBAchDiFdp4C34hddjM24LK+cYtMqDzpHHWH2lcVJ1enkmXLFRF4O4WQW2glEioN8+7v0HUDxs2k1kFEnShFET6uQ9JzASJGwqR4JmMmHEhwzp/tN2yuSaeg9Lh81QKmue0YTFe2CuEihHyaRxILwqe2YujvpnpDAC4rdTiBsdm16JKRon6QIlyFx89PcVyXVabwLqtlUVocg65WOBPw/aEp3azu3LwK0vJjGqwq7A6hDHcJaDqFP3/10FfY5umtn4mRF2xyj5tKKiTdSSDkXLQVb2J6tpYiXE3kIsRtSacHJJRCocwEP4y/OHbXRUrNkcJoLpwzeTSAe0Q9HXKHlHOU3eMU4qmTQAnT4ZfhlroHGMeHKVtybKRtp0WVtyaKCkWunxMH4J/nCt2ODOKhdMkW2lkdnJUNZyFNQgzkhb26RJOQeC6QcbiTfPqifPXSNg+UJHFsHpt15uJxkGRUkx0dIDw1gi4VzfcpcQXVOCFtAg1Ik7dKp6jqoh6ShLHbGlzcQq25ajldnbxU9tQQ5Tuv/ZQfifiZNXs+KY4iyZJk0kbpm/xD66r+g33PgCpe0YVxclzxsC0LqXfOCJFD8x40zt9NNWXbpLadtQ+kdX310D5F1sAe+p2cMXUWMQFFM4+E56mjp6MjGEHDtISLQIgyZJgmkUv99MJXpOe4mp1enuVKrDwphJ+hrA1iCHAoiKf38tVZfzm2HU+1ePGTJwsmptkOcdZy1abfSnHnOI7YCmOv8q5caQtpNMRDDFTy/SRMY6BDdygB8cmMLHXcUINoq2SWQKdQh/UYe3Ki/AGEgZW0LkTfM1POaiehi40dzk56T8oMGznEKGYrLAiiRmkmqqH6/SUaYkYfSNuMbZQwx3125ym1Otz0hzeKgB4qzJgItGYj3/nSbWWWbKJbmsmjbqy/JjfyDa4Z6xpEd1JEqa24r7M3cOnTV/NSFjWkzcXDHoqimoVFMY/xn+enVpyzKOxLiJI7ZUrq6SbK+tT0fwctahU8meQtTEaehWLxkg7XdnT6S6Dq9FV7cUa+i5t21dqlBdJQdQkHh+6uk8fLitNaQnrduchQdItSKNBBHrNf6q5bUNq45iKg98RGqdEzaD1uzu2OeSBN9BJQgmEasC7sP2L19LTpbriAaKHUXbgCmo5/lqoadIPFkmp2omEyJvD7qGLQwkfzzFie50W7aWQt0DgqwdqexUL2lpi+suJUw7Y3KhLlLJP5HRsnHIqBD1XrZ+7aprJt3CiRFi6FAKbLUX3UkC6wogjuG29erSI8gfuoxZV3NntpWSlZAqREoMmuSUTcsT6zk8G3QiaTeRMerCiTip+0EUS5yGp60kkbdespO15BRaUFPrA6PkUh/urVtFzV1Tb879ZPzkJN5TfX0GOP3BW0REInHPZlBKWcHZszjkoqRPVp+/KkthcjlcY8V9KYmDMCZclOVIeTbCmVykUhjnyTIp2VoVWVZKHiwUEoKn5iG7lcxJQ9zSaFuOYBM4iRceHNxKPvGpm0vMLeSQipeLTI1XJko8UW7hviLQXMxr2IkVWD9EUXCQ5GKPqpDpCuYCtmbLuhVA/dBHyEkVrYrZxus0DHWUFTWdTj7OrRyff9GV/kqlbdujzVcxJ9mgk0VQIAIIJhyD+uug/pZJ/ZNf5KkWVjS4lGCs+9jGPS3STncIn8fXf7lVDJzlx3DItbosJXLzYn9ajVw0c/tE6vTGiVZQszLyTzqkm6pAOp/WaCVVlvIzMJcMszdxIJILO1HaUol3Dk+eufJZLDO6Iy8p9Vd3EKxswxb+gVD/w6sORWaIroou1U25ljgQgKGyzPQiu8BR4lOsGwOhTJtioAZVNXPERV7Wwi1diJTa9aK6B+dFSuNugjlioDHrtFECuTnJwQN46DrBfyyFzu4ldklGsk09beOT/8Sl7GtOXt6WUWe3W4nGqiehDpZOsSpvfl2QluqKyicqiu5ZbYLtkts6wlq2ovG28DWSRdhHW8usMgkYwuCm5SG+Omfk6WXYFz4cJuV4po8mUnRxe9I5jEN4KP8M7hbXRCJvXkYoRVXVtpug8FAdy2Xe8DiQVfCv6pDyYk6amnt6CKe0q3NaElb1hyThKBmomHFcQ1JlK3TTOT+rGg7D4lx2JfTiwipO5e1RHfaSKv/Mvk3Ky6F42YPc7p0uq3lIEqhEhHkzOnz8lVS3u3F3FqE8xt0DM4kE/rSrdvo3vzPWrTON0/KDjA1uXDdfzk7i2ey4Fknu6cvj+SprDzG2NvN2vC3sVrDrqp6RUE+hA40NYDmXwvv0zeccIMUHiQprKLKZ6zV5L4Wwl5X4u6fXc2a+d1jqMxapdWuWgu2dsSNdxbQCODlLF6VUxS5wU0VU+JGJt43DBStvowiMRHKbiGtx33X6KE7rhMYsJUM2s04cQeYgVRI2sgl+clA1yL3vcLdvdEz0grMViJoqejISqDy2JktuxE7FSbFVN48Y6CgPGrLwnwOtuVs5pPXpNyMadxxK2ESFIctVtcETK2nLMJq7zBILCoRUqJR1kVJ2856t5sLq7bJk5i54bYgwbovGmy70HTJnWoEMhhphrJsmYFjtMW0JoKdM+Sxje7KlpayMIIqLCfNbazTPgPSXByn/VWYjyViWdbrC4zJivLNQRRbpFVz1/1lVxjBiFaWINuNixricG5FeqTadxPrDf/ANSgHcSUkISYYsrLvYZZiir0pq13dZG/yVP3Tj85lYtk2XitpYoZPNCnKJ/tKGXdmvcOiphNs0RXdNt8m4pxR+SmWFFmIXxLPIt7kC3QDu0j7nb1nZWYpA3rdcldpUl5FBPeQU0plL7MlDQgfeACHMOQ8omGrFLb7eOm5crhgo1YtyaFFF/Wf7qCFkw6I4BuiUqhFgUDUOY6c/VQILKOTrETWKiBvSgXLjq9WdSyjp3cs2mquza6km+g4F4cCh21HmSfSDlyUqGe4UuSpA7gF4jSZWhk0lnKa4DpAAzIPbnWpNVAEEDLKl1H18gZ92tkRTBAp0h0icBFQPfTc4GFMR5sijzBW50xFbUkUdIp5FClC5ygdVMxjcyhypl/KnM0xat3bhJmfUKKes+XqGmTVQUjEzEBEDgIZ+oafg9cEd7m2iIrFMCmfiCgjjAYqW+c26JygOYB2e+jPD9w0SeKOZfYeNVmSiZUzj3DgHJSlwR8U9gGvmQhSSBm4FVZJDnkYO8NDIwb1Rio5QUEUwOUqoF8Jh7AqxJzIS7BNQF1kjJJJlEUkz8NB/VSEHIqW+6iZRq1IdZMxlCioXlAS+qouUF0UzkrgwgBQKQROUcx09lJPZVZdi3YKABiJKCcAAcu3tCgx+ZwnKCqoUSZjmJsuA03MBVQUVBQSAPaX31IST07tQwHAukA4fdUYcgCABr41A8REwCG2Hc56XcL8AAPS6zbh69OJShmkHf5M6WlItRGNaSRjBk5ExCAX5e2rB1Z04MdaDBxbvSPpk0fnFJXc7iOnu6a7CwauZW68OIiVXFRSQAgpv8AcJp64lcFWzLOYiSaSTDq3rU+sig9gl++unfIznns46u4j0R2tZXaYfAc489QL6OkmAjwpRoc5DDtjwpw4KTLLKmzcNJxEOyuco5Z8rbDtvHOml2wiBUUHymy5TQT4a/jqgG8c9eIqLoNFhTTEROoCfIH76+hV+w7Ses9/Huo1N+mHXJtD+NQlZZkHDI2izRaW83iU1W/WsxDPSf7OuncfPYyIIN0jqaAObM3DtpmYBUMJj6tJSCNdm4i+Tpbl1XG7mo+WVhlXPYkRtqRA1V268lC7QBYW11w62XYmcVCa6dx0NhyxE2E1kmWQFIE4pAnWVKEKUFdADkGfZVNYT4b4yRMnHNrjvIUYFpz9DTebuv8OruaR6iIcesH4q5hN8QQR0kL29tB57ejU90xwTbiB97kTzPR8KeRcj0mEeQx8zkAQoKJ/ohs683D2SL5xZiocTg42tBtdUNijg7dNmujCVuaRjiE3Okok7gfPXYlzX5Y1o7TN7NR6DnPRslUzUqm8aMeAYSq8DbaDORQMUSPHPfKtrDuEroOVeIU7jnyrB4g7QAAVRVKoU3rAQH1UgqbUoY2WWYiOVJj20H0Csi6krjsuMudZsdp0wNJym9alTp3JCtek9pKqDyVxCUwiFk8MoJG745Sce4WrNb+alekRTR2KqiHpia+7QPF3qLtg4X0qCmkQ6hwEO3hVeYP383u6IOk8jlUVCmOB0wSPoOX9dWY3KUhNJQ9XH76AYNRaCxNcWgixKlDumfTmh0wyAh/GSgmGjdutPb5VtjaT0HZeA/4lc/eWo2ZJXzEOGxAIq5jtS4lDvCBx410dJMWeasiDxVE2xo1krk7ygZV1cd/pxaCriQPFt+jCpt8xvGcauip6sfA+Osa4Zl1b15quGa0gnsxjxPuILeHX8o1XxVh2xREOFJpiIHACmEBAcwEKNEeIdmzVjXQ4gZxAUlkhzKftKoX1CUfXUA4Q2grrbBxxbOMuG6Fp3rpeT0RwKYeR0KPhMU3rqpLrw9hrHuSQa3WuuDHaFSPUT5zqUFPEDMQrtPyQ4cYfCcZRTITTLpQ/wDATkrjN3tdIN0fXsZ8mqu3PJ3k2DDAu3zvJBm3IHSMwXVTKI9Yp2VFZyWSqcRNxCmMkBxJzF4VHDflhKK9GTvCCO4+HpadS7BdGSa78euzdI/aNjkWoIG6d1Ky5dVgluOCMlNH8lc/toK27vwyipV2uDJ8kY5FVwU5yaO/V84syy9uYeTU20RTUVaoaRIoHvqk/J4VswlpGXlxjxlXTlcTgqr4PkJViusRmMV9NYBkyllXjRwiimq4UU1eKuhMfrmeWc2hI+IaAsqpkRNAFNPKQverm/HOKaQt8HWi9BWTsgLIkJ4c6IcGGcrdksvNy7h5JBDI6G4KqatHy0EhGXzeaosIS52yS8G9c58GxDnAa2gCzP8AS/bzEJQZVgeU6UCeXOmBKIrZk52Qsc8jZ0fHRj9i/UTUBbI4qVv5P8Y5Vur6WzqqfnGWMczdPa7PjqBLY9WXZl13kAGuNGMuJNAm6ip7Yo9yg82DNrsEZyWlpZyDBgXlTJymE9D3lTyGWNLs7cclmKCCe4HxkoYn8R7juaA8zy6yawCcpt3TkbhVmhQzLNqZwQw6N3QAZer86JrWgoxO7GkZdG7suuRPbPpAM+5z1Y9gWQvJYLXGRs4QfOFFM0k0g1iG3VMSMi8dAmg7MInQHIhuw5cvvoalrvtxWNu11brZmoKrdxoT1jzHLUJKsnkW6WjH7Y7dyibSoQ4ZCUa3F+6GRLIGWOZ0Q+sFDDmOfvq9GVt2PemEEreThRULmRSO4cgLoNahk/l+etAbh1iDbNuRaTNzYzJd0oOheQFcdf8AJUJipPQsze6srAoLEabZdGvkMBtFDcE3ZrLnNICqDYOOlPvUtIuGiqZmscyVK2Ae+p3qwNpSXlZcyaj5ZRcUw0kHLspm5Bz0nbWz3QqbVfuYiNFgxelWQdHIucuXYIVqcZJVF0/UTBfpZBKYwdpQqBDLrLrL5mUFUfvrUSjlxAQPSyqIILBqAyQ9uQhRg0vJs3tJWLWiWcg7UU9Iu37lAJsI10/ekYtQ3HCg92uh/Nch/wBHPVNo30qyVbizhI5Ho48g7dXJ/SSy/wCnw/8AOnQXhj5BjcitxwobObnIqah/AfkoCticFtIK2ZIAPnVi3QA+fcOTb9JVh42EcHkLlTbOAarmL1S/qIOjtqqoq4lnzuJLIxHTDvWe04nU0+r3a5818Bug1KBBbNckAMbWJydlAkpfJGF4Qxo+WYKRjlz0Z+Qg8yZveAVYUG3KwaGRBUDp5cfyqpr/AMN7DTko6Tj5lCIduHO8JDn1EXLnnmT99S0X3I5ZYkSb6ySPpGAkYhxuFcpqcjstRLS37dWxJK1EBTuCMTBN4cU8wdFOT0lKXpBOCSZbwg7ubpCwTB0KZxTMKhKL5BvEhIw2KMhLFjYpNkHSSHT9OJ+5Rg5TblK3KUpUwOmHqCsBNNh9Z3ddRkJedszyybeBnI6RXOXVtpK9Zo93ZSy4qPn6yoGDaTPtkIA9xSqQrfEGw5W8bq84TVyAytghOtQS7405mcQLOsJX6LJpvRUbN/q5QDkULRge2gjWzyQmJkFI30igKjo0U2gyW7ejcz5IrF2kh1BFCAUxyfx0YrSQg2WKpFLi2VYxwzREUyuG/FygdOgC0pGILbMbGS0kKsgg7OeP2u+mf2dXhd+GSr6QRuG2rkkWD7QVBQoKakV0Ps6E5OGwwbuZJSEjztbti2x1DpIgodEx8/VnTXQN3FbWOU67bxy8iL5gKpFElR2yI1pA4eXFdeKC1jYhXIBEI0NxJFFX0m59nRJh5LX5iJh46jrafgzfpmBM6hh0CmbV6s6K8AMO7ktq5pOWvcUXskPKzdGPrP8AeAGp6IC9/J/I4tBrExZjGkE3HVvHKvg+zoMisE8Y2blOBLMJow6hOtUK7DYIT7y1a/lDYxEsdDzNBGSd3AbIxyCTWRAnvN99c/S+N+IUlFKxK0uwSRep84pI8xS/nViYmLbtyHvpvaTq9wkSouSOH7oqe4mcPgD56Ql1MN4bFSIRtYqnQAkETqrro+j5qqxAyrYUF26qiSufKYBEDB++jNviHcri3pS23TVlIN3Wgmo6Ia0PxNfqoxeWImE040vJxeq7lpcES6d9IcIHHSBESdzRQtiY2RhJ6MxGseFFrBtUcnX4Y/h17dtqYwWtg+ZVC+AkIgiQCqwbDmduj+qnERiJb12YffQmajugpAz20Vkh0C4X+9Ot8aqNS4J+/hO0mX4ADcgrgfRzH+SoKNckREFSK5FOU5THy9J2UvbcSMpc7C2gzaOlHvR01ychsq6Xt3D+yIzDW7mEmgVeSbonFxn309svhp6xy68ZrJsyTDdQ2wq6OkKYeriFZJoTcNFJNHzFRu2dl1kKsgJByroTyZLIt9aJa3opJlXeNljqjGm0HImmHi00t5X2IFnzdkwUZAkbPXLnNwZUA/Zi+6g5mMKQuVwATCUxS5hSaJSi7TKRQwpgcQCkyCQxwOYwlDMNVbEDbeAKA6imERKHu++rZWq5A3zgBcsuNbpILGQ3CiBhDu8eytFU1TqHIJ+bhxpzpFNU6ZTZAIBwqaxKREh5rfldRgH3CkKnrVDicVA5hpgg4etlTHROcUt0VlEDDkBjlHhSZCGIJ0irGVAQKB9I57Y50o8WMR+5SRObYANAKGJnxyrAtdL5WReLrqFHbPo1lT8A9o0xko9sQya7M6mwrxIKgc2YdtLnSzA6Og4rEAmY9gm++tDvF9pmR8mJ0moHAhQ4Dx99AwOdVEDaycB7BrEkzqlA3KA+6n8koVYxS7HEe0vuqNVTEhhKURy/1UBBGSsewt17HOWJFV1/RKAHd/dURtCIAApboJpm7g01S5BDPjRpYrKFeXCmaVSVcx5ElN9u3HrVOQctNAJs0nTxcEGrZQ6g+rsyq4MNzXHhVcsdcRx/yU4dEZPwAde5qpu/s+3GmHji8bdnMn7oT7bRXvpE+z/XVcLyE82jGjNy5cEbgsDpIp/Uf4qD6PKKGUDUAcDBmFJpFMJRofw5mXFw2jCTAO2rpJZmQHJ0O9vh3/8AZRGYRKeuVGiGZM/XQ5dOJdm2u+MwnphBm5Ijr2z94fuonVUD1mzoTxGw4tS/GpQnGAC5TJpSXRHQYv8A60AJP+UjhyA7CC0w73CekboaP8dQ3/6prXRV0hbcucgcAOKhQzoctzAey5IJJFK4JQsozeGQMioCYAQPfwqHv7AVOKexKbGe1EeuioHBQO581dQaD5VTAyigJWI+OkXsV6bzD+/RTiN8om5rkfJQtp4eoqu1Ca/rDsR5am4rBq0XttIxzpiBDIl07qRuBx+L/wC1GFl2HAWg9I6g0jpiVvsn3zAfUPvoK8uu5/KC8xJLfRyIjQU5wUTOnrJ+vXVSXQ0x/nFxaTRp5QqYb+YCJCZfwV2DOME5qLXYv0+oW4gIVolHJbCKCip9BAyrbzHzvfxrlqoYXRkzGzLnmqQT1HuUDAZPLMU1Ocn3Frtk2ElnRdzu5RGKSeg61HU6Snr0G+StZbCO1H7909YsOidJbGarggnyB+InU9xxEKW399J0S3tAq23dMhDKoqk6McSE1+svqPQ1Wi8PJJvVhbd3vYqdXTbMJJDi5VU0lSMXPLP+2uoYV5bT1w6WhHke8N311mR9Wf5187+PvqyMOnl9xQA4sAJjJ0nod7bfWQ5iUHY7GZSEyiK/Urh4DU6cACoprppBn7/XXPcCOOFuSSt5PoJOXBVPQukPHl/QSrHLfpSeZ/PkXIRikpyCiCerZUoJdq6jo27046SnRVeSBFDtUDhwCq58qsicTDITcUmWOevvqLxdMNJ10Kt50lEsxScigDt22TzIoKfP/BXO3lbTrSdb2u6ZKm4JrgJR7xOsoOfPFlWZDn209j4qQfOitmrJyusfuESTEwmH3cKnJHDy9o4W/T7Zk22/3NxuYM6CKtWdk7auBrNxK4ovGx9RDhXSl/It8fsNEbkt43/CaAJ9dj/en7y1zG8Yvop90aQbqNlw4iRQMhovw3u2Usy5S3Nb47gIftjfwKE9dACqFMQ4kMAgYo5CHuGs3VQKBAUOBQ9Wocq6KxCwnQvYEL5sDLalOvVZd3I/tNFVriHhXctmsiyEo3T2VD6erPq01vYV/wCun8LKSEO8I8jXzpm4J3VW6okMX8hCmGVTVvW1JzglMzSzSBUpDqjwKXP76wWS5xpvC6bDkbOl0wllXCYD0seU5SE+P46E7fRZxBmcoC/TFjkKv0bR4tdF8lgm+YsZF2xuRoqDFLU45FC/5uofB+JtaUueOQfS7tJ0UdaiGjkP+HroFMd597cqkO/cQK8VkkYoE95akfJuinUopcAISDlumi01qII+17e38v8AbU95VK0eEXCoNERLkcxdzPw028kJdULknUOAbkcJ9f8AHQWbZ1jQrOMaqs4wwOiOOlGX3eY6lEmFS/nKXmnYlAsfHOhbNs0tGWjv06j2qixAFmuUxTFyE5PVQnjvdhbEs5KIj10fO79TMUgT8HjUUoOU75k3M1d8tLu1BVUcvFTa/fzDUS1DM4F3EyZj3j+qtpFwLt8s50ATdOJtIdgU2GrFtYMYivMMbsVZvkumQ7rg4TJ4M/aEpPHWcsC45FGVtJs7Qciubphzoad756rpqVNy3OGQ7xNIFz9dWnfFjyEDZEQYI0TrPkiCqmjxOmqPo6gAMZBqzQgjCG6U7UIY6jfx1ZTuzLbsQLXuB64eyAugL0ljoy59HoxqGxBw+l7EiYG7IzeRRV0CKinIuRf1lqXSxfinBY5eTts79ZuJRUKqrmUFA8dAKXPO28uwkYthagx8i5c6QUIfuF1+jptaKDO1JvK+IN5tOm/VpqJ+E/tKfzl9W5NTtwyqttAzVfESOy6Of9mXJ7Smd74gObpWiHUqwSVeMCJpnXAeCxSeoOHCrEJdEWSNkAXakVNGOR3mpzh3ijTqRcRsRMxs1CikbXpdC39SRvs6n8VcTyXjFsYljAoRrVqGXANRxNVck4doZ1AOsUMQFMQTsl3UOzYOWqZy7jcMtfYPEKBcz6MihUgaRSWjSMuhJJ6D6twnAw0z2CCrpSXoG9Zl91EqlpyJY1u+AyIkWPpy1dlNvozLfY0HfWKiPSLkmUBJvAqfTt+/koKiGa9vMEo9hGJi1RU0kIWjbHdgu9fzDNg8Fmu4bkBNUnaQ+jv1XEU3viDtBoLdbz66aqfWU1z86xPkrhzdOCUVYJMlTLHcJIRrsDg53FOVOgvD7DmMeQ6jWUOlMMGzw68W5THWXb+zqzCoIT0JpfMVAI6T61iv36EW+HshbtzovrIfrx8cmp9YihU1oH+0oK1tnD51dl33G3fNHEQRsTYb7AiUmj/z1bV34eM562rasxZ+8GNY+lUT9toJRnLt1fNIJtAADKjoU2/AnUPiO/uyDgkImyIE0jIrBtJuPC1+c9aIaysLLTwvuNzc6Th0JRT224Lc2znTOUmLewpbPJ5fzzKNJ130jb+wNVhWtEP3EC0G5s3sl0cvSE/AQ9PpGGj52JVipFk3WaqJimJDE4ZVVY5mCcWx1xCVi2wTLOMIgUyaAKchNHtD1ednYV2/ZtqyUEyM935QDJuFdzmD+rplFW9NIpTFrW3HhZ6bbSRnJN0tQuifnW7W0MUIhyoKGJPnJJTT1bxn3KIDL815YUYfnird6ZdEis4ORu4UTz6ISgyx73xMjbcchE2RHoPzKHO7kHZc1HBlKuhCEvjp6rtd5Fv1FE9G3zp0OYiWDds5Hs/NKzRm7T5xSOpoIetWoGDlL1w4udvcK3pnpjKKNA5CKHU+0rpi5bivOTtVuvE250OXWANAgomYhKHIHBKYfFzux+0UW177ciY69k1OnWEV2AP1G/FUkT6dxNMVOBKwVzbGFVwjiC7uTEFmEsj7RIVfTG/3Ka4lDbVvYpRS61pIMYhJjuCDRtuVbLjBx09cI9Iu+Y/E2yDW8zgZBSarcy05IFFJPRkQctX662fQxzhiUFtzUr9KbSBcrBICdJBVLRz0FoLLMnKyaCyu0+Q0Lqe6usw8m63DtBZqzD/owinmRMdPd/8AWpAPJ4sNFg5apGf8/wBufc0U7mOX4XEqYZRowUk/M8hBb7AJ592hByu4WQSliLCkqkroDbDuV1/cGB+F0JDrSyFuSskVFPLJNcT6A+L7/wAqHMLEMOZFo0sqSjzvJWSE+TtNpskAn/1KvvqNc2LTiyk22uBMcpMixDqn+cPH/wDaj68cSXNwxKJG8OulNSCeTtUo+lCiabwoY4cX6hMXXCOJazVxOBU2qvOmfwblCl4WhcFr3cgKxNksmBhj0UudcEB7vV0EpYWF0u/ivPjNeYiWWsupMBUKocnr7lDc9bkQ4uxeOtAXG0zA6avS+Q6h6v7CW714HCq5Bbrqy30fITNuryHJn7Ogm53Nu4nOYK5YaMewz5456GKvcDNP+rrNU57kGLiN0GXEOszAQ8WVIo5tzJqE9Q/xaasycwnvd8/eSTVmMsB3Zw3C+Koi7MM7ute3mtwSsWsk2MfQsAhwS/VWpBiZ1SNDGyLmJ8/30usslqFUue5py4e+mRu9qLno7a2buATWE45acsshD11YfNVHTdwmCCZxE5Mh0eKn8Ki6fyCqTQ6QLKGObZN6PT6z/nUSi7IigTNQ4qAb1eqpqCRbJRzt2o8IBkCiO0Xgpkfs56gakIRNiDgqhhdnPpVMYO6Px01k91UqoLMt10oBesTqRTbso+NM4ckLIKKF1pEKr6D9deWkMavejBK5ltphrHpYB9nt0EKzb5AAlV1CJREQH1DXhCCp0g6wajFFMmQe6nqTE7x8dRsdFogdQ4ETz45ANISRRbi5ZmOQy24QSiQe0KCLWT0LHACjkACIV61cOGapXDY5kTeE4e+l1UlkzqiYw5EOBcx9w16TSoksU+fAmog/fQOkZZZR0TprxYSrqgLgNfIctHF83WF1Mln4RrdGLRAjFimHfQJVZhlkHZSoPl0m6rYB6pUdRyVY6D8kC4XsRc6sJIyKTOGfM1V0COldBN8nwV1cY5VDAICA5hnnXBOFprXlFUI+/ZYWUKwIo4SFH0xz/Z10M98oKw4uCjW0A1lJhQqYJiQU+dAhPjrjReCiW6noPWhU9pPSQahrZuaHuaFQloN6m8bqd7QPEo/PUsl1iR8+FTAK4jFt2Ptp5Ky5ehqCnwcAn6RT2dQdhrFuyxQSunozuVSUMi6FBPQJA9mT+SizEONVkrQeptGbZ+5AoKIIL+jMoSsgE3biMRdO2KLRVwmUzhAA7pq0et82bBJFmiKibciZCE1+zpdRss9SORxzIfdSu5kJG6aVSCPV0CLUFCEAop9lIuRWKYVAIGVSBymMAiACFImbifIhs+NAxUVyMAnHRlXgLAdMxkyCc1ODxySigibXwpYrMiZAMGRS+vMcqCl8eMKwvKN6fEcJ1Pt3PbF+CuVb+sqfsqTIwnGZkjnJrIYOJTB9w19CHTqMaMReqybJNuTvrHXT0BVG+ULixYbmyXcJGKsp2Tcp7CZiBqK1/EA9daOSCl4gI11rgJif56g1LUhLfBoMYy3CCmflUNXI4HGrt8k+62cJezlhJiVIsohsJrj7MxOasHUTd4Z0wTUFJRIT+krRy+btchkjl2g5gXEO5QLi/fsTZ6LdiSQBd07VJyJDwIh9pUX5QV1xA4QvGjZ1urOdBCCA9lBaIQzNw9SkwNmcga09CnA9RFxMrZB+1SkbfYOXKimsiiyG5oqosEccoxC12luXO2eLvWobLVRsnrMsn7j1LW7N4mzEqMzNRSaVuiocEvq+hUhP0UFi3Lc5YKFkniKSIKJNsmKZShmY9cqX6GKQHCcuRxLJdJHfKYXOghP4K6iw+w1jrfXcya7x1KvXPWAZ32I/op/f1u2e9TbSdywQyRWSahyp55BQcHSz9/IvBcv3CrlcfGendrLbM4gURSyMpoU3O5pp1iFIRcld8g6hYdOHjzKDsNSeAvqqDbAOscu3TQdf4GRstb0hKs1mecEqbfbqKKeL8Ordes4+ZjgZukkHKSnfQVJVDeT7iVCmtmPtyUeCMs2ExE9aeeov66MMX7Kk71ZMCRU0MW5bn18FD89cxGYkYCQcvGLHgCpRb8AzTTIHIc1BjLDC43+DiVsO4rzdJNJQy+rXxXJlVizTfEG2rIboI3XqVSUImmv0Pd/nqQm5m+2LSMXjGUTM7ofWU9vSf+CuncVdOrTyljq2rCMHigpN/rrlduppOWqLgl14uc6YiiptJKGTUUTKNdhNsQ1lwFBe0ZZo8FwVAW5wTyp0EwKQ7DK00+tU0OMyFLo/Ep3HL94NbunrTaPRhlzRSbjQ3Xy56sXyX8O7qiZx1cUsyGOZKMzIEI4HSdbX7i1bWJ11TNp2JITcFDN1VGuj0gBoT/E26qzBrFO+r7xBQi5t80Bn0dRdRNNumXVQXcINYKOMRo1McxjcClqi1XFj31iW8eSMgqzdAhsOG73lJyfBXQzVuBT6jm1h+VUbifgSi8XnZmJcKrP3PXINzD4vdThQOXlglEdESmLblymjFFDbo56tH6KEIbDQbjbSre3VxevozQoP2RyKUzG7LntPD91YEhGLNEnLnf1Kp6VdPjJWYSXpdMVcjsIDNVZ+321G6aGrXo7lBYmG+C9rvmUkW6nEizmElOrSBwmQxE/tKGrnVxPwvuJFzuv3Eehq6ILsN9M5PmpjiDdN+GMq1mWriKklNO2okkomZYtex2NVyLRbq2ryIaWinCWwdMxdKqf5UBO0QxFxtt8JG4p1jFWugttgrt5EBb+rTodi8FHDsJsgzSJHbBYySRUy5kVy9VCDdaZbqrMoIk0EY44pppnMUDVJwat6AwSWhmEyikA7zhciah941AWWl5PExJtmr+QlGyDdQ+SxA75Qqci/JtE0qud9OlFmmpyEKHOclLPsTbuiQh5MCOBaNU/rjN22066s7Du5blutuM4aBBpHqfsh1FOY/wDBQABsAIxjGSQNx84ulU/q53CmnZ/kqcsPBu3mVpAlccSwWkc+ZQh9dWe0UVcJj0hnsH+GnhygdPSYK5itJnCCxXjdtuRCaewn30D7euhtzg3ayMgxWS3GzUnpyek1VchUzoFEqQ6/vpA6JzmzVJr+6graZwqtNfaLGlM3UQ5yAQeWkv6J0/8ApilWD5pUVlE34LKNwJynJT/o5/8ApNBO4rhneDoofAT/AMOqSumw8QOkLP7OvF2w6R1ijJRxy6vkq8cTwzvhwHyp/wCCoUp8zkrnz/0x0/45kK+xVsydC/bqMukVqJUBQcKcjkvwclW/O37OXHhmFzYbNxcOkl9Kyajb0f2mj46Kr1aQ0za7mIuDJJi4HQCg+A/g0U5go5tbdux8Q3D6ugCZByT9JnVMNrflZG4rZhpyEXaOyOEyg6SU9mPtKY4tyGK0OCT6xmTSRZbX1hM6etwQ1TtjwMdbkEVhHir0cXBlyEP856UnBuZBcj2GWbOkk0/2M/Lvfx1niVa4Z3Xi/eTpJ4KMfBNWK+hwm4bqE11bsUrLJMx6W6TUU0+AlD2HV8s7wB43WjncNLxqmh23cBqAP46HbmxVuezLqasbstFkhEPXGhCSQVOZPb+Orqlk+cFQ5BV2Dh8tMJq9SM4aQfsIxzLHYjzpNwzMapnWyeM1QVZbiSgagH46iMPbpgLoZPDQ5AKLJfZdpqJ6TFUohvCX5GSEaWQWiJWNFTtSctsjB/fT2MvKHkUVVdKyfRu9vIaKlkytVdHVJ0udmkbIRKQSe/TWAcj8QYJ3LMYN4oLWSX3DIJHT4Hqv/KBxKnbdYhHWpAPNb8gJmkQbqdSp66NsRU7ejEWtzu27lQYpbUgg3T1HOpUzZ0khdEIncTZMPNyhNZCrBzpjWs1G4V3Vbc1aqDdC6GT6QbARF0VZXbPr/jo1bEQXDdIYpg+MBzqtpOOwWNcbwr1rBJzY/tBzm21KloJjbUMxXcW/OGK2RJrKgk5BUhQqMxWjboKadNDM5A26VJVPbGm8EZVJx1r5zIdJDPI5NOihmfxLsa2bxWYz04aNddH17aiSmg/6D09NTZ7cXUhXTHzmq1OcmkFkO+WqQxFsrFG0X0NIWZdB5dJsJtto8RT1gb/z10VEPmssxTkI9Uq7NYmpJYvYcla7bJ3I7CqxVFkycE9fNWd2KsnoO/p6w3TW828cKYMt0E49Pn3Sc9BkRIRdss4nEXECDfElFPqLNEVde2QPHXQy7U5NZNZzFN4c6G7ktiAmgYMpKGF+Dc/Jr8ClWOXYqFjr9vh0La728awmHR3q0YmORjkT99YqyQt3oVqNb9tyVbtpAeiNgA2sh1PvJVuoYJwkROTC708cEdKAO0QENKzX49ulrftezm9kso2CtZK4lY1QSN3TlLQfXuek3Kpmg6xMKL8hlAbOLtGKjhc7qjNAdZi/x1bF02vF3YRWImzvVGoJc6HhOPx1HYcQ95RLAXFxyqLtRVyY6jYefYJ7NMlHr1RNNBRVVRNPMO/Rjg/FPB64rFOs9cAkpELKiRsvuc5/g5Krh0HFPUGkEyaTDXW/lFNGVx3FbEX0h3uJlMsRQinU6iVync7dZGceIug5wcGIdQPGarUiwBRQfip0C+w3dofaaaRHh2UkagkWoog1dhn4ynTPT+0gYrXC0Ul1VEmZT7ro5PUUv/5oc9r91PWa/R1dQk1p5dzOgmXosyTr36P9ewMcxUlFQyEufrqKetFWz5RA6xVjFABE5O2tGiolMooVwUihw9EAZBTgqaipyKBygpwEfvoPIsyJ3ZTu9e2cdRgN68gpAyZBImKJlBNrMGgB8OdSiDVI6LjUIHMgkIZD6xqNQIBW6DggCKg6gMT/AFUDhtErLNmq+W7uL6NtPvHqMdJiD1VLLITGq0oCPLHQ1kzCDlvms+WzDP0f6qrqeBYZ54ZUATU3THD/ALygY7YgJyDwEoV09g5etjYX2HFt5yPKpKTDU7105FpuHAm5oTJQZg7YNoXnbF2o3JKFiLlQAisdvKgRMSaaqiSUlempMHSyzhZqPR0sj6+XPwUHVXk/TjSTxDul1bsCvG23J6XTY6iekN8nf/x1d5g3lC6+TTVB+Tw8xFazirG4YeQCH6EXo6jhttFRq+GyxDKlKJynE3qzrmHJSk7gUqUhu4FR0y8bxUavIuz6UkS6jm91byB5F9bTo9vrJNnyjPNgufuip4KwPRRIYeylkkikDMewPfXMt1XL5S9pR4zcog1GPD0iibdFUpPxD6Kq6Tx3xTl2qjJW49hNYcjggkUmdaOy5a9bTjnopP7ijW6hu0hluygGfx/tFAq7K2U3txyAejQbpKaDm/XXPeHFrQEy9uNS6X7iSnWKW42ZJn1ke/x1aOHc9JL2Cqwte1oe1pFirtvSuEVDKLkP9nWivrqx3xRduV095tCB2bDdvzk/fQE7mrpm09cpdEmuc+2OlR0bn1f6sq7JibItODizpqRyEm4fn3FVHIazGofvSEVfSIoR9oQ5Yna2HioBpORP5KqfQcoSdryJHzWMjCrSIOU9ZNgROSoy47WmrdeEZy7MzVZRIFSFN6yjXZloW62Y28nGs5F0CexsJqZJkOn+JQlivhitPvY2RjpdyZ0gnsn3PGSnccjZfdWyJhIYBARAQ9w1KXRDPYCfeREgkJF2ygkNUSpwrRPqXK8Xgwh3SDZyiQ+aSypM10S/CQ/q/sqfwmthbEC60LadzyTFmYd0wOFMtWXqJ81AaPvHsqVYIvmCKU0zcnRUTVDZUKORsw9edAdX7bLvBq/WruMlmb9ZI2tDbHPR+urpwDm7kxBu2QvJ++VSh2qfRfN6h+Q650/Z1ynKyj6Ufqv5Fwo5cqn1qKKGzEw12x5NDHzZgzB8MhcCo5U4fEegswE+qTy4VW+PNy2xA26LO5enuSvAMQpEPEarFEeTKgm/Y+0xQRlr3XRIwaL60yLhmUTVzHBz5UVljCBTJhq4JiHdq0MPMGLiuW2nNyHcEimiKCi6B1y5Cro9X3Z10Q1tzD3EBgznIiOZlaIuN7q0tGtQnx0ePUiOGJ2oAKaQonSApeGRfdXQcd4Gp3CwerLw0SD0VydYKgcpNCldVWy7dO2TZV2kDNU5Ocnw1XmBkUtGQL+3lm+Ttk+OKinxkz5KYMr7NbeJ9wNrjeiMSgQqaQJp+hMeuYvZMAMhpHQIUM3NHPwR24910dQD69dFMUq3XTQVR501CayKUjLEABSMYQEpTZmGsAFHAki6BYyrpV2uTQpuH6upYFFUljqpAoprP/LU90VIVdwEk69IzAKSgAxGZXZcmHk7BxcTwc6SEUUcJl19ZQB5NFg3Hat8uXc23TbNztDk0qhzGN6tI/dXQpEMgyCsy45qJdytG2kMuyk8gEdPGlinHLPKvSlHPVlQDF52dbd3t2reeiyuytfRqCoBDh/FlTOEsOyLck0JWDgU2T5EmkqpVDD/AHUZCon4KQWat1Q5yf30tDBlINpA28o2QMKXcUEEz1BTjvDzziJbijIdB2KnVuHaKZNZv10SNIlm3/Z0+/SEtbcNKoEbyMa0eJJqa0gXT1aT+6giI2XtEXHmRkuy3E09YEbk4aakHMlFwrdNJYoJNfAQifLSwRrdoOZWaKYk5MyEpGTZt5Jt0Z8QFkQ46RoGYv0pvgtHmbI+zOobv09YxblqAJIuejtwNqAhKTQSTBIABsTbT7hKXVlk26pE6B4mZQpsjBSgL5n0aONMiSKKqgZGy/OnoFyWKYB7QoGT1RXpiaYJaPiPQriDdcxACmjF2s8k11ydpT9WSjDJymuoqq56vT6KvHApKFERS39ActBBQhFnUM3WVUEHChczhUj0ZT5P7ag4W7oiTXUYJoPWSiB9GayO3RBrT+IKCZxUPpvN6PwJED/QoZauykbEEKK8YkNF1rm+2akP/fooMaEJtlTHjUfWeOnACyEbcd531N2rNuxLabUm+mo229aa/s6n8JHziPkpyzX835782HKoio572k/sz1LBb8Z01xJg3Fu4XOQxjEPt6tun5Y1mD5SQKikDxQmk6xPSHqd1iUXlmrVdNqoCiihyeAlLecm6YbrjNBMKTbhpETFAmsQr0EQUKYigGExqrE6exr2IkmgPmLpqugYeJy9tP3CDJ6yBrIoIum4dhF09WVQ8fBsWTTo7ZuigUePUk0VLJBthl2nISo1hVv0d1rI2dJHKgbQYpD6tNRMJaEYwvh/cbJVVFw8Q0Lt0w6g/z1B29BlgbomFY+JXbhJnTWWXFTWUylGH0hZlcAyXBQNsmrc266BoN2WyzeuY9WZaC9R9I1Hv/urGd4RUq3fGt5y3lXLQmozNJTJcf4cqerQcQ4lE5RxGtlJBH0S5y5mJ+VQFz4axU1JDPQ7hS3bjKTSR+w5AN/WF8X9oVmAwbqBIQrVyowFuobmFJcnMWhi6bui7EmoVo5KogzlXXRQUKXNNE5+zUPqqTstnOxlvpsrrmkpR8mopk6ITb1lp1ckfESsaZlKR6T1AogoUvurdwCGJGDNhXc5GXkY0xHyntUD6Nz93qrnjEfCudw2mUZizvOJ2Ap8TiYeXLsIb+0cq68VdIoKIlAOpOHDX4ApGcXtjoySs2ul0UT6E+kKcg0g4rw6xHvJG72jhtMSqzvR0TJQDKonNucmuur4i2Xd922KmL9pwwPElM24J9ZyffTV5iLhHZTYTIvoxpuKdxm016zfnUBdePdgHgyBonhRU7VEm+Qaf/StAxjL5QMVabULKw0BoCjb6uo59kjo+zpr5P2LTySVnjT8MpOXE2ZHXbPWaY6lk/s6jIrETAyOcnd/0VuDHWARSdrkTXIqP/wAuhKP8ou74yeM9i4qCYMhPqBBu0AhtHvrWOicM8arPudsk3WlBipfPJRm+DQp/3lWY5dKJxYuo9JF6AJ7maSmeuvnvMPrhxIvHbTYg+eruFCN0GqegasiHY464KIoHO6SLBiqTdSdK60Os+KjXT0Iuhc6DSWMg8jniQ7ajZynpAlPH7eRJcCSxFQLHpp86AJ9+g+Mue/5RkqOi0TtXbb6s8Qcgp1tOW11XJAN4KLutilJuX2sXDmOTzKgH6KnROoecxmReoLJJsNGjYOn4vjqGkkLy6ArsyUW7c7+sia6HV6fgqSRlUbrgZBSx5RLpxQMmkYyeRSH9x6Ri31yR9nLPrmgc5doQ3UR6mrpf6KaBS+4L6R2Sok+gUUJsCfV001MtH6KBbxwijJKytULH9Dnyn3Fks9wh/tNVWVJ2wjecaEgL+YhlHyZVFM3Ghwh+HVOT8lG4a3XOs4y4JaSbqNhTdFUcbxiioHE9bg58uW2ZSFOmDtDUq4E2ja5ynL/BUDkIDkIZD69yrqiC2+Vo3TZ3w2ZdFETpuFm/OU6ngoAxAtCegHPTZAibho6XMo3cJBrKtXUCSpBMppIGZS+usUySANI550oVQzZM6QlHM3bn6qbkABSE2fMA0GxB74h21KRYcAVWHdz1H2/mqKEopmz7fupzHqCK3bnw73wVYl5dmi1USOi4DbBEAUSMNIy4mVQBZoUCJlyyAvvqOVMZRAxhMJjgOYiI1MrtBbumaCqvVLp7oaaBfzYbo0csxMZ+CTcyjsEx5UKglDajqG9KIm0/5upSElXkUhJII9jkmj5dVQ6Y6tGfViIaB/KoC824M6kd0rgT7gFDWA5Ud+Tq7t1ni3Dubo4Mik6o4+Ffwf7arQfdT2IBRd1tJlMIhxDIMzhlQduWrdFwmxcva3JhwD1Bukmu2UAeQhKax1qufpxHXjBzKWwGskq2FXUQ36PnqvvI5UZvZS45CYlDKzLhJMEymU5zoeM9XwjbEck7MuxFRsAgImIQ3Kb91cw6mBjrktKSjSLdJK7bnSLo99Bfk73Z50ss1tSoCjNwJhaOm6ocwk9mpRy0j2zQ+ohNHxfdTUIlgWZVkm4Ai6VJ164J9/8AXUtS73oDliswemLpdJCidM3iJVTwmA9gMWD1osgq7M5E4pLuO8T9FFt5omaIRUiAiKrd+mRQ+jV1Z6JnCiZTAI98Q4VTFcYR2e7tKdl3j9vDpovtINiIt8zk0fPVgLFbIiq7UQKHz7dR79NQim6PbTpFrmgcFVVFNdBiq7NRIHCZyHJSa4nOOaYDlSmSTTbagzUUbqcpzk8NLJpl3NI6sqCIAi6622umQCeqmkvuosVUwSUUcB3KJlEExPlozCtFmwKorJ7ffrK2KFxRw7+nKzFyV2DV6ml+z7fpz1zHcEDLQr87GUj3DVwUeJTkr6C9E6K5STSjkxQITv0F44wihsP7jmOjN80mfaoHPXTgxw6Y47YJCPCl0jrLCVsmblpqbR9+dekUFM4CQcvvrQ7domaPjNjiUwkPpEQGuybbxUtWBSY25OqDGg2iUNtwdPlX6uuO4QBcTLZEQ3t1YhNHx81dPY84VScqwbStuh0pymgRqZscO6T5KD1zji/uTEOHty1UOhxij3bUcLp6t8tX1IRcbINjNZBg3epD4XBdZArka+Gzmy4y2lICMcIvocQVcLKB466vtaVb3DbDGebjyvmqa5vzrnRBQrMIvp7NFmkwab/UIIE0lqWBTXoCgzHhxMMrQ1QKu2qm6TUXP+CTv1WGGONM3cN3tIJ9GNBA+pNMUPHTBY9qLebMSLnjVVUldxdNYnypnp3iLhxF3W1dLIopNZRRHSR1p4gPqzyoS84N4jyhNqQEACYjyp6BHgQxO5V5lyTKAn7MqCsPJxknhrTeW1MCJJK3HXRlCH7wk8FWLcSZFIpYfX3qBI5BWN8oZ0sAKdEnYdM/o+TUgerIc8zcxKCGZqdSn+inJM/dSKafMJadkL89BslzBS3AS6aSIbT2UsQcwzoNClKTiOdeGOQAzrc+YhTZQoiGWdBorpVypNMoEV05cKUIkIcK2y5sqD3MALw7Kwo5iAZ8K9MXq9PGkwJkIcRoN1ClHhlTJZknun6w9PTgf3Vp36CP815H1lcqgb86Tdxu5rUInrOapETD2UsQQ0VlAk7ghcPW4gqomRM/OX7SiQCZAAVv/WJ15qpo1P38xrwuWvhWCYFOysyy451MrXiqCJ09ByFOPvyrToaNKaz1vl99aJDGbjcAf9iL/wDMqr/pLDx8+3g3bkW7pYnKJycqn8dWpjB/ytT/AOzE/wDmVVbuGSkXi/nIRet1k+RAxMto/wB9Z9v3jiuAnIUomE4jmFLFIbWQ6dR8YVAoKNUHBTN24aBICmempBFQOwK5aH6fIFKJkzNrIamyWeXN2VhCqbmohuWq1CZQPy8eI0trIHq400bmAAAfXSwqcOyngVAy6amZeFN7jg0p6MBuoqoksB9ZFiHrdoZyDTn51Kegopl3KaK8su73N03vNwDBVZqjBhoWXU8anyEo4XRWFuoHndymn8ZPSUo2ZtEXiiyLMqThfvnITnPTwGqXX7iu3rJV0QzaMGMh1fPMoL9IVNaa5+WpNmi2MQihV8m4p9WJK3eNk3rLoynOn81askkmrNBr/JUaI6zYudiIB2ldMulMqC4UO3ORDbMRH4Kcr29AXA3bJSTMXKTc+tBA/gUqXa7peBz6qciID6uNdJQLTlnW9JtjQzq3o9duRMejmOgTWQ1BNp4Tt7WQfMn5QnWizccm50+VPOrWM3FQ4LZ5ZVuCiYENr400UKHk/WoMRoXfS6OY57W/yE/DqUX8nux1X4SevioG23SU5C1b4tk26m5uHH5K1HozpVNwokKZyVsFTYdYJNLLm5Kc6Sks8UA6kaKQ/so/BRAhYjm5cP5SDvKTVfdMcbgc/WEo8TzKfMaWK6TJwPkFS1V6WC1nL+aCLJvSoRROqSQV0FOf4z+8aM0Y5cYh636P0RcAOm1VIp/3dTonA3EKbKL6gyNw45VtrHM15f0tw6kUW2GKp5Fiqc7xeO5inN+JRvbUj5RQNI+ReIQjxEA3F2Sukpz1Yr+2E3T5OVaPHLJQnqR9Gf8AXS+8u7kEkd7rWyes5CeOizKNl5ycw+SfSttAzkVDfWI8FMjjQtf8JZFmwUvfikclHujs9s6hiaznMp4NNGx34NwWfPRSRRTT9op3KCbpUtXEe0E4pdNZ9Gunu2dQimgSHJ6wH99UhQENd+DH0iYmmY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nNs9VGecTgMYCICdsaXboumM0FOZxkDSYw7Oh07Du2Ih5n8zMmj4ZcrZRVNEFKfDRzjKz8dSoawaUpDpxydQ4aHY+hutLvIikYXjyGMquuVDSTmEnwZI5NYm7oHTzylra/ZyrquDvb3k0T0/7lbm13G318G9oZo/qMBPyqNd4KLfSSzSt3iQPf8M1560VKN7us+Xo6Wmj0eH7yUNOOnp0tQede4ME/Mm896xVg2y31O0F7+D8OnqAjW5aONw71DNvG0ciuGfDvAI+dRc66zQ0usPpTHjkeOGSSXyP7fvE+oghhiKfdMLB94omTPlPXJzN/mKi7RGl/qnv5hhm3VRH+uhaOjkjeP4fVZ/tOkiptl6o36ynugb5YWfGOmGM2dr5qO9BLZ4J6eI2zJGUnhqj2kqHrdr6mbO83lQyZZLtWQvHBw3XzUVnZ61n+cqx1oupjcK+o1YPWzRC6ZttJJRvTW5pssELMYt04qyampJtoKCliAmiOZpCd+bOFT7cbyp2ir5YmbdRkwM/6K7o8bOKxoNEURyDFvDfoq5uq0VFTQ1skVvgl3Ur9cLNs2mx1ueSxZqYY869cJqf9pVkLVbNamlq3jxG8celWdBEFNCMQcYQD2qZTHHPUnDA3OK04ct2fsEX2fY447jLJ3qSSQ/4FYyzQgEk5nrHQnVmt3NpKfQYfmURwo4JAnCOQzH01LPJXtf7IZ4ChGWNiIT6ZTRLW7tnmb2qFBrOaQyxGAcRiZlLptbxPKYCMh9PmycCQXKeY3Aw4txcCPonxhoCRiDSRtwwaTmG80uzOZ8dbjxdGlHwNcQ6y/RIQj0b6siYGJg3FydcqDeWKPd6tLvgyXAmKOVhMxyfoSfMwEbOTsAt7W9VMtIe17ZSO22c7SSN/dQVbEISNy8Xf1U7bimjm2xm5nbFMGWUQBCIQjjZ8fV8l2U9OK999m6QAny/pxVZcj3pjADiTZzwUysk0YJm3gs3M6hgEYyd4CN2L0Z0/ZU/dyGSOOQ29g/DXYtYa/wBnTN2GfZz8yNrc4uQ1prNFyEcxOMJO8knBTIfzqPA50zyTVE4u285EWWWMJQxofX8NB6JUkRBo6qvqBIQ18BwnzyyzuQ8+v3phRMbCD68+iFDue+p9DuMh9csyhUjOw6J5AaZzd3x9KPTOcUpCGlwbgzt8lypIRfd6MP11YS+lB9KFPoMo968LP7m9VX3AmmdxYGEW6YVnGQTSE7G+hx4D6ZUGRmA3aQC/DSiIP4p7na466JvZu+bR9SqdprbR3VorezRUtRGGuQPrWsljk8+tVl0paaV43bR3n833iFdsff6SjorSNFLTMIHqdjxw1Kv2N2jq7MPdro5Hb8Mwk3tV9eJaiHNHfGjqrfMRbnQ3GN1mdqHhoraNHHSmcJi27l/FZ+RtF9ejQPFU0ffqF9/BNzAycZTDIEU0TnHN92vOtl6iu7/L3GufEUfwz8iuYduSpKiOG42133f3kLKGf45n43tugjjf+JYPtwqWCnpKEfvTOUvwwryDaemqoKeS2EM7TSaJAJsEKXaJYZ75sy9RC37XQnrCPHMYrRrR4axF5G6K42Uozq7zEwPHiPnfWqwsNknbDtwdXOx1qnulTM8Ezw92j161yNrNts5QbraIp/ixU9OehZnbOH7Loaaif4tU5VUh+v5F6D2c0khwu87ybyZecdp10+09rKo/bD4YY/Bb3Z0ZaNa3ZPTTW2qrsePnQz/NZKLi+FudnaAqieO3B8Gn8Sd/msKNLvQ6GN4wjeWLR4YOeldiZqoHnbhqUwZzaBmNtbYxIhP3dpYY45AbX5VtLBDrYn3XhRybzy6zUCsk3XhSSeIHmLQrd95Hlu8a5gVLW953/wAOOT3KJM6WLWMZA7t6uTt1QtZd/YXYnEmwpsPiCWvDMhyBTFBvzPREHQ8qVYDHGYP5OZSWnCCLx2/2rMltQ7E7W+jepdvf92SlPdbnDTd9mgaLefDpz/eIC2kNnfXjIqLc7hQU287zLGEmjk51j6G4325XaWGOTuzH59Ct7ZsxTR1neauaSsk/O6ho+jdtxCLaeaVjwZwA+hlUxOZyFJk+PDS/RWG1jkW28rMPAaYODqLJGW9EiN3w+XBmXbT05ZyQ5vIQD6qHocPOzqaXm1PwZRScjr2beciuWQEoC8gPGGMNwZRQMxdxIndtXBW0lODhne5f9FXxAJuUG7cm1cD+ScJTQhhlifeRsXD19FCio4xmKWLrGjNLJGxvJHrB+TIv0XYjJjOIsBGDZZ/miSR/2fJx7zQ5l5kCVtcpn/tR3pt3LvJNB6OblQI59/K54wH7xMzNBQSEQnzm/OzoDAR1MhifIzeVGIXw751F80x3aOPeY0OqpRR8cjxi+p8hhRZWGZ3cCaMmfPFSBHRqeR9Q4yzIcscdXTFOwODZZmwnPxOOOb7wmKTJ4ZBlCN5XkBmeQfmpTvCHHhrBmZNaAJMmPnd88FjKkGsmMqQ45YWfX7RZUV+2bpKyBpJd5HkNGr4mlaaLX4j/APd8yFTiLxaRPibpn3FWMroYtmKBoorbGEfk34fE/wBadZzGtly4s5ycgBu/MttPQR1VHJTVsYHCfqvOro172Pd6SBt7DJJ+zyGoad9M5e4DtN8qpoMxPFIJxtH5V6nsftVWXRmpq1oWmkp9Zt9awt0mmgH7bfEsvhnJBIs620lzm2lhudG2KiPyNH8lnb9WnC123ssdFdbhU1YNGEj6wYfVWnZxbIYLadZDV6yqGwQ/Qj9o1XR3zYqK80gO0rEIyC/tUjsWo2C1VE8jtKJzMAsotGWVef8AzaOrjghtE5TVQUgQhlzHgwrwOV9UhPnOXfivdO1CCOTZKulikdt3+TzLwdK66OizkTMLO7/Jl6zsLaXtVtzPmKrqefj7BWW2Hahtc0Vzr2Z5ZOSCPH/nWpqdqa6tgxZbS9Tu/D7xO3KnQ7tUE8gwOAczp01PBUxxtMQgbfisOFwusYHNfK+Kkg06Qenb3qhpaWOtc5QuVeQ6nZzZ+OESz5eiXa50VKMrVM8NPz+kniLNltJac+FV7zQHn0LJlSxRzG7RuTl+XKNdoGgttDOMON2XHw1AXT32ruBd3tkcsQ+2aRsKTNSPJQ7qWrlqJPO+r4ar6S+22EMnGdUXsijbClU9TdqwgeOPukRf6sJGiwzM1QfcyaaYPuCVtHa6md46ivm4n0pQRLXZmoXN4/EqD85/UrCeR5JQj3e7eHxBTKUIBGCV3GmeAPK7I2iMmfdADP8AP1QdZuJATs5E3md0+NnjlMQE8vHwd24ZUNHvW2YA21pyP53gBnfKiiGH49X9Uba1mLbGpeSM3jCIGyyDIeHAxy46l2UcV9BkxqZ3j5XQJITE8hG3FHd+YY3F+HFKSd85bGGVbg4R5w1R5bgowuTjoIWF1Nnicph0zsw4y7KvkMu9g2jh6l+Cv6yPkcaePPtf0/FdjITF+ThhDqKQpYBi1bt9esXd+rI1Lrdi5cMyNDrnBG3JHr1KsfHOx8GUmeURlOocmb8rmoctZSBFu56un3n6pBwIwAx1fD0cEEWNxLR0xwTJa63RvvKi5QeX6kyp2gtFJrOrrYBb8Fo0Go9ccWuSTWfu5VNn0RsQBhZ+ba7ZmOXQ1Q7+7oqq47fWmZ826irKwQi8UgDyJXkVhoTphmmYyXYqZ43Cnj0bsPOKxn9drhLQd7isUuNfJoNMp+0eeR5JXsEsgR+fxlB8Nw8Ybo4wjMEG2UhNPhsBFH6k6zVHttcLqRDSWmKCSUNcAyzZVLJbr3e7oT3+vkp49ORjp3Rpfjifr09qijj1yVlZCEH1EaxPabd7TPs7LFBXNM7SeHu15/c7UNsvz22tqDemn4jl3UO/2yO1x6aeZ3GbgLO6zvdvTxol0vlZX0oU0uBEW6sq6mnnppwlhNwkbo6EbYbOHWusFlpO709ZUys7l7FzfzdSHST3aeyXCRoN9SSc85/QhbIbS1uzld3qkfeR++E/KS1dVRNZNiru2f71JGca814pXqGwufaFtDdLbV22tlhkhqX5+RZq3jBLXxtUzNDE5MxHjOFGXW8zID1y9UFl0wS0cEu7Zh3En1qzoYjOgxFM0P1+1YSi2rln3FPN8WPw4z9isdtCmJqNpanurPJoeRnV0Yy5tHJb7xGVooJCqagXyJA3DWq+CSssELUVbbpCJuZ3H1yt5s9Y6K1NE9JG0sr8d+CuSEnfgMbv+LK2fbzx7ndJ6Zpbbs3LFLH5J3ZQ+5bQ3XEE8MMO8k8TeL0u4RTtEBsZkZfJU8r7ysPeU0bbs/P+8UzRautllt9vjCM4NcgeZumFYBFCPLCXKj6zkqeduQlXXBt2W7aQ9B+1ZmlGDm2qAckCi4l7pvK2QHkP2B92pQRSROIBFmPKWjlZh5JNSClX0ryOZAYxkwcGb5IksdSdXC5ETA3Vx6Mo8zNBLJJ3gTHz8PVFpajXqd3PQY6mD5p40e7bWA8e11SBfD0gg08VQTG4yNj2s/orLa8GqNq6oR4NpBRqaPcxOBPrf3H8l1OWUOohk4EXD5qNyR1XdP8AD3in1QSHxE9PydMMeXi7ZQjUd8fL0QtTMz+iJGRySBIJjj1ZcqI3bJ5Z2VxKWevlle/Wx4pLhUU0mvUE0J7vSqaj2SudJuwbaS5VcAew5FsJtxgIzPQhxU/HryIadvOtrtlr7damhmgd8Rv44b/w1ZT2eiemqJIreFPNHHo1mPnWx9d3Alg5JPE0alfLDvWB2fgt8zS2+7wPHUB6nH51c0tlsRMHd6aANHLxBXF2qGoaKpr5BaQKUNXRDsu6uFspK+KKMJJhA9Ae1OKtOlBcrJbJqAIqWvhiqYz1aHbd79U8GzdZRDca2F4Yd7RlBuA969BrKCiqIjjqKYM/EVLWWCirra0ck1TGGvyAaz4HbNbLWKsorCMdZMDyB93vGwgV4M7S1MAtvPogbeLSVtgoowKHcG7v/iPlT6GjpbbDHJFFofyaA9yvhp+R5xYtjbr3r7Vmd/du6fecyNtNLW2ivieqZ449HJo5l6PFTz0m8d3Njk+v2qsOtpo3eU3pKqOP2OYKGffTyfaC7w7QVtPCJEzRPnWXB1n77UTyV5RSSsQw+V3V3tjU2me8yVNNCVK4llox6OsvXTd4qjlYWFnbGFh5Ix2+M+5V3fZGMoow/hW72PioobdDLnfPHzmywtroHrpt2EsYP+ZXIWa/W+Z6inppsROzjIPBY0k7xq/7QaxprBH4e7M5vIvPMO79F6Bc6eovmycXcqGaWeOTxPDVbs7sdcZLgz3GGSmijfJq7+K/9Cloqi2XZiWqpAq62RqeAi0s3R3VZtDTUdJcpKejkk0A2H1+rr0nae4W6kAIakxdgJiGNmw6862lq6atuck9HTsMWOOeqPJ4+YFL9KuN+Xpj8cL0Kg2fev2ZE6t+dh1xccLGWq7TW+GSGOKIxN85Mc4WzpbrW3GxgNPbpCMG0CbPgVFC8npWbJ2u/VmrudfPS46eIre27V3ugd6e6UMtW0T+JI3mV3sw39lRy+I1VGHOCrL7NR0dNVzb197U+DIe78ki2TrU2S8090hauppJI4PKTGhTaHmPd04B/wD6LN23aqitVNSUW4lxHBok8NTo9prPOccrXAY88XA1iF3Fu8edRpcBHk+VAhmhlfwpo5Ob2I9UUbaBA2KP3D80SDDkklnAwkMAf26MoFZvY4p/Jz+TWjyyT7rw5NDflUOapfe9O8B7UiksSbzQ5gen6UomjjfdhJx+Inxa2jDxGb7xMl3feu+bvzju0Le87S1cf9bLjE0se8AI9Yf92ozM8km8M/OmbQUm624vssfnPcaP/DT6Sonk8N8cq7HMecIuQ6DZ29coNaPHSLNhSZwd4cREOqPzIBsW5aTSz56JCVZRu0c2kmfp0R4SchMHb1XDYhk17vKJJqCk32jBO6bPFZWHGdWEcTaz9wo8Pez554wBPY/YdOYGXqnw8kh7/wD0pGjS4ir/ABPenGLSe9tLcdC5cIwqHzyciaRBHu/AfSR6davtnwizYekkppY43jMdOkhQ7aAUXh09Pog+HyiiXCDxTf2JQSMcQFGXIa01eD94j/d6P4k2qxutc0n8k04o5INbnhozUK9VtpppZ6mpuVNB9Ta0oRLpSbyUJPhgHmdVF42ltFkHdhV97uPpDBzHvFkq+8PtRd/s6GrlitEfPNOHh71Ciuuy1svdLRW2izM56JJX9ifbb8P+qO/V+1V731bNOULRyckYSI1PaY4bJSy1UUXeKjoWfEV3Uyzy1bUJRjrB5CZ2/RUFnvQ1dBWVtXCGabhCWeLLPKx8hpRm9rGjhqmhjd3w2Xd1Qv8AqpuisuVU5CBSymWFZwbJXYzcJIRDh1d1y32zpKx28ap4ziqO61Dtytp4GvRdlq44IRtVWAxSs/mceBLmy1mCneno5HCo3Q8paeLOtxs5ZoBKWaucahhfPl4iyvx1mkOe9/2DsNnanttXc6uVomYtejWsps7tNS3m+nSazEjDIfndTO1faqKsootm7DLHJv3/AGo4PZGvOJbNUWqcbjQlKMlNJlvzt+Cv8nln4OIbq9Wa1VVa81W28lb62+7Xm1/+xGJ2oofZ/wCZevNdY73bAr6QYSA4d3IzeYV5tWU9shhmaZuMYc/hq7exT0xK9W2FqKat2JlooZmiq6bVw+j868p4O60Gw/8A8wxjFPuWdtD8fOuOW1mhsUF1ulyq2oq2WKgaTRJUK2qNmb3LDJ/aMUkX0GHmVBdob5sxK9Nbap4qaR97rZTrNtRtLRR7+spO+05tljbqy0Y4FDT0ctwe2XaTum7/ALvI7edRr3ZaOktck0sMQyvHkSdb1vsnam3RPWM1e+718OQwWTuuylfl6S11zvSyc+4k9iUqVVshpLG1JW/tjyyR/dxq4/rRbPiS0c8ev/AfmUbu+0FZbu5biSKqh5Gk+tPYdrKdmaopxq/8v2LNotPt23zQSRRSSxyaPeG7Uf7Upd1+z1LAH5VGas+K01juEsejxJ92qm5QPNbqpqGhxH5zOQNCCaoSilxJI8chj5Cyn1EOfvCWZtNBUhR73dyOTNyY6qpo7he6SrnLdTOOeZpeiem+uNoX1bQ1gm+WY+ChwRYfopu1MOjaOrdvVgJ2+SiQlzOxHn9F1MBYXcJnbd8rLleM0wsOvQAPnCIzH16MuSCxPzFwSShRR+yQ0SWPXFu1RX3aGttNaEVNstdLpHo1b6L7tVkvaPR0/Cosd5pKj6Cpv/zVE1p7pwBiPq2FHkZhIQEss7rL7QbY3Kmt8c0Gzcsu8Pyat2oVquW0l22ZmrKWWihlY/b4mhVDOWyli4m2OQlFubzU1KzQuzNn3rO2CruVxoHkuV+xKfJrANKTbG01S8nfr5cK+M/3syEQtJL1bIKkwqK+mHS2786oK/bqxUjHGM3eagekUDa2dS/6k7PU/wDdqSkf69b7xAvGzdmpIYnimpaeX1MAWjeGN7/tFtTVR1tZPLSWlqj+7x8hq8/q7YHoO9S28CkOTzm+pQrXRNPtHLT9/lekaTf7yP3/AOGtzDJaaSn3VJBVVXv3Lx/eJHrL/ZzUsFRuaRo4z6aAXn9JspPer+1IzOzSS66h/cAr2aopLpcIIJN1HRNq51zZyx/YxVD94Ooec9WsmU2Kl2dv2ydzoK3e2WHvcUkOj9o/RYKzUNHNaJ6Gehdnjl8T+Je37UlI1hPuzx01Ro5DnfyryPbDap7TOzWynpJX9Z936pbWPsroJTWikou6dyp3+J+7/wDersno4a6N5u8xyeUw0eGsTSbW7UXAXemqIKcfXAqvvtZdmj3lZd8k/XSKjpT122fZjU32rJONNADcCz5lj9re0SOalltdg3kZyvg5l5pLW1vcYqaeqlKnzkQ1dVFmlj1uVOzgztxUX88H+P8AZ6TZH2WszRO9dmsePxJFNO722sp3akmppGAOfWvIWZ24s6LHLMHlfCz/ADf404ehbI1I7P3IxOoB7dVchN6i62G0ewzT3CQg/a4aqny1Qy8cG7zvTFDLzavd8lt9l9u7zYoYoI5O/WsjyDSPiQFp0z4QL52eV9I7y0JtUxBwYDfQf/RZCogrbXV7uqiKCUHywk3H/qvoOHaafU/fKFnpZGy8uc4/RZfa+h2e2zrHOhq2paqnDBsTfES4/wBFPJ/bNndqint1JJWyQyHUdGVna6ioKTS7NBM/oqS4bMVlPS0sk0gGFO60LBUdwlrqSM5DAfOXR3RSmakF7TNbrtHcrU4U+j48Ovdxmr203e33aJ5YpeY+Qw1rObNvcainle4VcslZI/hAXkBlFvFHWW29x1dkbeVH3gehIVw18epnTKl3Y/zSLP2/at4yjpL7bu7RyPyTgtVKELtvYpWkg0LM0KKKWTRUd68P6BSliY94ckYG26SoqqmqX3UcUnIenVpR5dASGagK5pIo9cVP9O85VGrGjkkDQwAYqTFHrc4I/q3mpMr4zxz/ALxAfQu01Pu9pKqp16t7EHI/oqeQmjmBmDgT9Vb7UEJbU1fHOgAHChOAYbhq+S6EH5wL6n69E09Li/qh1MeqJnaTRjqyfHgYW45y/VaROswZId+QHrxobCIDxtE++0vpf1ZFiYGDH4rskMJ51NwdkvgRyERPWIxu34sogUNNFGcUNNFHEXUABTJdxPFu/kk0ce6M0aMVEtspjiCM6aDR7f8ADTZbfSG273DqzlpwDkUeUPxVs1BDa6ehikkemdwM9PKaC9kt7ynJKDzxmr14434bw9ah4eCU+c0BAtGz9rt772johEDV1DGLxGInu/0TqU/2TwPOmuLgHDqjQIMb455HNlWbSbQUGzdF365ysEOrwYw+ISswlY4R6cOq+dO0Wouu1G1txmjidoKaTQAZ5QWfkaUp0vbrtlVba1pW+jp5KaXzwuT+rKjv0c81EU1TVQ64OR2f61kKaaW31gSg/iA/o6lVNyGparObO8kbgsO2/CfSXagpIXFo5NX6KBcrzLVM4CDCH4sqpNdE3XFC9U5MXcrFZOuJJIAin22ogzuKxy3L9HD2qsZPZWHrWw9/iqqaSzTz96CEfCfT6fio12th0NfLUhA+6mHgQljivObZX1Fvqu8U5aTW2sW2cs3g3XEu8+H+RaVuxvRKtu2M9rqYqKuGN6T8Y1u4Divtv7/bpPDn9MbtZO2U9NXPV1k+N154Nap73fLpYp/7EucstJr6HGr0qNrs39iNPWUdd4NVT8maiT/2IdZStTvon1yRv5HZQLXXWXb239zrINzW+eR2k0/60ArDtPbfDtVyjr6Vj+DP8RRJnXC0Us8ElJLFuwk8hqstLz2OCqpKrMscYa4zDmVvUVbyU8eYZY6k/wD+RQ/tFu8RNV4j9h59yjQqdldoqSCSqqLhVSMZlq0mytp9r7K2XaSeUS44AFctbLdIRvUU9IZ5w3LjKhV1spIRjzFBTNq9OOWSCnLbO1GLC1PUO2fXgkO1cE1TDSFTSQiReYmzwRLpX7NO5U8hiUgvw3YdVXV1tr684LvRQi1GPIzHwTmFPq7aLeSbTVHhYDQoDhjoGFZ3/wATaOp4yHo0KBnD+GetbSyBmy8WlxQji06HJ30upUhMGoMZym63cQF2Z8K4lB1MMYju3DTj0RJRA2ZtLtj8UMermRs/4OnC47vU0g9fmnJATBuzbMj4+nC4TEw5bDj9OVKquaBixn8VWHly5S/m7oB00hCOAFifOMIRNpbXIzAz+rrsQu0u8I23meidUCJxMEw68HnLJwESaHBOTvjPR0MIaogfxOZ+AkpFUbSdA4MuhKBQxu0Z8H9EwBuzjb6EyI9YJ9x8CLd7vzpUceByn9Zq7aSTdbL1kkUm7k0aAL868a2wJhsvc2hZpt3vKiQJOq9G7Udoal93bLbTDU4PWZ5Xhm09fPNcJoazdSyfvI0Oiihfk50wiy+pdIsthMXDMul1NSSUyCSSSSBJJJIBJzJqSAcy6z8cpuUsoJpNnr3UQVzQlLqik4Ld0UduhmaOqjYgl4ryQeDs7LdhPRz2aCtlfL7wNccfN5FtF03o1Ny2Vgod1dbJvYqqPxAx5TWktdfFdLZBUx03d3bkkH86i2a50c4M0sfd2BuYANB2eou5VtZHnRGc2sANPtinxUtPI4BIwGOv3Jl62btlS7S1FNGfL/tVpE2iTony0/A3CTzJdqVUNto6Zt5u9YB5RVaNJEV3E5fEY25GFaGraPuoGEmtQO77yUJIFOtGY2TsENAdX3ujpnleTWB/TGpN6kjaWOlbQbfgC0Dx+DJo0b/4epVM1NPnxDbSgPoDaAQO/wBRn+aigEYv0/RS74P9u1Lt/NRI9WrpwXV8YAyQOTvgmTGj8N8dWR5W0vlJ21Q6hfCz+JlEOGMy1MT5QwijE+d8fJSNDBNuwHgnEAZ49Vop0m0Mz7x9P0qvqIQeTeG+G+Ssz3eni4vhQqqI5Rfdg7t+CJQCEYufzwiPHrbS2GT4ItELNLhidMzzY0uhYEkWl3yyBGZuDtD7HVhod2y7Pj5KEzOAm8Ubueryo1B8rZbW7ZNZHtUv7bL7IynSv3aqqeSFbZmzEDSR6DXhHbDDXbSdpLWqNnip6EBDX9CGlKPNobhcYm78bzu0uoN5nzkqp3d3d3fivSO0ygahstHBSOzUMWAEX8xF815zWQ7ifdsWrhnKwu2iA8ZfC47Y4JM+H1JebmWCzEl12XEAkkkkAkkkkAkkkkAkkkkA9TbfXSUbSBjklbj+CgZUqAoWiIpHy7twZXoW1nvklvq4JJneaAX6L0e3bV2ilhiq5pt5HJyc/ovHzkZ4gYWw+VIttI9dJummCP5anTRy+mqM4JaWnqqWUaiE4+QgUSaod5ZKfWYAKxHZRXz0NTLstdvCl3eumkW7laSRz8+jUgkUKSQ6ctLZb5CossW50sLFlvqdW8M0cJaWN9ZN0ZQ5wd3IuuXRqUZ2CMNRygxn8m6KvuRvAHJom1epPhXEMD51swMGOLu3RVVwhhIiCTTIGercE1Q94ug/25Wc/IyCDOMXLjDqXfWArtVDpwzuo1PHHp0vI+G9FrrMGVgMX1H0UfduI8vR1M3OppH08vo6jStpiy5Ywgi0t6dUpI8sz/NJh1Czcco8YPu9Lu36rSfhIMrRBgGDUaaRaBdzFxz8lMaHQbl5kyqZj06R4/isxxqHjVE7u/FIj4j4f80Y2lcwYYuHqmyiz8NWHWkA1wIn4nj5MgzhuyHS2c9UaKR2dwIdTt6p5sJjlAApm97rG7ZwRNXvOwxRvUcuvR4i29OPB2XkW3t9wUzzz7qNpCDdvJ/7Ezh5v2iz1lVXhS1kUW9FuAD6MsTJEQO4ljPorG63WWtvZVokYvjAuXXCijTVlWbSjFMWp+B6eVY3/ZtCE6YrK4Wero+aQd5H9YKtWKySSSUAkkkkAkkkkAkkkkAkkkkAkkQgJhYnF2Z+j44IboBzdWyt3sJaaJ71bqjfRPvZNGiRYyBmlZ2f4nsV9sddCoqyGeom/ZY30aFpEovD1XtItEsEVPtDRYaqt0rN/pWnB5CjGV30byNj5VEuRW+8UBU0kryR6GfWylNSxSSxhrd4QbkRhFuwp5gk3YO5iiSxVDxHJPFoD/MUmOmeOYC0ZBw4ptec0LYh4siTV8IuYSM7a950f5IE9NDBSkWANx9GU2OGcSAuDD0dmTKxihLAQhp65+aQewXQM3WoHPHPVRaeIhYtXr0Uq7O7XioAWzx6oA68cei3YkxOEbt1UaQSlyLhgVJL8EMiZn6oI0B3fB8J+ln8rOhx6Szx4spUBE8eMM7I0UR6sxiEW6u64Lcru7I0wZfypkjvw0sg0eVzFuT+aBoI2YnDL5UuMCLeeqe0eB+Sf/Qr5WYPTi66Is46fmjzM2NT8UAS59TtwV7sBme0/aVtktip7hH/AHiQtzD/ABr5qvF+uG0FPNV1Awu8R7whx6L0n+lTds1Vksgt8KAqg/1Necx7O1sOzkN1pxmITHeTDp4aFnMtaUVtJDS1VK7TRnFLjMZu/B2T6u91A2oLdSHu4QfmdvM7pt/AikpYacG0l8IWfijz2eObc09Pu46jGZMukrFY90rygkhkqpCjk8zZ6qvRWbSTiRZBn6I4PBO7QuLQj9SzVCIm5R6qnkp5SilFxMXw7O3FlHUyCSSSUAkkkkAkkkkB1m4q52b2cue0N1e3WyHezjGUmPyj6qoZvxVxbKu+WNmulHNWUbTMUG9Dl1j7xVhe07X7abYJ7fR0VG1Ds9GdTUScBkfWeP5rFIscsnMAGTCXmbPX9VyRxblHqnoNgd2LKtp99WW6SdnaKJpP7vGq6UmlYX4Bjgn0UjjViPnbyogPWuzyeX+rcO7nl3viBxXotCTPRQEztJuersvGtj6ijbZu798yz7sgp42kVt2E3OqmkrrRMcpR6N6AO6cJl65GYVVJvgPLJsu4giAz0PrSZhjj3Yhu40Okjp3ifPiAA+1Jn2iRvrqJGy4Rj0z6qOTmDm2oXZuLOSmvGBHoDhp659UOeONgyUbFnqk2x6vWAb3KqLd6X1phM4i6k3KV/tWpzw5+ia+ko3yy3cyLEbuT5QapieTlbg6lYjZuC5IAO3BABpYnAXZ8anUkY9OMoIcCzxUocO2coVoMrO5vjomk+jJM6NNzRuzFh3QBjPy41MjUhhkW1LkmoxyzIghpj0F1XcYHDI00Z4Mjh3QKqMgBgB36qUOpj4ouMc2GdGh8pduTVtw7Xq6ni8WV3COAPw0L0O90NHa+zuS2VEu6fu25eeNSu0XZVg7XbbtT4TUtRuwPWf32hXO1VJFdLYdrqZIo98HMtaeNWvnGy0tRV7QwU9qeOoOIeV5PKod9kqgu0290RVMZaT3b8P5L03+rM+x9ju9bLupX3/7Pj3ivIpHcjIn6u6XkhVZCb14rgvgspJrdVyy0WV1qo6yMTZsSe5ViIhqQSSSSkEkkkgEkkkgO4Wsl2tuMmx7bNVYQ1NPG/wCzGY80P6OsrhWuy1plvl+pbXBNHDJMWGOR8CKAq3YhfBM7P+KY6sb3U1FXc6iWrlaWdnwcmMa3b1VagOsptmj13KMM4ZQm6qbbaaeprgjp3wfzVh6/2ZWKhnpausrt1K0Z/eLO22ottj7XIvsvPdHk3H8Gten9m1ni/qzHvot3Lo5wP1XlXaLbO59oUE1vbdjPLHp0fXlPhD3ioeMKXGOUfm3VAoQB9UYkIAfFyZv+EeVwOSON3cmcWy/yRG0MLDGOPmozEZOo5QjF0Fubh0VfXPHnQ450+qsauOfuzGzm5Z4N+CrgDJmZM746i6F+3r1wjD7XqifPnQ3DIO3zRK+RjulW30mkJNpy66dZIhA8TaWbLuux6ifi2GUp4xIdWU1wZujo0BmDY4PxSgjPV5mdk5uuHZEjYM9H4I9AOZuOEx8g/m6o0jM2XwhkIu7C/VGgIsmWWSHWJccJ8Q56JSM+eiAGQsTvlCMtL6cOix4c/khSAZzYEsJfAxfbdbKe57DVRSAW9t7tNCYdQNZ/ZW72m926LNU9TXU0EYGDre7cMb7O1TBhzOPS6x0dup7db23FIMbz/EOMPMuikpZHtD2klpJ4wKhcKQsgREHAV47XzW1o6kRg1zEbyBKxYwvcturdPNspVBKDPFKbCGt8uK8bvmzsVJWT7uo37RQtI7APRLyQuksqbZfLJczNxbCkTUxRG4ycCIdTMiBBJMEDm2BkfSzrjmjdASR5IyjMgNnYhfDs6AswSSSSASSSSASSSSAezauKKBu/AXdnb1ZR0kA8sumuyck7IBaSboy0vZ/RxVl8BpeGnoqGjmAX52yy9A2EoaOe40k9D9evQfsVwi72OxM8dXuo5JNxDHpBZy/WJrlthaXkikkipNZyaP3iuYaqSml3Ukm8MPMQKTstHRPFU1UbvvDPSS0JOxpnM2ZtDvxFKMmGWSRwLHs49E9h0GwFmQm64ZGl0DC2WYfllZtJxGnI5InYZP8AnooBx6QcHzr66/mrWGIGZnNmz8kyr0nE4DhnZ/kjB3D0mrbTdarOOJ8UzS+vTng6NX6PtSqI+mtJwYmyKvWBmfF0CTPhOPh19FyOEdW9d+KcY8UwDr1cE8GwYtnquOLM/BuKNELYdydAClCdjPDZb0QSkNjy4cVMPoz5dMkGM5W0M/4pxIlCkI2kwzcE9+LaX6Oiyth8YTXDizujAHo0s+Fx/h5RH4PxSBmLhhVBM5t3vH2HvUtNyVEdMZga+Zey3aW4w7Sx09RXk9NUZ1tLJqX1lPStLT1UJ/DmCQJG/kvkDYOCjo+0aCnrukdUUcbfmT04q9Sv92lulO9roa6Krqo4+eCT2LOhaaK6QUj77N6kfurxx9A/OtVctj4otpXrIv2bS3OAe9c2bsMtBBVlSTbubX4D6PKunEcvJ+0C30lDtXcB3LvFEwtw+pVTb6aqpKGabcRR+SSo9i21ktbV8lzp6+Sc6yOcnqT+a2NV2UUFztMZVFwkesaXWVRo5iH6ev8AysLUXS7xfa6zx2qrF4bpT3COfJscXp+qz2Fu+0e1f1celsjwxO8fPvAkWGdly3bmJJJKASSSSASSSSASSSSAS6y4j057qYJNIlpfOH6OgBj6r0zsUmhorlK9c0rxSR+H9KxlktU1c1XUP4UUcevX7VuOym33StvtJDE26pGj3+73fnVou9G2pvtu2ctMV2mo95vD9iutmZKausPfqaLdhU8wrFf0jooodlracZlGxnjc+i0/ZXn/ALNrV4ns5kw0kBuA4xx+aHUBvOmEQi144O34JjxSBrkYtTY4CkXbkELkOeH6pkwxibs0jv8ANl2PezCBEO6w/lb1UmRm5iKNsY9E9Nv6uJp7nUgXUTUkdIwuDDxXJyYbjVSacvr4pE8hG5aMC6NQjHqfozYZdZ+HRdm4ZFm/FPixjiyrSAYNRauKcIlo6OpEYejJs+oXZmbgp0wydtC6PXLYZccMp+jhnKQRpMa3J+qHlyfKJIz7xyTWV9aWOSjwYk35YRnw4ceqbygOp24rTRBrN6r5V7erDFs/2i3QpBlimrXCropI/J+dfVX5F59267EPtdsz3mH/AOK20NcH54/oQ0Q6OC43fZSjuN1pZaap3TMQ/Wq8bbd6SiqJbfbu8VGeTx/MpvZdfZdptg46SabFfQ+DOx+YDWjo6cGY/F5wV9MVNaNniphrKmGggOtqcuYZUK/bR02zdBvbtT1Usev7iNaa2HRU9TLOM8kpyfS/RAvMAzwSd8lZ45J9e7/w1X0ni/a1W7PbU7JRbU0QuNZHP3XdLxp8r6d7WtkqWSwUlbadzC1DP3qoY+QNK+eHgauq5tzWwxbyTofKs/N/xvSVMkpVXSnR1JwSOzkPV2UVcyySSSUgkkkkAkkkkAenglnm3ULZd/Ra3ZvZKomnpirIH3cjeT6lTbHy08O0FKVVJu4NfMXyXvjQS00EMdJI0dDIHPIbfdrStdRdhafZtm2Lmoh4VWdZ7uT0Xo3ZZTs1qpqmJpGeMNEhmHiJluq7HHN9n7h3aQ90EgRrTNR/ZjYo4pN5Ue//AA1SHnnb5JHc7vs9YoyE3OpbUOOOHXpXdaeipAoqeBo4aflEW6Ly1ra9+7eoviS01sCM5vyr2iqZj6MoWqagZGliAcbv1duqRs4amfyrk7EE7G+Qf5OnA29F3J+DIkogOJxdmZpMp5u+PXCRaA46G/Vk7RkM5wylpw9GMHa51J596kcNPFCPL11R/mIhY0dVbBGqWbPBlyLpjCKbZQ8GBdEGeDLptyLjcDwiPh2wkqEXOHT2HUyUgYJEjwnposggMj6eiY7dVJlEB6ID9XRCDAZ26pSYf9U2LeMb6/5Jrvxd1ZGxx6D3nq6Nwx+qBrfi66xvo/FBsvPsRQDtLJtPaopKWuP40YH4c/8AGuSyaI37vjXniTLWTSeBI28xyLDWuge2UlZSxyyP3qY59ZqyhJp6STvu9aXw9HPye9Nq6TvAMW7fVvNSsLXSyvL8Xk0eVSoqSYY3F35ui0N45/SKivEFhi3PCh16JtB+dfPC+ne1namKxxRQXKz/AGlFv487/wAu7Xm3bVRWKjG3XWy0UMUNzp3cGjDlBZ3XR5Tl1x112XH6rCVuJJJKASSSSASSSSAPRybqqjk06tJM+PmvqPZyaK42akieGSOm3HPCYL5q2dt9XdbxBQ0XxpH4L6ot1LKNBTU2652jw+hbUZ3WdHSUvdIwjGOAPpFkSsgkNsx+xK2RSt1+CHlXax95N3bvOgz5lCVJsraaeC61F53Tx1FbyH/AtM5+iDVyRtu/PyAl8SMD1pwtFqqdiqWn1ezS6ZTA0ce7GTU2fVTZwFmYmfl/FQ2CF5DBidtTokHPhxd/k6azOztxyogmRSTQmJRCBcr/AFKTCTe5lnq3qE44qp36c6aw8eKbUzN3mdnb7xNc3ceC2ZniLasu66+l3wmNlxyusWHQDcFlKUNEmjQu5JO+7509DrNmMWTJBcDyni+MJSPryowzJIxNsuosoYfCkubIEmSLgqJGPLdEx+DcUeRscEKQHxxdCZB9E/DCLG6fu+VnSMdTMPomRs3iNrbn1gsBFthYG2mk2Zq6/u1eB6Mmt+IbsBz6L5r/AKQ9pjsHabDfpaJ6qkrQGTLco61bSHv1vqKNvJUcEGG+RyvJnw4zm7uHIsrsXttBfdnmr4bZJFFG275/3iuYd1LSZBtet8oZyffdnrXtXRVFBWu0gnyMaxl27J3fZKLZ1sTSxajink8wLXU9XLarqzU1BJJTznzn9K1M1ODwGUcr7z2ID4futhrqO83G2EGZKAieV34YwqVe8/0m7Q8xUl0pbS8Lxx/tlQ33i8GWF20GuuJOkoMkkkkAkkkkBuOxCPe9olAD+jEvqy3UsdO4aJOTSvlfsOfT2jW4/lqyvq15I6elzJJ51pCDav4W7j0NpVFTxyT7Q1DyR5jhh0gYLB9uu3U1kporVaa/9rqW/aPrhFajsWpauPs+pKu4vLJUz6yc3+j2IwNQ4M0TauZNYMt8mTtfFg9E8OJ4LypAKUHKPS7YYfmoQ40mzsOpkW6u88OjW7Br9qCOl3ZhZ/kiQdIOoebi7IIO7uwO2Gd+qmwi48xNlRat3Z3nEmFmP+Shb0ioHVWT8PenM2WwyeeO81D/AJ0xaahyFnw7E668b5Z9SczNpTCNnLGEB1hykzam0fJc1YS8r5QRzvgdC56sk/XKayCckZmPKGZAJ/inyOosmWLKssPmfld8KM4eC5OpISMY6CZCkbPL6I5AZmblh+K4HXn4LoY18E525+dssgS7GXIWv0WQ7XtlD2v2HqqGJs1sLd5pf41rDfS+ccESOUSHWLYfojVPnf8Ao33SITrdmqnzReMEcnz969hi7vFH8PALDX7YOtsXa7SbR2LdRW6v1d81+SH61tK595Du23dRGHQw9yr4iU2jcJK12CHeafe6td7htHDKqrBVDvC1xZYm9FZTbl6cpmZ244wjMCk7TbW1fsDeYt2Eh91JxEvVfEZM7E7fJ8L77khkrLeUEnPGUbhzL487UthK7ZC6kEo6oZtUgY46WU39rowiSSSwaEkkkgOj1T8ZQ26qRThrMR+bsyA9t/o57NQ93qdo6z691AvUbrNK0Mk1VL+xQcT0IOzFiht2ytqoqU3jGOBnkJ+hOsz2jbb02zMEtmah73VVUWID9o5W1YYvPbNaw7R+1ypniY2t0cu8OTHSIOi+jxaKhp46WKPRGAaQWV7IdmQ2V2UE5WBqutjaWolx0d+oLWTsJBnCn6tBMeTIs2U3JuGh+qYTkx6c5XTLhwzlADMgEef19ESDR6sg1jBIY5F9ak0pRNnehzN0R9BOQOOlnVddownhCPeaNEm8U2YTA8hGqys8Ss7vJHP5f9CgPVpG01U4596WH4IM56qucm/eI7vgRWgcZ3YsJunJ9E538TC7jmymQLNxTurpTPpbKCMnBAEIuKQPl1wvL+qQcqgw5ixn5qMMhm75ZHPmJ01nxnDKyDJ3AdS4BsXVdfUQvqTAHT1dPSdxp44TdXOiaMR51alwWbPFkEZOJHE0YPk26oDHOEwi8fI3VTvb/ND0ZM3/AAS0ajVLDUtIE0YlH9OFiNqbBtFRlHW7Ozbylj+JQn/+C3dSMnxHXIRy2t0RYlDb5Y+4xSv4bz9Q+lFbexVGl33jGqh3p5a+ss8UUke5PXr1q8tMsMXiVj6dC0+rWkbMIaXH/leebTwUG0e35bO1M8LPFQu7A8n1rVXygkr6Q3oLrUUlRM+QlH2rzDth2SMIn2iud9joKvGgKxt4BOP7tOvo3zveKdqW6VdMB7yOKYgEvnh1XohvkifOePX5pmFz6txJdZOZsqA63Vesdiewb3S5tdLrTu1AwZp8+8kuxPZS23eGrqK+CKZ4+MG8ZfQtLBDT08UMIszMHsBWhJaJhgCIuDMyyW0Wz9DtFfLfVHQU9WFIfOZLTQ128lkjeKTzaRRIY46aGTw9Gs/an8AmdIuOeZvRNc3w3KhBM0khPjDp8h6I9bvwRAVcmsCdh5jRKfXILseNSQ5lPOnBOmm7hJu/c/yRIcmDS/F8uuA3HnL9ESETcC3nH5IM0cuoX4JLw53cixnKeMcRnIZ+YAwyjatLMQPl1Kg5h1l69U9GN4zmVdVt/wDUGpDfJ0OMWatrHd/vzXJjEInLKJQJIOsVyPlZNY3wnN0yjQUhO+eCCLA7uik+UPA5RocYWEsu/BPPBjgUEmZn8yeGXbgiJBkgsz4Q2/BGN+TihAQvwH+aognyOfxQuIl+qkVAOXEEJ24ZduKNImNsY9EnxjguRx8MuikGkcv0TkgDdmZODiKaQORZbypeToo+EfJzcFHM3GXdsPBHBnYeHmTZcvzMPTqqiTx5h2xbYQbOXqzQW3dfadRP+0B/hrU00lHcBZ46jXIbe1ZntK2Ssj7URdoF3lzQ2+GPXAfu/drU7MvRztHNacbqqDvAaPRaEFtR9r0dFD9kxRyVEb+IBn5hVf2t209qezK4UVC7FUwx79g+enr/AOqvL5vHopIo95JUScgms7edjK6DZ25ls/dpo7hILyC0nkBseIk0fHxC4k4P6dUx3UmYXYzjJ8mxPl1FWKyVpszRwV18pKSpkcY5JMFhV2Fa7O0+q60rftHGcG8HzIwPqXZC3WqzWyMLcYjGEfMQdUtp+0GzWO0FXO+9kYdIw50kSNspZorRQxU8D50tk8+5Y7t+slofZc7wUW7qoD0QOz9VpWUNbsZtJFtXXtWW5qmKlCDWesOXeLWy88WhZPsbtstn7OrRSytJE8njSaw/eLWyhhIIDy8Hd8h8lKhfwgY3UeeLV1JkZg1RYzxZlOBGrH8ZzZmxhRhBnbOOqNhzMgTacHbg49HSARPpeMObqnzc7kTYb9Ud2bVl1HkfmdssyFwiFEwE+Sw5eiNGWkMIc0emTeG7ljo6e0ouHk4soD0V6mOWsqPu9FRpRjAFFg8S51ckn741JLC0xBsj8uWZKI8th13gwcU2PGXSBE2eibpfPFEduC5hm9UAGdmZ2wyJGz6W9F02y7Lp4YUBwx4dENgFn6LrSPjqkGS45VkRNw4MglqduAcE93ESxq4uk5uL6BfOUjBExHldMkkcy0+1KQPH4dETQOeDJ6HGZmH8EwWYiwjcNL5TMNpyoIOTl6Lo/LKaRanQikHXwfgyDMudJTVtHPR1cITwGGgxJsgTLzw9ibns5G57JXN6en6vQzn4f+g16HGbm+p+pp5xjIO7m6LSPZMnT3uKooopJWaCaPhMG8zz+uFbhVR3Gh3UR4OQXYh1+xYvbTZu5221VVRY7fT3NnPWMOeYFoOz9u87L0dTNF3aUwwYa9atL5l7QNlK62SVFQ1qelpaeV4d59awy+r+0W2QlBLDLLUyxOEn+5eVWTs5tNbTvviqmqwk548otRp28lbqvQ+znYWuveKhq37PlaTMcnuBbSzdnmz0Nf8AtdHL4fn1mtfUabbQSQ2KJopADk0LOKaXZXiqvOzWyEdfVQveKmLgZh4eqNU+y/fu1GjjrLjRvR2S3Txnu38TvUi2uy1dc57S9HWQSSTuHPKbK1tdLFZ6QIomNgP0ZXgT42k7uzPgGDhhcMujEepMkJnBnfPFc8OGPmPzeVZfQ7IIu7G7IbzOxE2lvwTtUmjLhlvRRw3hlrMNDI0EAk8mtm4unRj+PFNJ+OnL4T+AjwZGrxGqiONy06cIcfiMTaM4ZKRjlqOcMMnjuY96bseWboyQNnNtA5Hh6qO76z5eDP6J8kg7veMWfTShZ1TBhtDsoD0IZB7/AFgM3AKg2UsH1CoULf2hXi8b5KpNTGdxj8jrT6gVvLlAdm15Rh+DqymszO2UYDsPp4Jafmkz/iiO7OPRIGELaUAndn4cVIPpx6IUg5HIuj4A3D5Mnu2A49V1ssybKTsKYCkDVhyHUmTYZsPwRwk5eiBPzl80QABdoyZxBkcOI6vmoraO8t1xhSMPjAPwVEIwO+c4whS8vlZFHnHS/B2Skj4Nl0jQj5QzhCpt2dVg+DujGOlnHOUAITGbW6ZCVAMBYH5pPGJOxJ0r8Pmug2RQDHEn1h7HbC8/47N3Crt9xlqoqWSTNLVF5f4F6IzFh29EGrpKKspjpq2GOoiNuIm2WTqb517VdqrtZr61DQzRzwVUHhufPoJZ3tAtVytYUd1t9bWyu8QvUGx+Ql9EU+ytrCUxKip5YY/7u0oatCtSoqd4Ny9JC8ZhoMNC3Dw3s5vFwvdBG4d5qGpwAaueT2GtvsrZ47vd++Uk28oYz/3yKVNsPFBR1Nvo5YoqGskzPu+UhjWlstBQ2iga30ANFTQjpjBvRZhNhkbGFFrwkP4Xm+SmhFGI9eKUkXiBJH/NZ/ESjALnBrYPwwmHFkdLqwBxjj0aeCAbtxdujqVIbRYBmEuVlFlExkcpJ3kjf2KflhLg3BFKEGBzaNjykatjLXwboiSxlo4FwXaeEYQcENzkN9Ix8G9XTgQ4Tg0PB3d2Vb400mHfSGFZxgRNgmbggVLbnju3dvwRKoCi3AeHu0XDeVdmkp42DhJvP4EDee9Zm38ZZqKqTPF6g0c+JDz8HbKjOJDcpo+GCkN1JYNQN+DLSIQ7waPquMbYTDHh1QX1sePRASxb1Z0Rn4KLHr05fgnDI2OLoA8vEeqE+dPBLW+h3ZCYyPg/BIHnMAlpfi6Y76mdONosObNh1FOU2Z3ZPAKAnnrwTpA/6oUBynHqNtOE55TJsYSCG+9CoYJTFnU0OAdWUSRmOcZDxwR3Jjj3nAWZWR7SgMmSJPmNsZ9FGY3w+lxJ07WTjoJhZTJmSOz8R4obE7npPgnQC8IOJtn5OhmxPJnKoikxpwlH5fNhkKoeUHx1Z0KPeZfLcEy1O18ijk/PlM1vvNKTPl0QrRH4vy4woZk8c+TdsIpHgh0A+FGZt7MesHwqiQNOLZ1N6oAg+pyZsImBxo14x6OhyOWcAnAch171zYf1dSN6YtkOHzUOU5onYQbWZeiGFXG07QGbvP8AQosFhNIANk3dQ9VRrd9Phejp9RIOvB8NXp8ktPAW3vJ8lmC1gxMWnL+rIjzZbTwBnQ3DST54KLPDGcgnvnNw6imEmdmBtWcofITebCZvRPkxlk3PPjCNDh70DdmdmD5roTRa3Z+fCZvmGRxON3ZR699TeC7RvlJZ01Qe91x45kDeHHLo3ev94nybsC1l5U2fduIuPR1Ab+MZO/VORb45+qmeGMagARd9qeQvjmpXmBaag03+hDfV6p7fgmmxumHBfA5dNJ2J8P6JjFyMxei7+b0SkOkcmOHRdNywzN6rju7thlzX6OkHXfhpYuZN0MHF2ykGH/8A2unqzhn4IBjk5cWHSKQYfq+E9xy2DfHyTHDT1QHGbjw4p2PRuCY7GOG4LsfGTDp/QRvoDgmw7supPqT5xYBygRgLHr1IwFVe4G/6IUZMb4fk0MjzGJNrZv5qGMwjI/DU58FRO6HIHd/mnxDza/lwRWbA4bghRlrYox4ugGVAthuPBcZ2FumWRDE2hdzdsKIUwaxBj6oBpGZS53fKzozYkJs8GXZQ0hwfqo8vI4ZZ+KEyJJFFu8PqwgZxI2k88EWQnPHHDKKQ6D5XfinwsQdJiWkhIs8U0MbxvK+EGKNhN9Gcu/FlwCneqkF4WEGbzIJLw0sznnm9XZ0yQ2AsMOpEPOnwX0/ohkbhGzE7KMMo5gkcmkLS7finHBEbb1h4M3F0NtDiT9f5LkVRMMZRi2fwRoQtBQDgcp7SBwI9IP8A+qUx6eLycnrwQZHjmbMb8G+aNB76DJ8G+P0QCAXLlZP1MLZYuLJATuTlhJaVu4wiAPOq+q4S8/kJPoLlR1tK9TTSgYM/tQZd5JKchx8ntT+B6r9jXVqubQEJiZ6/MlJarrr4xwizfIlpY+ieHVGoZiO1V+X17nV/0TKm1V+4fQ0Ov/MwtIa4KomSeyXKR86KYTbq2tNCzXjeYOKn0emJFsxjMxZgDW//AEQpI5Iz8SIw/wCWU4bKDZroUjtIFKPy8RCqbFcJYSCQINHq4yLXH5Mszv8AjhMbU7erN+iQZiOx3AdHID58/MpEtorZJefRo+rUr8sC2SLDfN3S05TkM5LY69vJIBpS2itk545IFo8+mUkgzD2a7am4U3+9FjtNaxO5hBq/A1ock79F31+TqyZiqsdwljfQ0Wf40P7GuAQszwRkX8a1T8PVdb8HQGYkttxGEWCnjzjmLUolVaL6cx6KePGjlLUtkYYbqmNwUmxMtr2gjhPd0sch/wAa5DbboDZe2uJ+vOtpl89UkBke4XXRqeh/86jS2u7yTH/ZnJ7eeNbc84TGRoYuW03XHiUR/wCkkGKhuPw/s6q/3Atzn5uk6omGloriUen7OmDCD9n3Fw1fZ0xYW9dnf5pujKfRvPHprxJp3dqqg/0ptPSV8VOZPb6lyb26F6FJ8kPDqQx0VHVGz6KWceHuFRaiiuG5d2txkQv6eq3zcAb/APtc6tx9FIYGkp6mQNZ0VSB9NLCnzUVa7OIUUmp/V2W4YsnwQ5W5nfihcQ8/amqYzfXSSYf2sGVWVIzhK/8AZ1aDN6jDwXqPFcfW441vhAx5f+0FFoOjq8F67nCJDNLTDpGinNh+cbr0gvnlMfGW6IGMB9mv3eSqio91r84AC5QwPG8cUrVMcZh7wW+1N8lx3b5MoDbsPyTDb5ojvjohm6tBmhurLhLuXTXf5ph5P/SMt0F0pNi6GY6vRWbRQUsoU0hiJRnnV/6MoN1jrOyvtHpNn9jCqau13a0VNUVquNUcgRnD7t55/atv2i7EDtkFtD7fullG21ffIe5xx/HfySc/yQbZ2e09E94rp9pbtcb/AHGlkpTvFaQHNCBt7A8gpLYC/dpF9qeyW13682uHZ0r7WU42mSkuZA743mqWZtHkVfJtrf8AaHYTZoLROYXiLa+K2yapDalrfp8TQHhr0afsxo5OzuybJnfLgX2HUPUW+4OIb+Ev/wBLlX2ajddm6a3X3anaOtmp66O5wVbTDE8coBjkDRmN3/F3whDGbf7YbTVnZttrbr1brVTXXZu6UtLcHpJSYJAkPw5BWqvW1+0lrv22ljioba7WLZ4bnRybyQ9fK3nVNt12e3Oh2Aq9ltk7ZUXye/VsdVdrvXV47xtJRyeJn+a1W23ZxbNqbqVznu94tk9RQNb62O3VEYhUwM3wzQF/svcCveztpu80EUMtZQxzkIN6GCqdq79cLRtfshQhT0f2debgVBPI+81AejXyK22UtkOz+z9DYYKupqYqODcxnVfE0qj7SKC0357PYq6tvFJVtWjV0dbbqaTXDIH5/hggMPetuNvbkdqGnp7VQSw7anaKl4pC0VG78oq3q+0u8j2yS7FBbbRBTx1I07lUzyBPM/7yB/IrOn7L7PTW2Klhu17lOO9fbL1E5xmbzKVdOz+iu21VHtDdL5easaOs75DbjKPcjIgNe/XS/RZav7RdhLfXyW+q2kpqepp+QxKM30rVemE0oqcnyVPE7/NwVkyP/ahsDLPFSRbU0UklQegACM+b/wC2te+MNjo64YBlneGHLdH0YXBfWgPMbrd9o6DtY2qhtlqluElLYoJ6Ojes8EvEjDV+RVI9sV6i2ZuF9rdjqaKOmrxt0U7V/wCymfvMz3fkW3umxPf9sLzfXv1ZRyXSzfZjxxxx8gfvFnoeyM4LVFbIdv76NFSgA09I8EbwZ+Zhjn/4QEe1bc7R3XajY86y1tSRXakrZIo6KsjlimOMH0LmxW3V2pezPZS83qn+0ZbxdZLfPUPJ8DWR6Fa7M9lFFYLhsvVUV8lb7CKpdx3I+Nv/ADt+X/lDi7LKmn2LLZg9rqp6enuYXK1l3aP9kkCTXnGOb/hQYF57TZ7XT3WaXZOWsms99G0Txx1oeIZ/DPyKMfa3PTVdQFy2Du9vio7iFBcKjvoF3Y5Photw7LrtNFX422feV92iu05zW4OaYP4Ey/dmd2vEe0gR7Vwx/bN0iuR66HgEgf6uKslhdO0VrfbdpKqrsNU/9X70FqqgCdvvPJIt0Y56PjC842t7Lqy8zXgKTa+WiorzUxVtdB3MD3lSH3meHI/yXo7CelnlPeS7tt4f14ZSbFXC83yXtRr9joYJooGsB1kdRHHHrCfGd4sDado9o66xbDDQXy9zvtHd5opqmWId9AMD7vSvTJ9nrsfaRT7X0F3hg1W17fU08lPr1i7a+RZ3Z7s1utnodk4W2mhqWsF3mr8HSadQyexAXUu39oftB/qXWxVcdWckjQSmEemYwWofl6Lym3dll6pNsaG7xXS0HT0V4muLS91NqmZpPYZ9Hx816v0d8pAB+EieabJ8RJ1OrMLouN0TnZNSBji2Ux2w6e+WdcxlANdDd0R0xxQG2XHwiyD8kNh48VaAz/BNZs9UZwXNPBPQw/aNtyWxtztNv/qnd70V7N6al7pKH94f7vn+SyW2/ajWzbC942eKtsF+o7h3KspJooDkgKMfKW8PQu9vldU/1v7OKK0V0VJd5LyVRTSSRkYA+jRxUOt7E6mqugbYybRWm7bTFXy1dx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FGF4PAQ46sBdCOI7OJ4jHUOUOYTwDZlJmHTbYYFtWSCzITIi8guykXAsngFDUEyLiN8ENjchkYIZAAAAAAAAAAAAAAAAAAAAAAwZjI0UYCon7oihTp2bpPHO+X7IrEhLqJa3CdLOnQLQ/uhSU/+h2Tx6ZwhVxZGh1xw05LVkbg8+aeXVGSd40SuVZBCYqQiO284e75yMvxBeG8tLZJJGUqV4D8htN0OQ161a0pP9AsFm9oVoRL5tywZhE87GcShMhxtfI22tv1grrtEtqbZV0VG3pj29we8ad+NP3sW97PiSq+wyhlNe3vItsnG/vehweFf2zql3LdP+VD/fUdLG99pGgOh2fZ7u1i5Nm1MWy845Kittsv6/jQJHfcy0bYrxRqfE2N1NmFR5G+jTXPuon1+ETnSavDqEQpEZROK9yD4gPJuGyrcuiCcCswI8tk2zwr4DFPK3YN2bMNrlINCH3Y/fkrhyGi8SN4L0oWg/PARqUaO+ZGuOlRlztmZdAHBbVKioqKg2Fbk1mR6zFRrhJyZdc12pJ3qEL1b3Poz/OFlttU916mHTmWy3q1YQReQrzTbPVDqctqqG9UGzPRu23PvfxiLHa7FLaKK33wsNlIPfbhC/GJ6jSnNCCXxM/ZEZ2E7QqdHKJ3tDcljd7tHwiRmJcZSlNI4rR7Qo9xlzKemA7irM+BF0HireWnHHBB7T3y8l5yMVHsoI1Fx4BRKMeWQgThLIkh0jBp09BPsJLbbWXgEHdo/ZSm6aa1VqPFJioxm1OGRF68TshvB9QnUG0OFu1jYopa177TdlC+5E263EcPWcOQnWkxMFrdpK0KnF3F2UR6mP8A4SMW/aEv1yz4FQmNyZMSNIWj2loCabIoTj2J1uUh8tGjmioARHszjKu+5bjrcOdN+xaUvdx2zc8avbHtMbDbFNRnMpDfFzPI8sS3S6LTKXTkwIENuKyk8tk0WlA2dLW7rAeLatp0qgQERKXFbixm+OlJYIcNeG3qwaBKkQGzkViSyvSpEdHo/wBfoJFu5iU/adShxnXI8h1nQlaPZHC2HsmsaiU9pEyltVKYaMqdkI1alAIuY7StZmXLEbh2/FYpa3NG7NXN+uIc2wXMd37RKpXyaJlElfIj3JTyl/UJ57T142fQ7bcs23qbS/lNz98Gy0n7mT/jFVc5AYxxBkA1MBsAAAGAAMAAGSGBkugAAAADQhuQCLJ4IsmHvybJQbank6G1+17gDIA7CzKFSarUyYq0jukNxz98Z5SISxc+xGynURGbVvNZVCSjeMRZu7UTzfxoWgPQV3HowaJWJxa4dLmyW/iZYUohIqLHp9jVT5UvxTEiIy59zwmnSWuV/wAAlis7Y6FT7FZftlCKTvmsNUtoka21h6CAY+za+H9BptuchCkbzU4jTy+8eGmiuIlvRpcqPGcaPmJSx1VVnXXUz+WKzVX0k96Noil6OA92l7MobVPK7KrVmjoDZ5Wsz531/g0AuPTofZ3uKpUmNUjrdKZZfRvCM1q4J9/Qc/c+xqvUXeqhVWj1cm/G3Ekkp0vzR7l0XbdV5Lp9LgG/QbcjloQtZGlKC+NZ+8epZuyyzLjfmbi+H58xsvSbtJo5gEDSGHGFmhxKkqI8GRkEBNd02dJsaXGZvCIusW++jCJTR5cj/nEIjrLcVqe4iE447GI/RLX5p8gQyAYDGpjAwAAyXUAYBgbEABs0fpE/jIXstTmpdAX5d2j/ALAoijgsvxi9ljc1tUFfn3Zj9geXy/rG+CcUlxyHDZhvkLs9B2YPWA4aVzcQ0QZkHKC5cjUDlswu2YbtBVC8HgaDkjG6fnCbZ5CnUBuMjBdBkAAAAAAAAAAAAAAAAAAAAABNQ3GquoCon7oX4bRz8bwrBvmmpv8ABrQLUfuhCG1vWLvfB3t7P9AVXnw2mz3u98D/APsxtuEZzjrsMtyTfIYby22kPq0+BJay/IPXTGI21fg0jza02kpKd0fo0ktChcZq6vZFjt/aWpThl6w1qx+cOoqFPN2a8TicEo/Rn7gl2eIhQdi9tNkkkfcOvH5R6FxTHd+aG0lqV0+YREC9o+MhiJTaiTJqQ076aVq8P5RDd0XtXKJdUer2vVXoupviW84LFidpzTMyz6ycuJ6VqK4ZI+NwU8qE92Xo7w+2WtHKRNcUALT7Du0HDrUn5JvRTUKZ7Ek+DavxibivChS94VNrEGpO6NW7Ze3goHTbCr1Soh3GylDNPL74+JG7MVMahV2XVH5Rtu+obbyAkbbQ/Unld83LbXI4hG7HMWTSXptCRMlyHDdcRwN1W7WOxvWqoeI+8xN5uF+Ma0CM1XIESY8hqQ0hH3o92YLGKFDS603vHI0eQjl1rHbUzBNbtxxta/iHhKiNE6ZbptpHsBa1Yk+I0bc+Tv1uL5F6PvYDqpK1nH5CIzGaYa22ufxGBKDaThRHpMLstJMiUg8gh+h5ZKQevoHseRrWZqdHloLUg+HMMoPu7qVr6AOojObxGo+oy8jKdWQ2YxgtJh0pPo+oBNJcMjRaMc5HxG6OBHka595isGjpGaQ004MeisiNJjzZB4VwEdJXi7SKtOpFkViqwGd/LiR96hHxcRF8nbjalW2S1itMyPk2vts7piGs+bfr6uIE1ONsvRXYstpK2nkaFJPjyCgm2i1fsO2h1OiNGZxm1byP9RYI5GXIelSFyJDinHVr1KUo8mZhuAuoAWAAAAgAAAAMYGRgwAMjUbBADJF7w6o9Ol1aotU+C0bsl5WlCC6mYsl9iNlbHLNYrVyRSrlwPpzFSfqyX9ABCrNGn0Sl0+sopEwnVLVzut8o8+LSKzU1qMkkv0mnU7wIdXMuPaFtQqL7bksu7NlvV6S0sRk+7PQhxdQrVRJs4S5Osic1a2jxka0PotPkwIqJjrsVEdfjSt7Vn83H9odXBczE+JT00+OdPdgo0IJC85+pwHHqUZn1Ma9Rn3HoynzW5vJ61PO+WTyGu8M3t43yGFo8CQ8klNkZEaFLIzL4B2+xCykXjd5RZpGUKO2bzxY8eOifygN9lNjO3gmpVKe+pqkUqPvV5z6Q/wAGgPI0k6vFnTY7RswKbG1xYpn6Fhf/APY4LIVa310LZSdt2swwh1Z7tlMjqveCK4myGe9XYlAhzNNOhEiRJffRySXvbIUcXUKvV7joNPpdVkNRGVHvFLbThUj5jT7h01g16yLVkS4M4ziSzcSw45o8aRMb9qU15OjuTLZtlu4jjbfpECP712AMzmnqjHqrpz1p1LLd6t84N+w7m2KhYFw0SXRafLTWYBK9I04eW0fnCv23nZ4dq1w51KpMtqhOITu3CXrQhQ8OmzLx2bTu4PGdNanGlTjMhvUlac9RNlm3QVztztn97SY0yHWCL5PqkY+Q/cj645iqgTHXbUbMqVhXZJoNSIlLQeppxPRaPJQ5ESgAAAyMkY2yNAAFE+IhejZ6tR2jb/D/ADFgUXT1IXp2bqI7Qt48f5iwPL5f6duCc0YMg4ZCBYPoFWckfEdnE7JRYIg4bXy4DdoizxCpEeeAuh614Qo2XEIsq4BZA1ocIMKo6hFnioOSIhQAAAAAAAAAAAAAAAAAAAAAAAADBjIwYCpX7oonTR7NcLiZT3P2SFWFvOcGkNE4aE68C1n7oYnVSrNLHDvzuf1BVZgmUvKf1KJak6DwNmic96Um/SttaNa+QeTLI1Ptx2PTNSlETY9Np9yQ53JpbaY2vKs+3+MdhshtmJcu1+jUOEX3LGkFLkaPoCi8FpRfkqxaVA9W5FgJbX+oOIr9XM5+IrW8cQJGn7xttS0NEfDAiy56hFp6pMpplzPi5BAyq/3ay8y9G0qSjx+yoQha1jw5l/Oz6x9zJYfc3LCGOBib4cpqXBaeN7UUhHTySOWgPMxq93Cc1ombzk+kA9DamTUfZBcDFPjoJPdup8Oghbs6MNrOoVN1wySzpbZ+cxMu1JSmtmlwMzmT3Hdl4NPzCv8AsZrjjKHKM3Hwa30qI/mAS9T7iNuQ6VSQcppx/CEbsd5SIpNMNnE3TTejwaBzLslMGI1kkoR1TwHUxpcZxkt23rQ8LhCU2kuz6rGnuS8RmPvOjxLHvuRXHHicW5yIBCcjuEpv4A9ab0OLWIrbdpUgkLLCfIaNtrQvTjV7sBVLanV5SroHKGlkZGjr5jH2hWIjS3qWWFhZ5DfDfYWRhNWUkNUHrP5gkHoQ1aU/1B6S1KxnqPNi6zXzHw8g+bX7y4jYWWkNHXGyDlaxHu0y86XbL8enyqhHjzJX73QoB2bsjeejbWGrvwDyLHmlU4PeyfKU2vwrbMdBJZNDfFLmQDRJGhHEVn7ZVpGUmnXkxxJ1vusn6HwCyaycNI8PaDQWLpsKt0R8iPfQ1qbX8DiOdAD53gGzidDq0H1SoyGoKAAAAAAAAAAACAB9QD17PpLlwXTS6I0omznS24+s+idSiLICdOzFYsdMR69Kz6JhBZbcP2E/GONut+rbYdrqoMSQruRuLRE+BiK37QlTbucOzrXo9nUqc83T1y0suuN/fG2/WDlrbakUHYrde0Wnxdy/V3e4RTx6iN6vILqPL5uNmnwF2VaxmzTEHplPkWFy1F8XzD39httUWqPulXKT3ner3eZCNCUJ+gPNtfZpX59vQLmpshtTsl/dttGXOk/iE8QaPQ6EmHBemuy5rZazaJfjWLUR9TtiFLkV55Dz8soZnvG329Gj+LHZyNhFnP0TueXIrzTee8Ic1qHRlCuR6d6V6NFiGj0bCEekT+eOooNKaiscTkSHF+PWDCOEbOqFGsr7HphFLVBbccjurLnNSx3FBtVMGj082GGYDu7TvDYb4mOidp8dZ53aNA9FhCTQR4EbedXqFDrbLTcg3CNhWpGhYdJgNJhlHJvxJ05D0ABmmMhuRrJPhTgLcNJl7uIWTzZyQ0WjBgI/2u7OaZflCdQSENVVhvEN5R8Efk8xVG57Fr9ssNPE+vesHrfQWS3KkC9bnrRwN3UgpFfNmWTJQak24haVkGCm1x3LMr0OIiqZkSo5aO8rVlSkeSRzp9R3u2OwJVg11qE9IbkNPp1srR00+Q4PADUAADAAAAAULqLx7NCWVnWw0lXL3FgUbF5NlSUFYdsrUrm7kwPJ5n6b4J5bTpWHKMBuXHiF2T4DswcoTxDposBq3nAcNmZihwQWbCBBdsWUKl6zUMSZaY2nUlatXwoGyAun5xqDYuJDIACgAAAAAAAAAAAAAAAAAAAAAAACqX7odpTb1puGfSc7j9QhVaOhSWEHy6TTq4i1f7oUya7ZtRWOBVBwv6BCrMFk9+aVZMkowNwM3n246d5uW0qJOSL4/wAQs72OrPNPyltBkFjvsfcR2z9hsR32d9nTF+7Q3Dqkd2XR6Y3lz4FviXtt15XZsijxHLfoNOdtpwtDjZF6lQok2bUNwZEuRlJiLrvqJKnI7q1lpHKscNbG3+k3I/3Spwygu6NWvXyjxJFzyzuaebJ72LI9Qj72EHbk3vX+EtzkRyMl7IfU2jNPXA1Ustm7o5Nfsjl7crhOmgz7s2/4DHbWj6ec460bZt+xoWIEdqMWNJ2c1k5zvdzVGWKZ0WfIp63O7yjZJwyQZl5i/NYpMOr0R+nTG9bLydDhCju1Cg/Y1fNSpbJbppuR6Nv6IDuaDdbcioRGGTqJxd3uHH33BLVh1OYcBwnWt73dbiEL/gxXOxq78mSHUvwt76PW39YTnsVmVGXBld8dbIpC+RSeUbSJboqVE2g0uodz7h73PyIQseLREoS2jUSPzB7iOZGoYbKNtnqwg8B4w2pKT1n+IIxTwZcuSDzqRnjgQMmrmtPUbNKTq4mQJDzejgWTDRZttKJbhmSz6APUZPHP5By26Rlx6jz2XFacGXKN0LI3NOQD5ahDPaR2TTL+gRqpQXW26xD5N2tzTvWxL61Aa9GfKApbb9j7cqEmRTaMdTpzLJGbu7kaUrHDw9od90uopkJumrIebP25KlC/tTbWZOe4/GIp+0JY9du5+rVBl4mHSMzjtL0J1Bg8zYftqYvKMVIr0kolda9WfhRK/wCMdjtyvWNY9hvyTwdSlpWxAIj++L6uCq+0edZ9tbRJpWNTHkswHN3Hccka+ZH3wcPctz125Jneq3UX5rheHeKzp/EA8hajW4pSupnkxgABVAAAEAAAAAAAAQDv9gGn7a1DdWZJajyN8pfw6Un/AHjgOIk3s90M69fa6Zk223Ke+bjjfzAJT7T0J2u3VZVvMlkp28M937luI9J+oJbuSj0RFhooJf8AspmOhhuPuvWH7xyL5F9uejRzguvsxKM5HjubvXoUJOJptyE3vWvSFzc4rDjYtDTBQy6knCJpvg2jlSGDERhmoOPtxCOS/wCNxz2B620S5aTb9Pd+VqvHjm+w4tttRcyxHlmXHKuZhch2lusQnPVLeXp1fzDeGpTpsxEw0E2WtKS6j2G29OPnHO0JMhGlDLJNpT1HUNNyFkhak4IYoWbRkuIWTypGjZH7Y388FxEQo3zFwGFoT7YwjqMnxVxB0bEeC4e8au4PJjKSLXjIwZl0+cA10Y9sc5ekvuiostplqTuH2y0L9j6Y6d3gfhHPXRFjzociM+9ujeRpJz3CiMe1xS2T2YRKgZelYqDaEHj40OCowsx2gmLipOxenUqt1V2rL+WeEj4kbte7FZzEGoAAGAAAAAo2Lv7K1bvZ9ahnzEUJngKQNi7Gy1W7sK2WC5jKEjnHm8mdN8FgUY1ByjgQa+QXZPVwyOjB2woiDtoyUfANGSIjDiN4jAOk8DwHDeCDQtRqyQdNEZ9RYFkKLOAunjwCKEFnOQojVnJDcCgyAAoAAAAAAAAAAAAAAAAAAAABgZAAq3+6FGlNmWy4pWk0z3MfPyCrlOiVydEb7rRqi4h5GhDq2cpP58i+u3KxaZfVRtmNVj1Q4Etb62/j5P8A5B3UaPDfpvyVFZairQ1oaUhPgGhzvZzsdnZ5stjk9luXKb38vX8YVrkimVuOunVOOclhatD6Voy2ZCKtrm1PaHYe5ps6hNS6O1wXUW1+MeZau2yk1KbGpzUJxybIRrM9AyI/24bEGqE09XrMPvlONz0kMuZbH1BFdGuORA3cdTpkol9D9gXZjqQ4nvcMyUTvrC9kRZtR2HRrpTIq9rm3Bqpll6G59+P6I6CBaFcj7cvDpm03lwlo+PWLAbK5DdPgxYrTxtOnzrW57QrNV6VVLarqYdXguwnmVYdQ6WPykLWbLodLqVvxagUwpx7v1vwAJKicS1r45FZO1pbD7NzxbrjxzOI63uZGC8C0Cy9P9G2PD2lUZqv21Lp+GjNTSjbDtFEW3VE+l1s9Jo6CW9mNyEiobl6bvN5H9XvBEc6M7GkuRHODjasGHlJfeg1Iny+o5r9gb9lXJsWY25Djutm5oX8fsjt4k1bjWvJfVFa7LvNr5Ocj5l72Nztt/H+eJqpkxTlLjOpUha1+zq6DmupAhJLSa9XkN3HyIjIuPAMoktO5NJ4L3BvPe0HqJZEjzBGJc3u5IbcwThq8QWQ4T2nUolDj6nUZK6imOnS42Z8FDqaLHd1YUad5jKSAL1WfEo8dcmc8lDBFnUXERtH242NMrpQY9UWk0njW+ndoMSbVI0eSndqabcR5oWIsuLZBs9uqoG7KiOU+UvouCvTq/MFEpUmbHqcUpsKW280svva9eR6bZmSDzkVoe2I7SrOM6hs7u5cnz7uhW4X/AP5jk/t+bWbWqPybckdt1bR4cYqELS5+kQW9mK+5jHNbQLjK07AuC4FFg48ZaWPruciP6xzeyTa7QtoMVxhw2KZV2/WRzcwTn8WI+7Y97wPkKHY0B/VLckHLmmR+Bv722LiKtyXlOvKcPqozMwmauACBwFUZGAAEUAAAQAxkZPoNARuAYSMgAT52OKa85dNWrGoksQ4RtOZ/hOAgMuotf2U6K2rZVVZ+s0SZs8mV4+BAFd9Zr0I75rEQye+UG221kZt+NP0B2EbXnnDKAw4w+2ZESzxzuaOYPTcc3Z+AaYR/tXO2pqVNVEoyqm0X3KtXPocEM0G+Ut11pFTnzXKcyflF8avwYme5odt23Fn16oyIy5DpLdQ04fMtf0RwOzW4qldMqfOXFZVATpNCFpLCFfOK0lS36wiVDQ5EhS1IW3rSa29OfmHRlJkGTf3PoHMWnUHZEOORONrwtaFkOpQtKvMZxks2kzLWZhRC/SFxGutsi0huUlBSCQQWtyPULCeICVqyWAmS9WMBQuCckQhjBrG2rKQm5wIYJXKAy4seRcMBudTX2y6rRwHqGrlGjx+jBcQL2nyfPZBTmHiM3YtQb9I34fVrFVRenbWw0eyC49zCKRiPyI0Y3fP4/wAoosBjQAzgYGEAAAAbi6myZaXdnlsqx0jI/bFLOJ+QunscSX2vLaT592R/WPP5XTt8awSVEo8EYdMIIk5zxDOO3hWTDpsz1Y8htxOWs+8PEESSLiGraMhy2ZdBQ5QovILNKPVxDVkucO0kRHkakCyTMj6hy0fAINmky6BVB4MaCoBghkAAAAAAAAAAAAAAAAAAAAAAAMGA5i8ZTcZ+ntudXlrSkeV3Zxt7vDbg9m8WSWUR7RndOdfhHmfegHkX5alOvG1ZlGnIbN11HItXsmKs29syqNh1GoRKwWstBojyEeQuA0PDvKgRq9RThra5vYMBB2yOOqiQzp55ntm44tby3BKEdp30comvAOJtZiZS5R0eZCbacbc5HPjbEjUt1xvd73kb8IDwr7se29pdHOn1yMSH2C9BIbLmSK7qtG7til5NOvE/Mtwz4SG+dAuEy216xtsh6MmnQ6lA7pMiE60sudC0DYh+3Ks1VCbdaktvIWjVyDomyJwjI2vRrHNXLswm2/LdrNmvm2Wf3ov1eB7NHqByWCZfLDraOf8AjAFRe0fZjNt345JiqJEScnepb80K8yEX51O8hmLb9qi3na1ajUqHFS7Liq3qll4kI9xio3Fl4ye5TINae3Tq1JgGtMZbiW1+zrEnbN77mwqmsqqbpxHHEIbbQ4IYfcWZIMg7gzHWTa4+YqL2QKi09HbNo/RnzJG9SmrdZ3bYqHS78rlKorjMKrPb3ea294Y6mnbaamSWmpjeW9fOsRVlaRGbNpBm34R0kRGhHAcNs0rhXLRmKm0+WhSPUjvWD0o4ghJ89P5wifa3Vo9oLi1eQUs4zi+dbHsCVnsq/IGVUpcSq0yRTpzba476DSrV5AqOKTtqoNNhxp1ZkvIhSF6UOtp1flwO2qcCztptutG73GuwjLWhxpwiU2IAvbYdXqWy/Dok1qpU4/SR477nqQ72PbMrlsqad2V2vHR4MD0kxpCvG37iF6R3j2yDZps5Q9fbi5aY0EtaWn3N4k1+4VDu6uSLhuWfWJGdcp5TmnOSLI7vb1tbqG0aqnHjmqJQ4x4jxy4bz6a/nEV8QRsYwDqYFlghAAAAFgAAAABgAAQEQAABWRdbsuMkWwmBguK5761ipdn2ZcV2NzV0KnuykwGt9IUkuCEi0vZLr1DmWAq2Ic51ypxTW9IacRp5V/gwRLBnguAQmd4ciPobb59IdrbxwHJbX7r+wnZ7UKs0bbklRbiKj3OLAR5fNv2BXam1U7prTUTuvI6S5Pj/ANWHtnXHsoTUm6FRa6yx+Ay2tCF/nio8+XInS3ZcpSlvuqNS1H5mG6TURkZGZe4yFK+gfyO1EdJ5kkNpf6L1eMOKOZGbjZO5x7IobKuC4Dix4r1XqW4Y4sIN9RaR3OyPalW6Fd7D1UnOzIUk90+h1zgn6YgtJ9kLpbR/saXo0Kg94R78jR+qtfbAbom99P3Pf6BG0ioMyu0nR6hAfMyeh8+78A9Db2mu2pc8TaBSGDeabh7iYfwCsJnayjr4A4QovZMUykber6UpTbNRaJCuOVt+XwBnUdtN9zJbDzDyYymfZaaP9AmukXTeWhRIyZI/KNiJKmz8xTeu7XL/AK1Giaom5civ7/vDDKiFjdj94T7ss+PUqjDXHd8GpPgcx98MB3CcEBw1EwekGMoyDjpwA43a1PTS9kVyzH29ZOxCaL66xQ8XV7UitzsPmoNzRvZjCMZ6nxFKeOcCgMhoNzMan1GajAAAGQqjofHyFzdjSVns+tterpGR/WYpinof4hc3Y4Zls9ttBH/m6P2x5vL6dvjWMawaeAWbSYat8F8DDhBq48R1cTxg8EF2sGeQ1Y8PEOWkYLqAdI4mWA5QXkGDWoniyfAPEr5xvhcDlrgYcN4UG6OgVj+ZGYoVIhkAAAAAAAAAAAAAAAAAAAAAAAMGMgAc3eThpKI1q8bg8lpw/V7xA9q7fVRM+HfjyzJPspwAELIyMyG7ZZwSj4BIiJouHn0G7TitGpxGDyA5686IzMT3pgvSteEx5lJZXoSbqsu9DId0pDa2zI8YMctckd6JLafgI1fGRAPaiNoU2jBD2GkoSWDIeHSZSHYyFJLiPZ14TqMgAaGzI0L4jma/bTMrMphzuznxEOm+cZ144DZKiSrwkqaVEnJNtJo05MhSTa3bL9uXhMaOO8Ud0/udxZcFj6PV2kxKkxvX0lq1Y4CI9sNgMXTbKqbU0k0pJG5GcbLiagNUOfzw+AGd4PVuGnVSnKVGnQXmXCdNsjcb05HkcUAuldZGnGQb4zTu/INiMyVpyNyMk8PMDVh+zBd9Ep5u0pUjcynObeOmLMxJLZl6xB5HzjiSDju6krNs8keohaHZRteh1uqppk1RRiaiJJD77mnW4BqwTvFPAwgouPMG0Sal5tOgyWR+1kOXFYLPUE0sREfjayK6dsm7+7x6dY0BRk04Xe5uP6DYsZCXoU3n2jFHu0/PKobbK+tPgYe3BfmgIzAMeYyCgAAAgAAAKyMDJDAAAAAAGQGAugCTbYuet27sWqkei1B6GqXVUIkLaVg1I0cC/EOTsC4axbl1Q6lR5TrMknk+D2smHVpSZT1Lq1vNNb3vrbbiEfSQGNqPPUmox6+hknO5SkZSZgj6ErUa0tLPqpOo/wAYgvtV3NbfybDtSbOdOWUhL8ju7fgT7hNsCc1NYjyGfA4yh9tH1yFJdu0CultMrj9WM1uG7vs/Q9gB49z3TAkUsqTQ6HEp8Ql87vifeL6Zhzs7ua3Lc3y6tZzFdd+9rff8H5gZVOxqzCoMKsk33liX4NwWoc73OQStDjDpH9UwHW7W70h3pVIkqBSEUuNFYJlLKehYHFl14D3maVUV0Vx5dKNMYl61SFcg8RtK3HCbbQalGeCIgWLTdlSKxVra+V5yd/Mgy9y04vjoRgSvtbp8mqbOq1TYKd7IkxF6EjkezQxTImzKOxBXrfW8rvXzLLAlJ1GvkFR85JbT0V9ceSyptxBmSkqLBkYl/sx3TTaZXnqXX5NLap7qNaHJqC5F/W8h1faMsGXcNyt1SgxnXJW79JHIvGn6AhShWRX6rXPkQ4yIcvPgkFpEF536jSDoRvoVEm01xvi5FSS0EkefakO23c1Cg92cb9gmXPRo/MEabPNjt2WxD5b77qy6XpIURGtKxKNsW7HocPu8c0G57a0p0ahge8Xg6gzkCE+jCZLNADnNpVlUu+qVDp9VekJjRXt6e5X4hAm3XYxRbftH7JbNkuSWIy93OaU4SzbL4xZSY0cqJKaSe7NxhxJKFYNnEWoU6wtrMOSpSmG4mheT9rWOmCCBqfUbDU+olGADOAYGBunGMGLp7FEKVs0tgz6bk/8AeClZC6OxPelsxtnPTcn/ALwcPK6dOCwrZcchdoyMN2zMKtEZHkbcz5njgg5IumA1YXy5DhleobwOUF5hVvrkwikzJWBuSzJzTgA9bVwCzZcckGzCk5Mg6aVgugoWAAAAAAAAAAAAAAAAAAAAAAAAAAYMB4l2bsojG8+MeOwfpM+yPUvI21wGG3Ea9ax57CCJrR5gE3kajbxnkA4fKeQObxnCs6kmETX1JR8TALk6lCNODGhaXeXTxCCzyjgYIzxt5JeDWA8n01Iq7bvrITnj+iOpYNuRhxJ8h9B581onU+kbHi0ee7Tqw1SXEmpt71Cs4AdgrkPA1zzZAo9ShjzHVhuPLq1PalMbxxv0g9FCgLUJorZt52ZO3bBRGYWzGnNc6Hl+2Kb1ylzaPUXYU9lbTjS9CiUWDyPp3cdLjymFnu+bHAxTztVRYUY4zD1PMqh40SMeNIjpivBjUbdTExU3YxKPYHUdpE9x2K80ZLjxlF42fwgEQ2REZATnPAzIyGdPHAVNk0p1AJUs/bVWqHbcejHHN8o58j29wr+oWG2VbTqbesBa0Nky+2WhaHHBR8OqZUp1Mf38CU7GdL2m1YMBf+/7vp9jWs/WanJT3g2llFazzvKFAa1MfqtVk1GSvW9IdW4s/eFq3XqvWn0PVWoSZqm/Bvl6sDzgO2AAAAAAACgAAECAABkADBg8xkwGDAAB9ADukznKfUmJrWScZWSi4jqZKWqqzUnoZG01KqTOhBexrHFCSrPe3+yysQmEuHNh1KLLaJBc5pBF1KPDaplJgxD6x4yGf9mOC2o2PAu5pCJpLJRq6oISBAdkyadClTW9267FbUpPuXoA5owWsaYVypz1MsBje12YbbMFxTEZnd694PSq22+2CjRUsW0pxUpvg4aG+Qe5tlZs35VpTlwyCbNo1PMpJfjP8Q4KsXXaVRgyZ1WokctyS2qe6y1o1jqIx2m3ZWriqLaag6SWI/73aaLQlCR5tspm0yMdb7hviPkjrX8Q8OY6px5S1GajMzPiJHstNbquy+tNwoDSmIElD5yVl6kc+bawPZnh1KHYRnUmd0ch9ySj+LWJWaPI5zZu53myaZJ9HzsNlyDptGgYHlV+nOuQZD0Qm+/N86FhlSH4M9ps6rTGW6vo5z3Y9knWnckTpOaPHgIuwm3HkOlyLQAck2223ob8A0B/rAFwMAsZ+jIeHdtx0i2Y0aVV5BMJlP7hOE+2PaWepvgI47QlMfqlkxYsWNvnm6iytJ+7qMDtlL0suLI8kjiXziE9rk5igbEprxQmYcy4pJocbb++IL74JmQTSaepUnkaQzzrPy4CnO3i+kXlc5twct0mB6KI35fWHSCODGvmNj6DAlGSIZwMEM5GIDhgXV2Mod+1nbHDhuT/AN4KVFwMXZ2KOGezC2DPyZP/AHg4eV06cE+pMhvgwgWSVkOG16uA6RzLJ4p0h3GLQkNGy4hyheCwNBy2Wo8hw2R5wGsdREoO2zy4KFG8EvBh02WlWSDZbeXCMg41aSIgDnVgbYzxCZYVxG5H5AM4AAAAAAAAAAAAAAYAZLxdRjzMJobInD5jCieADIADBgOA2w3NBtaLRpU9BmzKqCImr4df/wBA9SZGsjI+B9BGPboa07C3pJPG27GqDLjePiDvs83mm99mkCqOv/d8VsmJX10DYkOSvnNOeUNUoSZmagrI0qbLQfMMt8SIjIYDZLZGybe8yRAQhGeJjZpCCZPTxPI1UfHp0AbOrLWlouKQjLZS4glkjnR4RshJG5qMxstwyMgCtDlOST3Un98IHqDmJ3eok9qoxPGjxoHSsSm5zKJDfhV1HSsMmNOKjwYUwMHg+gyETwtzQfQUR7YF9lX9or1EgOl8nUv7ny37avbFtdv15lYWzSq1o1EUtbe4ge/WvqPm1JkOyZLkl9ZuOuL1qUZ8TMa7bKUx4odRjyzbS6lpwlmhRZJRF7xf2+azFvXss1qr0QijsSaSlZskXq9HiSKDQMHuyPp9MXO7JkiHc2wau2Xvt7IbTKZIv4NafRiCkgUSZkXEOq5S5NJq8qnTEG3IjvKbcQfkZBovgQBIAyQwYuKwMjJFwGq+oYMkMH4ge4Z8xBgHmAgK6gAAAAgAAANAAAAAAAAgEpdmGRHZ2zUJif6iU4pgyPp4OURbniO82DRHJ+122o7fRE5Dyz+ijmP+oEXvMiI3CLoXAgyqBtswHTwg3CQvQFqdOiVJkpsJ9D0dXq1JMI1Vht1CEKVhIMK5XJs9aqUSpXxVHXmTWlaiZV0Z95Dnrcs5BWBKlVNLLCVqJxLqj+9+yYl3tCVhmFZLNNYL0dQlttP/AEWxEG2puFBs+msQJRtcE7yPnxjpw+m4iSl/J5XA0VUNzuBOlvzb8WjzwLGStqmyeh7NaralqUye8081ujQ81o7wa/aUKwZ4jI5i9myCqw37IpBQzJuMTLehvI71tC1t50Cm/Zkn1+Rep0uBIUcYo617g/AJVqVl7YplXh1Z+8mmk77eNxo7q0pQj6gLjoLeqb9F24XFbT5n3aqMtzom8/2glBvRuhEO3ynVClSbfv6EeZtNmIalH8bCxKdJmFMgsSy471GogQootAEg1a+IM44AN/vXjHjTWnJR7t1zLaF+yPROQ2txbbfjR6weXJqMWmUibV6k4SI8Zta3v7AESdqm9vke2WrOgP4mTeeSZdUs+RflFUzMdJtDuWXeF3z6/KMzVIcMkIzkm0ewkvyDmAoAAAMDORgAAChcTSLn7FVoXs2tlBn7B/timTZlksi5WxBgnNmltOEfsH+2PP5X07cFhknjqFWveG6OPUOWzIiHo+nEux14hyksmGzZGHLRiaFUJPUQfN4JJe8M2jDtjiQaHTaskNlEE2knkOCIjLiKNkEaOoWSfmNCMljYiAbAIxgZAABgZAAAAAAAAAYwMgAABgwGNTMBFvaaojVxbMn6M60tZSn0I1J+98fF+QVP7HVy/YrtHftKcf3PV1Gnj7DqD4C7O0glfIDaUlk+8I1D54bc2n7Q22SZUJO5Jp5MiPj9I6QfQc29G8xxDWK4vdHvPGGGz252brsmlXFEMjROjpcV9BZeMekaxB5smQ82paGiPgGUCXNVJUbiTNPmPcWhLhcElkIJZJtR4LgYDYsKTq6GQaSHXFEXL0MOnEFoznAamajP5gDs1EgveGlIe+SZ7hGfo5HOhAUJXvDGsR+8ekbc0Po8KgHYtn6FK/jCLhkltxwzwSOI562KnKckd0qJxvByZDu53XTJyG10kI0fVFYVE7cNzyKvc1EhM5+TGoWtvHgWvXzitJ9Rcftg2eyzshptQYLKqRM3Zn9FYpwI6HUNKlLQnyIWR7E9cTTdoFRobitPykzqT9dHkK70lJGS0n4k8R22yetKoe1ig1BCtP3cSlfUX5ALW7YNldlXTIP5X7vSag/I9HLS4hDj/wCkV6v7s43lbhHJpJfLMI+LZtcVn+YLXbY7Gt2+4senVhb6DbTvWnWnNC0KEYns72u2ybX2D7QvlKGlHJGqiunzAKeVSnzKbKVFmxJEd9HjQ62aTSfuDEWjuLadWaNVjgbatmMCoeiwh9ljdr0/XIeJKsvYjfsTf2TdJ25WHOCKdVD3bGfmWKK8mrKSICk5UQ6baDZddsirnTa1ESlaiy262Wpp5PxIX5jlw0jIwDyGpmINi6DKvIBeEAIwAAAAAAAaAAAAAAABAPYtCvVC17jh16luJRLiL1tmZZLI8cZAq/OyCsxK/sxpFWiMNx1PG53hpPgSrPN/YOgmvracSpLe8QIW7G8xT2z+sU8yViPUSU2Z+H0iP+ATTVjxAd+ZvxCxzQ7tpQ1UZ0JEqYTVOaJx55nR4jFarpqL9cqEVhDpum16FORM1/1il3DREU2EycuovzDZcQTnqUfTEP2e5FgXG7UpcUpUSGa1Gz8Q7ch6lD2W3HVIKphIZbbQrRzGJj2fbHrWOOSqsx3p1pBbz0nIsbUvajZpRqcUx3ubLkfW42XNoUOks6/LGqhnCh11pneOejYc5BxbabMo1Kp+3G8odIgMxYbMNhBbsuGoTB4xw1kUCJR7juGrIe4T30cXFFp8PmO0gPRJO8KLLhyPqSEOCDzripseuUaXSZHgdTkhpaJ9zocWnvcXWU6THoyEaeJpz+IcwVQOJdUiA76TXzoF1h1C+CxqlznCEZxzea/YA05oPRo5xHSEqlJjxja3z7bO8XoLUrOpYiPtUXB8lWAVCJRNTam7xbL8Agcd2qL2e+y6n0SjyHmvkf00hwj+/rEHV2t1WuTDmVefJmyD6uPL1GNMvP8AIan1BkYGbVAAAGAAAAAogsngXM2Eaj2X26RH0Qf+8FNC68BcvYMRp2U28v6J/tjj5XTt8awiOmQo2otXEJNmZjfTg8jTieIXzEkg6RwDBrJGRh0SjyQB62YcxscchvGIlFxCyuXwiwPG1e4LIPJBtHPCMmHLJZTkalCrfUK44hJJ4UFSFGiXUrUpCT4kE1uajUlHrCG7TKULNRdQaCJ01EQASatKdRc4348NQM/NxARHjj1AZAAAAAAAAAAYAYLjwMYXy8SGT49Brn3gOZv8luUdDKCytchGBWXtW7MX7jjNV6kpzMjErLZF40izN/ypbMCK5AabcPvTe8+oPMNptZcSyAoRsn2tXfsslfJi2Vu03efdNPlN6eb6AsxZXaM2e3MpMSW67RJZ+zJL0f6w7a6tn1m3JDcbrtCjSlfhEo0KEP3p2ULbmoN+2azLpr3XRKTrbGxYOmyYkyEh+HLKUyvi0tlZKLHvC6lZXpxxFNj2X7ddnson7WnyH2WedtuO7nX+YsSTYHaGjx56aFtKpr9EqudC5Ck+jM/nFwT04rUQauK0mApTEuK1KiOpeadRrbUk+RRBFJETuvIgWRlZZwNHC4mWBuS/Sac4Gi9Slq44AeLctKlzoWqIbceQS9aFqSPatCrNVuDoeMu9x+RaAnxR1HjPNNUmu/LUQ90TiND30gBt1o7FW2R16lPlweiuG25/CI5x82lJ9KafcY+gnalr5QthMqczIw7LkpYj/THz+VyuGZ9RYtKwHzZld46J8x6dZWaJaZST9GRoNrA8uDoU590HhoejU4D5ReOXSb9Wv6II+gWzautXZslt+4DURyHIiUO4Po42ehRH+TiOakbRKZbd8tW7ccebETKNPdpu79EscJ2JKw5Osqv25IWZnDkoeZ+ilfUi/KJU2nWlEvC0HKIt0m5Cf3tI3fOyoRddNUIcCqRFxJ8OPMjOlwQ8gloWXz5EI7S+zVQK5rm2S6qk1IuYmHfUOH7voDuNkDtxwrfOi3SR/KNOc0FK1+tT7Cx27Lhre6gapm9dFy2SZ2HtQt35Uo6VYS1J4vs/TZe93zDjNrFms2xJh1ClP97oVUb31PfLiZI+Bf0iF9Lsty3rnguxK/S2p8f3rb50fUWIsuLYhRC2Z16g0zfP6VKmU4nV6lMr/BoBFJiLzGV4PA3kMOMPqZWRkpJ4MjGm7MAFwwNlljCiGqePAbK4IwK2TMZAYAZAAAAHmMrGAGACABIyhC1qwhClH7iLIowPVtah1K5K5Go9Jirky5CyShtBcTHTbPtlV5Xu+aKRAbbaR6x6Q4TaUl+MxaPYfs+tiwqcmfTahGrtYkHuZEyO5rQ2fm2gZK8Bupx9mm0+0tlVNSRU3uhfKPDnclOF6wzEu1EkHGXj4DIUx28V85G3is1VqQfoZ6NDiD6EgxbSXUGnqd3g3/ROMNyG3PjStI3GKgTZ7QvkS465CrZNNTJT7xtNmvm3YgSoNrjzX47iNLiVmlR/lFmds9w0u3brotwOQSlnPgqJt/eeqPprFY5zrj0p19SjWbijUZmJGiJ7wuvQdnaez2t3LEjyKNKp6nXV6d05I0KIcWo3D5VBaOqTHUSmVqTnpg8CGp2pGwG+6hGaOo3JFis68G2T7ix0dP7Ohw9279m8tr49y2Yhu3rovWy6o3upUhTSjJe4Nw1oWLgW7NlzabFflNN94U3rXoEEQVOPtH2SSynRKq/clttn6RBlzoQJDjPvXBc9KuanO7ykSIPFvRzEsddJYakQXYDxbxt9GhaFjnrVpiKMs6E23u4cU8sisOgbX6wj6GPLu2vRLQtWoXFUTwmK2ZR0fGr2ED2UtEo/cQrrt6u+DeVYOyKWbveYEte7c3non1fAI6ICrU1+q1WTUZTmp6Q4biz95mGAXfZcZeU06k0rSrSaT8gmZAjQAADAAAAAAAAAUIzI8i5Owo1L2VW4Wccq/wBsU2Ij6i4mwrUrZZbhJP2V/tjh5XTtwWLRjyC6Sz1DZvqHLXQbcS7eAtjAQQFdfDAuB0hZpSWA6aPUkjMM2eKSDpHLgawPErIkkQcIVhIaoTqMjC5FkySQocl1CoapUesODUA26GNTznA2LqNfvgDbiZfiBnIyZ9QF0MAAAAAAAAADBjIwA1M9PAY6jJ8RgByu0RW6pKFqMyM5SEjzYJGXDVqSY9XaFp+Q2tadX3UgeRGPdkRY+cAqo8ZUfAbtr9GfmNJRchErgE2uBYIbGrK92Z4MhF/auplLm7F6zOlU+M5LjIbNh7Rzp5+PESZILB8mgRZ2rKho2K1pPvU2j+mA6rY96TY5auevya2OjRlJ4NA8jZw33bZZb8ZrncTT2DR+oPXLO63j/jAITC5icSZlxGUEtRH5cAqvCuGOg0U6otREXQBoatLYQNuPJZ3bjfIoK41ICYCu3bJj1dix6PHLJ0zvi1rx7ChVX0fzj6R3LbtNui3ZVArDO8jyG9CT+A/wgoDtItmdZd41K3JqTIoznBfxo9hYsHMMHpkl+MSfIgPVOE7DdjutE402tuQQixZ4d4GJn2PXJHn0yXbtVJx15DeuM57Q1wHT9iOaca/K9SDP1sM1/nIWLS5Xn84U/wBm0/7Be0HR1O9J7m4kN/Br5BcmZHbbNZk3zjMYILIho3hB5yBzGBrhBefERs5NzURZGW3dDmSTwDZG8M+HQLljd5PqKwiDa3sEoV5SH6rR3ipFXc9Jpx6J9QqBeFBqtq1+TRazGNiSws0qI/MfRvefAI925bLIG0e11uR0k1XoJZiSCLxfwbgjpVDBgO6hEk0+e9BmMLZkMLNDiFFg0mQbuimtADBFxwHBRXTLLbbiy+ZBgEAD2UW5U0obekR1sMK9tZdPyDpjsyiMUwqmquOz2zf0GURjRo/XGmdcARHnBEZmOqoFkXPWWt+xTu6xv+sS1blv9Kh6tMrlLtyouvQaVT5foN2XeC3v+sDSoXZWqyUpiZVHpBOL9G0XBpH5gvor3JFm2RbdEKdcd1lVqi4fCnUvmx9dweRDvNdEKpt2xChQkSuDa3U759pPuS4Y5iWbbZdcuBie7X9YZqHyKxPSUjTLfT3n12HMah0di3RUKJIpRd6fKnxpm/dYQrGsccxozzhye8LG74ENcIpzdMj5Quaozk8G3ZCllrFu9k1VKtbFqHVOrtHYXEk/UQKZSD9MZmLJdi65GFSKzZE8/RVFrex2/n9v+gOeCR02bbdXiRKjV2mZbEZxTkNxxzk0CDNvaabNvCnJpHyamE36M9K20p8Y7hFYiW5KurZpcsg4cSnOr7s6fiWwsRLUrWh0xaqs8o6jbzp/cshB9Pxjp6jsKzsZgtRY9WaqpNRHtHo/j+osSLB2S2R3eE09BedbbbQe8ccGULpVWselx6HIamNxdDhkhzigd/b8rvSSJ5rdubvwDLDwKpsrtufUo9TS05Hci8qEIV6PQOvpUFFOhIjI8CQ6QW7LQgwLV7KhkaGta/qBqcdtx5Ejn1oG8h9DMdbzy9CEc6x4UO4o9SluR6c4ayR41iwezINx2DNaZP0nc3tH19AoMiRKiVXvROLKQ27r1FwPJGL/AFvtNnmTH9I34TEBdrTZyxAJq96DG3TDvoag22XK2v4hHRw21ygR63b8LaXQmSVEmETdRab/AM2f+f8AGImE09mw2Kum4rSqqv8AJs6Hvibz7aAzvrZAdEWb8Gqb6Ir1GtvxOfAAiMA9ut29KpkvuxuNPue5BjxFEZHxLAFaAGcALqMIMDA3IhgyAbFkxcTYOWnZbbh59lf7Yp2k+AuFsLLGy23DM/ZX+2OPz/cd/jWLRkg4QrJBs2slEF2jGo4HLR+QW0+YQQFiWNhw15B0kw2aMg4RxFDpjiYcEXEN2uAXb4gFkHxCqCyEscQq0fAAoQFFxGSMCuoAIHkAugwAz0IBcTAfQYT1AZAAAAAMGYxkBqghnBZGDPBjVZmA52+yQdFQZl4JSD/nHjtp1uIHtX0v/wBH1Hp6voP+mPKbIkqSYBRzxHguBBlvj3qyT1Dt9zUjCffxDR5KEK3hHxxxAG7bx9MQH2znnWNl0dlPq36mhB/qqL+0TsXX0ggjtosOHsxYc6oZqCV/2AJqsrdfYZQWmmv8wZ/YHoqLkHD7Da0mvbKLbmoURqTDTHfwfRTfL/YO1Npzkc3q29C/B8QBFQSyecKIZqDZrbLSvSQQ5m2iSpWo/eNjdwj9kaHw6jcll5BN9YDLTnv6CJe1Js0K+LZbuGhkTlXpbXMj25LHwfkErx04QsLMmRHgyIyPyAfMRaFJWaVJNJkeDL3D0Lclqh1hh5LptmlXiITH2trAZtK8G67SE7umVgt5oIvUP+22IPbc3T6HMeEwEnbRDIn6JdUJ93vWpvem57DiDF46dUvlGnwqg2bTqJbKFGv8wUdQTVcsWcwtPpG29+yQs12Z6y1WdjNNLJm9Tj7s+KqRnFkjlLiEX8aNRkHDiEK4p6kG0hZlwMuAiEqa4bktbhuciPCHznthmy4hHKZYILqdSsySkWMN2i6GQWJWD4hCPwc0mCpK3TGoj4hRXftQ7JE1KuuXzSpsOnQnUI+UO8L06F/GIclQNmlKiGRzajXJnsOR/RNC420+2/s12V1uiH6R1UPfs/xiOdsfP5bj7bRoVwNJ4NsG3WtXFSocWOzT7aga2/G9Kw8pf9WB6Mm+5si3ptP3SeDu8adaToHBNPIbWZkWsLN1VxDKkpLdjfsPScqU+oG5JXNdaaL72Gs+S86hvM11xr8GQ87eGfRZjGv6Y1o2fdbJHo8685Gz8lbrneFcFmnSG7mNWQL8JDirRw8umNDGVHzjBAHcYlu8rZ4NRcw9BuMt1SErWWrTpIIQkLU0taSItC/LzCSHNMrJqUeTGkNHkoSoyHSbMbkdtG+qNcbKuMOWhTiPibzz/wA2R4U9LaT4dQ1ISri2HbHtRNat+m7RqMjJJShqasvbSvihYrbRbmnwqJLoZrzAko5kfOLN7Cb7t6o2G3ZNzmb0N+PuyS74W2/g1iu21yz5VlXlJpDpGqKk8wnvwrPsqDtHk2zcVUt2X3mlSTZUrxeZGQlWg7aKq7W2TfaImyj6EZ9tQg4ZI/cfEPcXdsy9IdSpLcp55tx1a/Sbn1ZOD1k1+kKqciCU1o5fj3KHOcUzsVVxSamVJok51lyTyL9JyiyFkbN4lsUo5C1m9WHi0OSDP9gNYdVcE+FONqG5OaPeL9QR/th4TMSmUvdU+ITZq5Emgc5aNrUqhyTfW0Zu6Mrefc1ahIlApzT27lutaC8aEB0Hduwu5UePDP1iU5WNb4o7NxWRW6I6WTnR1Ntt/SLwD1vvo0Upxt01IUk0EDpIoRsolLpW0qmFIc3Ce8k07k+mOH9YthIiw5m8gOmXp+LYqltZpBW3tUrsBhWpTMtTjZl5cdf9QshEQzITTarHkm6t6Ij8mBEQ7tOtuuUW7HXn6Y1Jivfvd0uRSz/HxHK3FQH5GKmljdtuPpb7uXsCd9rtOl1+xzep727nUte9T9MVyolyVSC5yTHTMj9ITvMkUb1K0qmz3k/REUfxt6x4DkKS25oW0ZGJIqF8zapGdmdxpzW8WlCMN6tI8zfVJ+otVM4KTJzkQttsTBwJkZGAdpXKFBOM7Ve/bp3eeoJA5WSzufVekbc8CwDchcPYX/0Y27w3nI5+2Ke+QuP2fXFr2U0Il40FrL/aDzeR1HbgsC2jBhy3wCKeJhZssjUYpw2eSCiOoRb4GHCC8xuMF0EYct5wEGugWSeBQ6ZyHKDwGsZWQ7IuABZB5ChfMG7RhwggG6DG5mEyGS6gNsgIBgIBkBcBgZLiABgxkYMBgajJgAarLBjRxRYCrnEIOJyA8G+W3HKCttpZGe+b4fnjy28m0PRv5Cl22ttC9yW+b9J+ePGgbxTeDMbCkbi0rj5hB/xmgKxk6HFpzwGXkZVqAMGW3O9c48y9rXgXZbk2i1RvWxKRwP4B6zTnplto/BBZr1gCpVKYu7s+XS668SqjZ85zduLb4kRfhPoLFordrVOuGix6vR5KJcN9GpDiT6hzWqbT6zTXqbU4jcmI+jQ40suUxGdr2PJ2a1uSdtzXZdAkc/cX1+pc+gAkl08K48fmDd8zxwGrMhExG/QeFeaRkyI/PIDRWDxxGyzwkgi4RoMKZygsjA2azkKGfME21F0CnVQDxtotpQL2tSbbtSIkLdRmOv4XB89Ltoky27jnUKoNmiTDdU24R+8fShxzk+cV17ZNgd+okS+qdG9PH9BUsF40+w4OkFfrHrLseW3HeSRtuN7gi94sD2P6i9DqtyW28e6I225bbf8AQFVqYZkoj9Xg/GJm2MV46Ptvoz2XWiqUfu7n09Ymi4bpOGWUhNWjRhZZG6lmjgroEVuafLIIbTEmv0hErk8iBTnUvmaCbVqCzvrAydhoKf3hozbe9WLWXsNEguY8hKdoeRy5Mgi2vDWFL4jeOWvkSvqIM0t0miNJq4K4H+IUi7RdmItLanU4Mf8AeckylRf4tfT+oXZSRIkZ08BXntv0/LFuV1JcTJyI5+2NxtWIi4GRnxIYWZLwXuGUEWgyVnWYEJSksGfMM0Y5icwkan7Sc8wVZbNxakpPiRBIyThXHnIxFaENsDQZJYAGvUxkLxG1LcJCCNSjPBEQocRlm2ybRHxMaspdSoiwRnniF3oxNqU2pfpN5yjc0pYjko8mtbmkxtDWptPMTXmlmStOM4+cMS6j2qmzvmn5aFGo07veDxRhU47Bfk9226rNrUliPBgvoWRuLwJQ2kW/b+0azW5D1w0spkVP3E/vUkZl+DFSIWpxRRik7lKz46zwj8o9e86BWLTrK6VUkrQrShxpxJ8jrfsLSfmQVHiTYrsSW7FfQaHGlGlSTLiRkG4UMzMzMzMzPzMYwQgcU+ZKgSkSYT62Hk9FJPBkLH7JdpKnqCVMrkaZMqDUdx8nG+bW2K3RtwTqSdI9OeInW39t1q21bESl0OwknJaLQb0x/XrF0xMlvUerXWyU+aw9Dpshj0cf2h2lWrlr2zHIqjcVPhNxm9G7W/lf6gqLdO3C967wKqvUcmvVNU7kR+ePEojdAuxExmu1ZcC4cbyPLkOa2pSvwa/gDsxZ/wC3vsu7/uPl173b7uq9A96BtS2d1SUxBgXPEekyjJpCSQtPN+QUPqVPkU+UqNJRodSeFJMuhj3tkmn7ZVu7zp8os/tiK7btbxUxNtE4kGXp40d5X49IkjZLM+UtmVHPzYNxn+TEddr5Ki21VHVn97sEn8Wgdj2fZDH2tdw91amOAjt0SGkqNL2jSosLFa9rVDiW7ez0WF6hSG32z8jyLDrdmTEqYchtlHdU4gufiI/rtOi3JZVQt/uzvytbjRn6X1jhC6IViTO6ZeZRk1GZLazyj0aRU1ZeiOSCZQtGCIy4JHOmlSE5PGlXz9ApDeNh3WScn8/QOx0iGoKqI5HekvkTTmo3UFymFEU1l92MmPFW+nSelCFY1fjHmJloZYW8wt5xx5POyafRgZN1Ull0nH4rijIk7s8EQdgnUSQxwcMkrL2Rajs/O42V0Qv4VZf7QVtr0j08V5mI2brkdRPsZ/2gsTsAyey2ifxy/wDeDy+R1HbgsmyfvCqFYUEyx5BRsvMbjjpwj3hZtQbpCrfUagdNqC6OJBsgg5bxgUOI/APUKI0hkyHCCMA4bDhvoG7PTiF0mA3LiYyXUYb6jfgYAMYyMKyRjYiAZ8gFwAYC6AMH1B5gMa8QAfiGM4UNuGAk4fHgA3cMsBE1GNjyNeGOIDmdpCDXarydeC1N9PrjyWEbs8krJHj+0ettEwdqSSItJ5b6/XMeHTV5bQS+YyMA8zkjMuoSXzeIgqR6uJBKQThlylwG/wBBBwyQY3QvWjgWAjIVhHvMaxVrMumBgLklbfjGkojW3qS5gy8gs46lxGSVxDZeQHN16LUGCcqNKa3khvqyr2gnaFyQbiRIabUTNQi/vqKs+dH5PMdKSfnEV7ZrAqU+a3ddjy/ky5ofEybXpTJb+BY2JKlI0rCbCdSxF2y3a+1W3/savNr5GuaP6NaZHIl76glJCcK1EeSAb6T0g4JIBKMkYMYTg+owMoLPUJz2WJcN+DJa3kWQxuFNmfsB0hPAaGslrwNigm1mznLL2gTreMsxnHUuML+JHENZdxsx7go06GzjuCkL3ntcgst2rLD+yW1PsigZOpUhHpEEjitj8Yp9Pd3kgnC4HoAfSKFLbqNLh1Fv1ctpD38ogJGkiXxUOL7P9aer+xe3ZecnGQ5Dc/1Y7THPxIUbkozM9Y0wR5MbrPJDQzIhHNpks4Mg5ZVp6JMMEbxcjx8oemvSnSlfEWKbvuttzEbtv88RV2u2SPZATxkRut1JpSFiUpupXUc5tZoDV3bMarR2mjckGzvmfrtg6RQtpTiXePh6BwllpDmt1QTQa4c40ykZUk+dB+Rhwy41Plkk29Kc5MvmCIW7lKdZOTGMktJ8veQ8t9OlR8OPvHQvOMqLQh82zMtKWyHhvINl81K5m84G/wCMM+JAzkbrLJjUuAxVa4D6mLJh7U5wDIKJVy5UGj0ZrpLnFhWrHtBua1pdJwldFfpC8Zpb72s0En6IbOFpkbo/i/QNVHpySW5DfcN3RkvD7x4XQ8D1XXvQPspb14Lxe4eSolEeRhWUJUtRJLqZ4IWSt2jLviyz2W3oruN40hnfW9Ie8DzOnO41CthH5iVLVuNq7rcatKsL3Nai8aLVlOaFpV+CWv4BUR1XaPOotRdp1SiSIsplWlaHkacGPNFhO/Rdo0L7CdprpUm8qcW6p1VdLQT30H/f9cRJX7FuaiXiu1ZdMfcqSV6SaYTrNfzp94g5YbkJuh9my9HaV3iRJgRZho1lEccwscLeuzW77PZ3tbpam2fwzZ62/wBYBxgdRVxlG53neZJB7vR8XkGowCu/tl+n3HFYta4Xu5Pq9HT6g6XqV/C59AKWBbM6nbb6Nb1S9FJjVRpCjIuB85cRy6J5S7f+Tnyw9G5o7vnj4BO/Z/rFMvWs0iNWozv2SUFtTkWWX+ctfCr6gI5TtjLztqll5phs5/VC/Zxa10qrkb+TcW2ki9wa9sTm20yzLr3KPq/VGOz2/mLUmCIkpJxtWC6mAkaRUjYfbpzrjveGz179aPEOMqlaat3aw3VzzuKpH3TrjnTiO9VKIohodJtZr5UGsRvtqT3u04j6XN6ZSOdzHQbY4Iz2g01imXVMjRF62NepBjwR2lcdKrWRT32CaOXB1IkH7ekcVkZbw9jSWWXm1EzqbJOlaVe0PYRWqjJJSGWiUTKeUkl4EjnWUG4skEenJ9THsFNbi0pyMwel1xWl11JdUhTCEp3fJ7xn0wtN2cv+jKj5/DuftipO8MjwRi4GwallD2fUhp3Drpu7zg5q8Y8vkdR24LDMmZlxDhBhujgQWb4jbgcJ6BVvqQRSXALNl0G4pfPALsZDcjCyF4AOmzPIdIXgg0YVkw46mAeJ4JG7auIRQfKFEdQC6TGyD4hNvqNkngwCqsDITMxk1cQG4PIYLiDyAZGOAznJjRXBQDC8jUi94znKhnHEAkashNRjYamXEBy21Fe5smY7nwqaLj/GEX9o56lOHu8n7x6m3WT3fZpVnjTnS4x0/jkDn6DK38ZKkpxkvMB76F4T7gG6Wk/MaGWG/eEeOPcATS2XE09BrDkxnMuRnW3Ea/ZATnUiIaU6O3HbNDEdDDJ+ykAs244azUtsiSE3l4PKSC7mEoDGRnGvoECpai6mMKx1I+ITSrjhRgeNKCzkbHB7UNmlu3+2bktoolUb9VOa4LT/AHjxbauS5bGNqiXyhVUiEvdx6wxxbJP0xJzSEIdyMLQxIS4xMYI2nPEhfq1AMx5aZkdt5l1p1pfgWhYVj+eREd1Qbl2YOfL1qmdStxDuubSnOdbHxuIHbbPr5tq+qb3yhyyNxHjjuHzJFHVJ9XjzGmkbl00e0NVHgtPmIEnUJdUttWMLI0uI+JsxQnbTZkmx77m0w4590Uo3IbnktgXwNZkeRGXaZtArs2fOz2CLvlLa70j0fOtHttgOK7EVYN+2rkoBn6p9qWRfX5BPjTbe9RvEc6BUDsg1g6ftfagq4M1NhcQyP4/YFw5ZYTj2yMAm6Ro6mEJC8IyQXXjXxWRhpOIybPnLADamK3qzyZYIKylaT4GQRppINg9PUKLRwyCYwWp4gUhwm3Ty5rIefUK3SKa6iPLqMeK+76pC1c6g6aNtDmgvGKyqV2q7RVQdo/ynHTiFWE79vHxe2IspzqyfIm2uGsXB7UttFcGyv5SaL7royt83w9g/GKbU4nTfSTbmnKyyI3jtKbA+VZ7jTU0ondy16HG/SGGNepctmmnvWSP7o0bxsdQ9De7s62mE66qPD9YQTlUqQxbTU2aweHG/H7SFLHZj3Re42tPUaEfvDh3WZmRhurgY4ujAwfUBdQ/ksYJosYaxwc3fjFCEV1SDUn4ywY3b0E2rV7BhA0KS50ChGRmST8+oYR6lbYiMoI4Wd05znrHirMe7IkEzS34263mcfkHhrI+HDA0jUeratDrVxVdqnUKE7KmLPkQ2XHI9yz9n9TuWiTqpFeabbilnC/aFw+ztb9CpezC3qjTIDLcqTENcmUfjWv2xgcnH2R1O97RYVtDLuFxRWyZamR15WtBfH7x3NrUuZbE+m0STJXVGEx92xNkFlzh5ZHbGeTHI3rLeiVmgS2XfRNytD/o/jAdWskr69QhIjRZEdyLJYQ8y6jQ4ysspUQXcNHUgn4j4isIYubs6WVUpZv085NLNZ50Mr3jZDiF9n+mUm5nYFWqrrtOlNp7tIb8TavpizxbtI8+vU5qqwXIznUun0QrpEYWF2fbGpUZ77I811131TinNGhI9y2Nklq2ldBXJbZzGndwpG7cXqSgdha80nIfdHHNcuLyqHqOaxCqYdrozPbLKdJJkbkFjgf1R5vZ7ZkrrFScaMy3cclYPoPY7YyXE7Y3jUZEXcY5ox58o8ns/SSj16e467xNgk7r3giW6i6bU2MZbtzcN6160co4+6ILp23V/lOqE73ltT7ZNt+AdbVnTNh1tz0bDhaUH8Ii+VVprdbbolSNp5iS2thbkdHi+AVXm7LY7vyyqiukXdKlDPf7z73/CDibipy6TWZVPWZGTDnAyHR3hVyg1ModE9DuondZDnxjjsmpWVGZn84I9WlQlS5jUdJZN1Bbk1H5hxcPeWI5w5rTbLyVkSlF7RBy3TGo0CPUHHXe8KdPQkj8IRlyJssm25cVLjTi8E6rqIOcFtuzeo3NmdP4n69wv6YqvXChFUHChE6038CxaPs3K0bMqef8A+McL+mPN5HUdOCzCDIw5aPSoMI6kKQRkYdNcfMdXM51pM+AVbwGycJPiF2z1FwFDlvxBZB8wboPSnJhYuKSMhuB0g9PQLte8NW+OMhyg8kRDAWI1ashdClZyYTI8EMmvhgA7bMljYsEoIMcE5CxYMsgN/MABkBkz4DCOowZ8AN9QGT4GMHlQ1WeDBq4ABWMYCaeQ8gUfmNNeeADOckNNekxtnBDTTqMBxG3Btp3ZbcXenW47aI6FrWv2d2ttYjbZ7fVt19xFFpsxpyVHj6/xiT9tcNqfsquOM94VQln/AFClXZJZZh7bHWM5Luj5IAXJJxxlkiVxGxOJMiMyGXiPdkRkECSeeBgNXXEJczjA1SrUeojG7zRH1CCCPUZJIAq6al4I+gRVyn0yNXHFkvSA3D6GWQGWldeAZzs6DNBcQubujPKEHHiMuIDdpPo8Dd7GUDRhWpRkFFtmpSeIujDakrSalERpIsLQvzEKbSNjKotQVduzCeqkVto9RxWz5H/4sTI56TJfTCqF+mz8A1uiD9l236JLlFb1+RzpNYJzdlJ8Kdf0/gE3okJcTrSolJPwG2eUrHAbVNj1q34Ry0EVKrOjKJrHRZ/TEVWtXtoWwurHBuqE/WbScc3ZuI50I+dACyDgVbSySzQ/6UlFu1oP8GPMoVXh3HSI9cpEgnoj6dSDzxIOXHD3mQFLLlgK2ddoEiwbDLFTQ+xu/wAApQu7MS2Tq3G+dtX9pCsXbWoJoqVFu1hB+nYKK8svJTfg/mFj7ddXOtKjTSc1pepsc1fqEAypBa9WnATfT7WfyBdZGRYCD/hIWMIB2j7f59IqNRt2h0HucuK5o7xIX/5BzES7dp+1w3WbcM2plPhqfmbt/RraIS/ta2MUe/JHymxL+Sqp7b7aN42639MchTthFdtbRLs2+nIlRJHpTWjQhz5hG3JdoKn1hFr2BdE1iQ1Ve6m3OW43o0voXyCx6HjdTBeP0br7KFufqCHbCl1Xa9VqrQ9oFddedozqVpiRC0tOGj74JmraXGJTKUluyItBCmHNViN1ihzKUssomxFxyL51j58T479LqkqHIZU29Hd0LQfVJpPGB9Bqc6SkNmfkYp72i6c1R9s9XPu/oZx96bRj4wWvQtCl76lw62xVt664v7vhuI8A7ZbhHb6Ey3Sd7wvDDejwiKaFO+VabuILxxKhH8m/CbYkyxaE7LhNHUn5O9juNrbQsd+HBzRRcNtkzIfaZexKbcy438A4RXAzyJ/21UgyqPfUwXt5J5HHI3/nEQfJMRyG48uc2Tja9O6xzDHNtz2B1tKgTJsGJPJopWD3On8GfvHLGWDHY7NVIlnMp51A4z7xZYT8SxzU1rtCmMqN57c7puP0bWOc9Fnz3Y6y6ampNadW3lpso+44t+P4xy1Pld3nR5C2+8E0vVoWfBXzDfOoViS2mVGsv5wk8T0t83G2lKz7iyLd7Ndm1n1q2IVfrVmQ2pMpsnEtGXIWfojvY1uUKFoKn0anxNP4NlAwK47D6oin02RFqNPfhxm0annz5UqEvbGb1bYOdbjtLlNwY77jkSUhHo1NrHaSKHTHy3cmBHWj3KQNGKVFZd+5Wm2y+ANYewdc3jzZRGnHNa+da/ZDapOd5PeSPYCRqJvpgJqfI+BmQaEJcmc46popC9P4TWHUGqyWnt1Ob3jfsrDLfRNa/SN6vweAo1u5HwLDR0TLzb56kL/IHTeVJwfEc1EkLhO8MLR7x7kKT3lGpp0i+YNHF3oxWKXtAtipUZ37mdfcZqLHsrbHctOa0hvWojUp6G444veMq1BwReYjop92yFatsDv/AGJn+oM+zrCYW5U5r6DNlvTxC3a/PVtgd/7EyN+znMLRVKW63yOaeIIlKe0RsOG3hyMtGlaBFlwwoMTfP0Z9qM822pe4PnEkyGXXoLsNqZuvWI1oQIgvFiJTCmG1NM5UfkR6MbEZPuLedNa/EZ8QmZYPI2cXqd1EN0FrVkhgp+er5MadMzzzbsOadVt2/TyP/N+QevUoEI7RiTCe+62y0ONjjOOv8oD1KxBeYc36z1NuKI8+8Wf7OhEWy6nmbRGW+WZF+eKwVF54248Z2QS2ySWnHkLQ9ndo0bMKaalZ1urL+mPL5c/o7cO1jWd2hsiIg7Y69A1bLActr5iIbcRJklDiPSn21uNstrWo0l0Icza+1K0K5IhMxqg9EcnniMcthbKHT+gse7cLjcagVOS44aEJhPlq/wBWIFTcNoyeytApx1WEdwMxknAaJf3Q3L3nJ6P8Q6Cy6CNQ0gTYsk3kxZLDy2HND6Ur8HzivEO8tp9Qr9Ueit1VyRSKlHjHSozaSZcZ0cy3PbHTxa1ccNO1ZVutQyqNHmIkp1x9e9RuNa21hjab0qLHkRF1C7ZaiJRHkveINj3/AFq7I9ZZor1IlUNm225cpZbxCyeWninWHdsbRJZWvZVtUS2pFRqNYpKpLrblQ0HHZby3q1AwnBHEshRPQVu2b7UJ1qbKqQufAl1OoVGry4rCJkzSTG7c9WtaxO9jVtdyWrCrj1Ncp65Tevu61krT+jqA95KtIUJRGQgvbjedct2/aPAlXHIta25MfhVShIeRv/wbnwB3R7tuynPWpTa1cNInN1eovobntMa0zmvYbRo8CxsTUfTk8YIjhuNIcMRo5tz2asvONSaxIiqZld0f30ZaSZc9y/cPZo20yzqtSqnU4VcbKJSv36txCkbovz+owO1P1g1PgscBRtsFi1KDUZaKjJjlT4/en234q0uE18WnHEg6tDabZV2zlwKPWDkSksd40m0tvUn4k68AO1LjxG3kOGp21awJsmXEYuKN9ytrdeUpKko0t+NRK8x6dl3za1496K36m3N7pp32gjLTqyZf1AOhPoNTHl3TcdDtil/KldnogwjWhsnneCTUryDGoXpadPemtT6/DjrhRkSnyUrwsr9WoB75jU+o5+07/sy7HXI9t3LS6o80jWtuO8Sll/eOidNsB4d8oUuzK0Tfre4uaf0ChfZOVuNuiWXuZzdvFqF97r3X2O1Dee3EX/UKB9m1W47RKGmeZs1PFqAXZW5qPAOBFkYIkFklcBkiQZYyASd9+rgMNlnikbqSguGchMnCQrGOADR0sHky4hso1KVw4B46WotWQ1wRr4GA1Ns9OVGGbzSiPOMkHzyuBEEXMqLBAG2giPWguIVaQsl6zA2RY4jKlGXQBlevPhGpvrQky3eRklGfDiMkjKeJgEHpMlrduE1r+MYqLESp09ynVGG1JjS+RSFo6BaOrLmAo6nKwFd7og1fYLcBXFbqnqjak49EiG456hwTZa9cp1zUFqu0mQbsR3Gc+wYXuWkxLgt+bQKm02tqY2aS1+R/GKp7KL1nbKL+mWlVDN2mHJ7u82Z40OZ8YCxG2i303JsurFPMt64ljvTH8YgehsilG5sotpZ9W6chs/8AVmPcNsnS0JwbLyMkv38BxOyOtb+HVaXlv/Jk5TJIL2SMB3TqtRGRhq+4veIZM+UwstaeJF5hupnXKQpR8CGw7bVobx5GNJGhxBocLKcAfPho8iGjeTVg+JC4mmVvW5R6OtTlPgssuK9YpCedYcVnDjXpPGPQRyjzqrzEDJnEXpb4CC+2NBQbFvVttPpj1RnDx5CbYD6FvON48IjztVU3v+ylb6E4XT5SVmfzGDor9svTF+yOE6TiWkHqJxR+8TbTI8hFZ3r7DshtKNTRoL0aP7xW63IcuXPajsum00rS5kjFj7Kr9QceKluvFlsuTX7bY37ufN01ZhE/QSaiOEo3PWE57AjnaLYkepQzfgME1LJr0jbYkvuu63ju9cbW+NlwW20HxI98XjEvIUynw34SkokNmhSi6GHtkVNqk3NEmvl6NC+b5h1m2O3pMGqplb1tRKR4EeyI4GW3T7RK83XrmemsERMEehGA1sekOV65afSWiM0vPkS/0jwh7Vk3DOte4WKzTdHeWT5NXQQfQNgibjojtGRNMpJtH6Ai47GPo4RrFNb22t3bWnI7LFSdgtqQk3kxVadSxZbZfBlx7IpS6g6chw2ULWtYDsFuEQbPOYI3CLWN0rQswuTYrDhavUKtKU21AI4a1n8AHXZhMk420bh+Ba1jtnEEhZHoLpgM5KEGjwFynkMEd1iBdMKo7+h0yJJUo9bqZLmhf6BvR7iuSFLZYqVvuqQ+5k3mFcjf5RIfj0GsaZJXDHAUaNPoNrWNC3sJ8psYzx7aPwg8+bORTZjDevkeVu+Yei8TjjPj8Qy6OsJ3Uy2fxoGCX6MeVR5USPRnFS5jDLcVozWpS/AK+XD2lZMWvqKh0KHLpzB4R3hxzU9/CCjhu1k/vttVX+g0wj9CCHs9mx5J02os4Le69bY4q8toMG6Lgk1yoWxFOY+eTVvVcB6VsbVo1t4+S7PpbWv13FXpP7gRMsls2Y7r3IjCHDETVetMVmnHDhQPuqRr72eNWgOpW3FT5LQdqwibX1Tvl/3jyz2l0BuKceNY0VlB9futwzBUby2yQ8suHAJxlGRGQ9+v1qkTpW+jW81FT56XB476oziyWwhaD92oRK9KJMqcNzJIJ/0GnSfwe8eLnmyOqlrp0N3Wp83n+66MF0wOTM+IBcyUSNZoyRi2PZ4Ii2VUg159e5j9cVRU8ooyWtGCI8kfvFsOz+svtW0pBmRHvFnj88eXyvwd+CxLXzhZPzBFPzBZs8FxHZwKOGkoqjfw6kmzNaNGrUORtqobOq3TZF8QINMYZhmtuRLchaVo3fjHYKeZZQcha0JZZRvFufBwFfNmsa7J+wuvSaPctPKkEqoGqGdP1r++ffBRLr1tWBf0iJebbK33HPVzIslTZP7v8J8Y9G27QtegXLUqvT1uszK0RlJZVK1Jf9/II72ZVaoMSNnVGi1RKaVULUU65F3aN3v055hztTqlyXFTNlVwtLg/ZG7XZUQnXG9DZoQfDVuxMbTDR9n1Jo1m1a2rdfepzVSWtZutk2teHB4cLZHNpkS3naJecyLVqHGciNTHIbajcZX7C0eZl+MeFJ22yaGw/SK1R6ci4Gqt8muYmbiF4Ne81+wgPIO3dlyx5dxnbqpa4FVbpsxqJMQtJKX4VoX7afnwQrBlO2JXKq0fsdO8IExrv8mUTc6BqS/v/j/hBLGyi2V2VYNLthyf31UJrQbw4T7Yd1ydq1q267akymR6pCfekR5G7UtGj29fwj17Y2tU+5LlVQKVQatuCkqipqC0FuNTfjGwvtEpW0CXc/eKJFotwUB2FuJFKqT5NobX8XhEexNmd80aPaTMCm0qScO5V1J1lqX6KE2vGUN/MJi2rV2Zbuzes1mmxu8SoUbeJSXu6ZEL7KazXbaKTWqfdke9LYfjvS5jpmrvFONtGrRjWMDeoWZf529d0ONaiVPVK6GqnFPvbeVsbzWf7ASvHZnfN43He0lFCOnMz+5SYCX3kkiQtnqhYk22dsVrPbNaHeVdmR6SzUzNrnSrSh34B7dG2nWPU5TaadccaSbsdchBYV4G/H1LyGxDt1W5f95VOp3S/Zz1Heg28/S40RMlKlyVr4fyYe0GiXlHvOxZq7Hl7qnW2/T5pFIbJLa1kf8AeJVl7TbIK0vswO44pUUlbrvREeVr+DA5K6ttlERaTlwWO7T6+mDKaRUm3lqZUw2vosBF1uWJf8ZNSiJsWqnRH6ZJjvU2VOY0oW4vrEV40CQuzhSr2plcrKKzTKrFo3dmG4fyulspWtHs60eNAlig3NQq3T1z6bVocthlJHIWw8k0NcMjzqfe9ArjU9Nq1mlVmbDQalMtScdPnwMDxe0Pb8659kdZpNMY7zNUSHm2C6r0LJR/1CF7rbuSsVy4q43s2uVpNQs4qXHzE5t8RF9MTLsy2kMXVs/VdNeZhUFspS4y95Jwg1oc0eMN7A2p06sUyvzq6uFSY9GqKoZOrk8jn09YCP8AZ5R6nTNouzeei1qjGiItb5OnvlG0aHuPrBYJaiPoPLt+uUWvwinUafGqEM1aSejOa0j1VqbSA8O+X2mbMrS3eDbcF9Sz/MFCOytg9u8R0uYtMk/5xezafhWzq6CXwQVLeMz+fSQo12RmNe2ZLjRaktRH1q+boAuW+8SX9JowMLk6eGeBhKQs1uLI+I8uTIcS8hDadRgPaQo+BgdVqCLazIiLAWSfDOADZxStOC4EMEZaS4cRtINJ+eDGEdOIBDGpWowsZkSRoosGNVK1FpIAiZ+kIs8Arg8cAkk8dRnektZIJWAGylqQk1acjeOreNZMsGNeJcDMZSRlnCsEA1Iy1hXJEESTzgeIyAIyFaXMpFbe11ZRpkxL4iMYJz0E3T8XsLFi3laXOYM7jpUC47dnUGej0UtvQfnpARz2XL2+ya0SoM+RmpUjka/hGA02ZH8m7d75oLzW63i+8tiFqUmubEtsUf5SySEqIlGjwPsLE51pyPD7T1LqMfG4rdCJTbnx5IBKb6dJFo4jRgjS8pauuAsvpk+A1jmWpaj5iHSXA3OS3ISpLDiFOJ8Zn7I2a72XsCGLzrD+z3b9FnuvOnR7gZb3zevkQ54ROCTJSS0r1F1IwDTvsn1fdljU5Dj7XpI+gegfgDV/wGIR5ba21GbiPCPG2sRflTZNcTbbW8xE1h4062Uxccek9EbnwJEJxHoJTKkKL8gqvn/AlPQpKHWVaVoUWDEuWDVjeuuTU2Tbeccj7vweD6giauRVQaxNhq6svqT+gx6lj1yZSa5FdZPJa/ACLNJlS22lyTdNyJ9MPktnL1xXt7H9tC0jxbXqMir0mC7ETvIy95v9836QI7QrxatWnm5PacXLWX3Ij4hqM1xfaSkUmBHh0WC/mYvnkH9EQSPQr9VmVuqvVKe5vJDx5UoeeMc2hgGniAZzgSUKNLJp1CzLOlRGLk7N9qFuXMzDgRHXGpyWiJcVaOAplnIl7s00+Qd3/Le5M4sdG7M/pKFXFqycJRZQWA5YXlGMhs1p3GCLAUbSaSyRgmNpGPNeOA885LDZekczqMOamx3mKtslaVEj3Dh4MO5Yk95rEaVGbR6Nf3wFx786tQIhsb14m21+2sx6cOSzNTvGVtuI96DEE7fzrtPtKJIqkOKRSX9GgvYDPs23RI1u0RS2m2TPW2g3NSgRJu2qa7R7bZr0YnF9ylN77T8A6+3pjVXpsOYjg26nX/MGV6wW67ZdWpDhcXWHDQOc2TVN9zZK2uYTROxYLxLc+oKwq/tMrL0y/K2+h1e5XLXpIlHgcifULSXdch1Sy1ZUZ9fnCGRNbYAAAwNzMamQCMZIsgNkkZn8w9V6CqPChvGxlTrmok/EQ1o0WMtS3JSuRBmSS+IPK0T2/iR0ScpbbNSPojcGanMzJ37LDLW7j6HEIHO+eR7cp/cRnWjLifIPE8xYsLLcWpCcnwFuez+RL2W0fV/Cftipbz7a4zbKWiJReYtnsC59ltH0/wAJ+2PJ5f8AnXXh2sJnB8Asg+HEII68QuXTgNuJfQ05HNtxtK2nMIUg/P8AGGsWhUNulyqS1SIrFPl537DKdKVhy2vywHTfEblHJTNmlmyKLT6V8lmy1TP3m4264hbJOes5w1XsktdFFp9LgvVKCimzXJsJxiRhTLi/MjwO3l53S1jdn1KBgRwvYvSFUI2GqrLVV/lH5Sbqsptt5W/9zjftoDe49lt11uxnre+y2mtTJFTbmuvtUtDDfo/AlKEe73iWWegWa6gmuEuizrum37ad4UioU05tOiOU6ooktuJQtKy53EDjrY2RXfT9rEO6pFQpEKMyt9cxdMU4hyfr+NHgITm2ZjYxv+RXh7QWrmcsqb9iBRnKxyG23ILkWjWWtB/mZEPMWHcFV2jN1ym7P/sSSdMlM1VZSm9M1xSPR8jYsI0ehOn3hRszyL7itVcpd9O7BLbtM7DqnfKRPjqdb1p9IiOvxfn5HbbRmKpSNodnXhSLNn1BmPT347sWElslMrcJHrP0iYmnTc6jB86AFP7pjVe29g7R1ShzadcNOvHv0CA8WtL6lObzSf4TkG9OS1dVjXcqG87Vbjr1Sg/KFPYp7jJQi1/gxaa7rToN3UsqbcUFEyMhetCXeU0r/GGth2JalmKlKtujtwTmevM3FqWv9cbECXhbkw742h25adCqMFNUt9MeMkou5YceRjXpc+pkK224urX1aky2bHq9JOgQHk1w3IG41no9R/Cc4s04tBqzgs+8arJvGUkRGfXAwKi0ONVKfalk1C4bSrB0Cn1ya7VaeuAtS+ZXo1afvg8im02FKsS548eg3PCYO6k1KITdL16G9Po3FN/fGxdFZnpwZkZe4wia8HgsY/EAh7srPVx+wpTtaoTNJ1VFzu+6g91J9vyXpExjRw84IiwXzA16CAc1tTJbmzW5yLgXyVJL8eEClvYwjqPaVMWlJn/k1es/dkxdPaW7iwrhT7J0mX+ndinvYe1OXJcElZcUQ0Jz8xqAWj3esvgwOYYlb24X43wcw6h4yw43ziNLEqEp3aPWmpbX3Ox6kBJS1kSscCGSWfkGb69Tmc4IKtqI0kQBKasiWQVZMjazkNZij3hcOAGnOXBANt5vHfSdFjxLnr0WhxExWFIXLe/ejOrCl/3D2efIjy7GmaZtmoNx1N5pqG5FcjIW+vkQoB2FFeqb0Ns50ZDDnwpHptfQb5xhb8ZOFHJZJONWdZBpCntypi904hxtHtgPQUveGoxhHEgmXDUMsL4ANyMyUE31mZ4Gu/yY01kpQBF9lKlNkvmNAw3wXw4AkLJCVOHwMxow4ThK+YBxm3uyo982I+70qVLSt+IZFxMvwYrBY151Z+9LSTUHzdapDqWo+fElOegvFCRvGHI7ngeSbf6SHz+uim/Y3fMynvcPk2etP6i8jYvtMWZt8PdkN4qlLbM8jy7SqfyzaVPqqWFtNvs6y1eZj14qNw0jWAhntb045Nl0qqklx16FK0EtHsNjvNi1yfZDsypdScPeSEt7h75lp6B5tPiR59kT2n2t+lCd4SRGPZTkuRn7os+QehcWQUpBe4vMBOrbmtsIOJ68Qr6NPQwnp1qPiA56rttlLRIbb5x6lKXhxBmeCwOSu6tVWn3hR4rMRtylSkaHpK/ZWOmjuuJbJS28YMUUh2tRu6bSa8x8MxY8OnLcTMaU03vHBIXaWpJ0/a3UvdO0ym/zxGrS3EKSptZoWXmIJqh7UKnQIrJTO5uYbTojse2I1vq6p923A/VJp6dXq2y8KU/MPAkvuSXN4+vWv3huHuNzPiAajIDIABxDjyJj6Y8VhbzyvChBZMxmhai0/wCUpyY2/Qzq9pXQWv2F2qu3Le7u643IW4rXyiJ7B2M1ac0xJqhPRMOE4tv6IsrSoLcVhLTbfq0aRpXoIIj4ZwFuBN8AjpxjyCchS0lhJ8PMFbuufXGhL0a9DYZwqvS50t+JDqUR56P61KXOZP4gsa8L0ghhctEo1z0tyjVlvWz5H8Agv7Cz2bbQ6fhjvVNnuaIbi/EhwWDJvjrEf9oCoxKfQ6Yt4j718pJ3CgIkOI24cU0H6vd84gHaPtfpcG2qpZttU/dOuGph2T7KPj0CeoT5/JSn/vbcQ3P6AoXV3N/UpL+Ma3VKx+MxcQzM8nkamAwDNAAABkA9qhUV2pnvdZMxkH6Z1ReAN7fpr1XqzNPY8ThicalBt2h0r7GMcSjbx1z4x0giadFhlUZZQV7yNG0pJfl+MMKyUcq2SY7uWkISZrPzHQW4uM65PW3GIouo0oQftjk6opKqktRt7siV4PcFDurrJ941pSSE6TIk9cDxvMKyHTedz0IJeYzaMi2vZ7U8ey+lqIv84Wn/AGgqWQtv2dVf+qil9OElav8AaDxeZ/nXb4+1h05QFm1mZhHVlRBZJERju4l2+AcpPiGmrgQVbUeQDpS+TAUj9AknBoG7SsDfQdNqwFEK4hqhWTMKtngwD1GdHEbknJZDdK1dDC7a+AlC7Z8MDdBkR8QigzMKkklEIFtJGvJDYiIg2ZWZHxC/ExsbJPjgZcLCAnjiN1+EQJO8HCIug3LyGh+LAHFGjgDQkERYwEz8GfMZUeeJjVw9KckKyzn3hN3HkNW1GsuPAGDyA5/aChDuzq5EL86VKx/JrFQ+wx/7XuVo/V92T/WLn3Allyg1KM96pUdZOI/g92KbbKW5WyjarWoEujzH6dKjmcdxpvVygLIm5vHFr3fhHJ6KRb9Rk1OU+zHU55Lc4iP4u0XaddxyI9BtqNRmWzwh+aXMY8PZZZNTrValVu9Zz06a2+59z7zlSNiWqvedOizY8eG25O3/AIVNFyDZiu1t7ebqk7vR4FrX4h6PyRDisNNxYjTf1EBb1bgwOYkVG+3XXTapMNxGjk5h59v3BfhMm7V7ajNk2595e5hIDb3o06OH0/eEUKI1q1f/AFGxxlO2mRTq0mnViiVWC4xz78m/R7sOrghWdtItLuD6zkR95raNHIthQdQHJJ3nLhSGGTgmw2tjJB7MtekPu94Zb7s/8TKxgRjb3Z4olJq7dRl3BUZ8Zk9aGjy3+ISoUqn0lhtomm0aEciEBFin1Jtvdd9WtPzB2xTGTRh40LV9MB50i4nWUJU1T3l6vIOCuOMgm23IsiJ9ZAeEwyxw0BQozLhZNsjANotSpsxZlFmIcWfsnwDrzHKXHYFMqjiX2pUunyUOa0uxXNGPmHLVesbQbGNyoPNN3PRm0c+hG7faAShI8I3ZxuyHE2jtTsq7o2I9Rbhy93zsSF6VZHW05e9gsuNrySm9YD0E6yMtApZ2oKV8lbZauac7uZplJP6/X+oXT8kCqfbKRpvemOefcePz8wCRNgNzN1ehUylm83vI0X1aBMW79EjIrb2M47aplbqLmVmyhtJF7siyL5kpvV7+gBlUWDlUioxE8TeYWghWjYjWF0na5TJcg3Ut1Vtymys+y+R4wYtFEwlwVV2x0p2z9qclUfeojvSG6zEx7Kt5hZEAtY8Ws937gcSRkgyhVE6jCiVBv0jctKZCVoG5qc3mjPABEG2yu12n7QbTpEMjOBL8aEN+JzWJcSxu2yM/Hgc/cVatinVFp2vzKfHdaQ4thb/FZDmr92p0WhWh8q0rNQN3kjmfgWodBE3bCaIrypDpGWpdP5i93OYg0e5edzVS66y5Vaq8bj6uCPop9w8LJiDGBgZMxggGxDICIZwYAIjM8EWTMTh2Y7Pnv3MdcnwFFEjN5bNReJQ9HYfskhVWnQ7jqhOuk4ettvwiysCM3DaNDaeowGUJhKVrUs8GryDhLWC1F0IKGozcLKMBdwiS3nyMbV57m63huuOJS22WT1uYFZ9s21h+dXG6Va851mG0eHH2z8YddrKl1in3LErcaVIKmz4+jg7yIUj2RCFRpkyCxHkSGXEIkJ1INScZAL/LUqFVDnUuS/FePq5nmEmWDtwrlOlJZuM/lWGfjcP1qRDowBi+9q1ul3BRWarS3dcZzy+ERr2gYsit3RZ9HYLOt5x0xr2WocxmwXXXmzQT8rWwOr2lValWnTfspnMk7OaJaITZ+NSlgOT26XqVp2IVswZGaxNb3bqyPwMCqpqM85PI9K5atNr9bk1aoOm5IkLNSjMeWYVGAAAMACiUmpRJSRmZ9CGhDrNmi4LFzsSZ27UTfq0L9pXkNjt7QpTFuUTL5NNVeQ3v2958PwDa55zx06LN7k033iP92OL8Q9raZC309M4sOOO0/wBE236wRmutSnKO9CekbmQ2laHULLr84BF9SG4m8in3htXh+gOXWeXTUYeuSFoiG2yrKD8Xzjz88uQGVGND6jI1GKNxbHs47v7V9P6/vlf+8FTha3s1az2bQ/g74seTyv8AOu/x9rG55iMOGzyGjZ5IOWenUd3AuXHAXSREGrSsqwHJFxAKErCcBZrBhqrIWQZkRBoctmRGHCeOMBigzMO2jwXUA4NREY3JRBHPAKJ4mRAHTaixgKJMyMNVoUlxODCyl6QgWQZZGxuYPAbRlmtYXIuI2FNfDINZqIJK4EAlcgz2NtZEfzjKlkfUIoI88RssIaysxqZ8OI14jVSvIagzw9kGcdQnxQYyaixkUefcfNQqiZ8PuVf7Aj5pCVUls0LLO79YZCQblLVb9Q0/9VX/ALsR201rt5jd8/oeIDn4UomZptSZJP6PcOIt6s/I901Tve9w65rQtA9KG4blWdcbc7wwtfi+EeWzFW3cjkWfGaRHXzoXrASTCeRKprZtuuaDHoM+ka9ZrHP0l1tuESUKw2nwfOPWhO+PWAeuN5aLQekMmMG4ZbzjkPd4SixkeewnD2osYNYDknqj/wCvzuBH4KVq0fCO6Wo9efeIVt6c692rrha3ed3Ttz/QbE1qMm20ayAbm5y8Ama8l85jOvk5SIINGsjPeY1eQDdxatHN5DDTzpGWkywMSS0x9ThhGNp9bk9BAPSIufBDQySojSkiWR9ScGDXrRrQNSMz6cQEcXPsVsqt1wq0iO5BkkvWtEZeltQkOIw3GjNsI8CG9A3dLqYxu96lBAFCMsCq/bHXrvelNn5QuX5+cWlJB+8Vt7aEEiqdBqGOBtuM/wBo2HvYzVHREuNMhaWUrW0ksnj4/wC4WCSjWvQR8EimlkRFL2N3lJjrNMyBJgvt4P2N4sWZ2L3Ud3WBCq7ue8NluXfrtgOvwaF9REfazoipVk0y4kkrfU6RpkGgvvCxLK5DLKXFPKbJtBZWtZiJdsm1Skv7N6tAobBVbvKO6yHTLkYwA6zZISKJYUOmyqgTm4LLSzP2PGOJ2gbcKNS5Ko9IY+VlN5bXu+VKBA8K667OSzJmVV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</binary>
</FictionBook>