Speciali 23-iojo Lietuvos ekonomikos tyrimo tema, skirta Lietuvos valiutų valdybos modelio 15 metų jubiliejui (2009 kovo 3 d.)
Teoriniai valiutų valdybos aspektai
Valiutų valdyba yra sistema, kuomet šalyje vietinė valiuta emituojama ją visiškai padengus rezervine valiuta, prireikus vietinę valiutą galima fiksuotu kursu laisvai konvertuoti į rezervinę valiutą. Rezervinė valiuta – tai konvertuojamoji užsienio valiuta arba pasirinkta stabilios vertės prekė, pvz., auksas.
Pagrindinis valiutų valdybos bruožas – šimtaprocentinis vietinės valiutos padengimas fiksuotu kursu rezervine valiuta. Valiutų valdyba privalo laikyti 100 proc. ar net daugiau rezervinės valiutos savo įsipareigojimams padengti. Valiutų valdybos šalies valiuta yra visiškai konvertuojama: kiekvienas turintis rezervinės valiutos gali ją fiksuotu kursu ir neribotu kiekiu keisti į vietinę valiutą ir atvirkščiai. Tai skiriasi nuo tipinės centrinio banko sistemos, kuomet centrinio banko išleista valiuta pagal jos kursą nėra padengta šimtaprocentiniais užsienio valiutos rezervais.
Valiutų valdyba, skirtingai nei tipinis centrinis bankas, neleidžia pinigų politiką vykdančioms valdžios institucijoms imtis vadinamojo nematomo apmokestinimo būdo, kuomet centrinis bankas turi teisę spausdinti nepadengtus pinigus taip sukeldamas infliaciją, kainų augimą, nuskurdindamas visus pinigų turėtojus bei sąlygodamas verslo ciklus. Šis valiutos stabilumo saugiklis, apribojantis pinigų emisiją, kyla iš valiutų valdybos įsipareigojimo laikyti šimtaprocentines rezervinės valiutos atsargas. Valiutų valdybos atveju, pinigų masė apyvartoje priklauso ne nuo politinio sprendimo, o keičiamų litų į eurus ir eurų į litus balanso.
Kitas svarbus valiutų valdybos bruožas yra fiksuotas vietinės ir rezervinės valiutos keitimo kursas. Keitimo kursas yra ilgalaikis, valiutų valdybos modelis numato, jog jis neturėtų būti keičiamas. Tuo tarpu tipinis centrinis bankas gali palaikyti tik nustatomą arba plaukiojantį valiutos kursą. Nustatomas valiutos kursas gali nekisti tik tam tikrą laikotarpį, kadangi centrinio banko užsienio valiutos rezervai yra nepakankami, jog išlaikytų ilgalaikį fiksuotą valiutos kursą. Nekintamas kursas nėra įtvirtinamas įstatyme ir gali būti pakeistas centriniam bankui ar kitoms valdžios institucijoms panorėjus. Fiksuotas valiutos kursas valiutų valdyboje stiprina vietinės valiutos patikimumą, leidžia daug lengviau planuoti veiklą, susijusią su valiutų konvertavimu.
Taigi, pagrindiniai valiutų valdybos sistemos bruožai yra visiškas valiutos padengimas rezervine valiuta bei fiksuotas vietinės ir rezervinės valiutos kursas. Šie bruožai nulemia, jog valiutų valdybos sistema užtikrina visišką valiutos konvertuojamumą, panaikina galimybę spausdinti nepadengtus pinigus, apsaugo šalies valiutą nuo diskrecinės centrinio banko pinigų politikos ir yra stabilesnė ir patikimesnė nei tipinio centrinio banko sistema.
Lietuvos ekonomika iki valiutų valdybos
1994 m., kuomet Lietuvoje buvo diegiamas valiutų valdybos modelis, Lietuvos ekonominė situacija buvo sudėtinga. Buvo fiksuojamas smarkus BVP kritimas, kuris, Statistikos departamento duomenimis, 1993 m. ir 1994 m. siekė atitinkamai 16 ir 10 proc. Smarkūs valiutos kurso svyravimai bei milžiniškas kainų augimas dar labiau smukdė Lietuvos ūkį, trukdė jam atsigauti.
Tuometinę Lietuvos ekonomikos situaciją prieš penkerius metus interviu LLRI tuometinis ministras pirmininkas Adolfas Šleževičius apibūdino taip:
„1993 m. pradžioje pradėjusi veiklą, šeštoji Vyriausybė gavo ypač liūdną ekonominį palikimą. Tais metais vidutinis atlyginimas Lietuvoje nacionaline valiuta siekė 27, o vidutinė pensija – 9 JAV dolerius. Ir šios mažos pajamos kiekvieną dieną smarkiai nuvertėdavo, nes šalyje siautėjo hiperinfliacija, 1992 m. sudariusi net 1263 proc.! <…>
Beveik 100 mln. JAV dolerių sudarė mūsų valstybės įsiskolinimas Rusijos kompanijoms už dujas ir atominį kurą. Menkai šildomuose butuose nebuvo karšto vandens, degalinėse – naftos, o parduotuvėse – maisto produktų. Visuomenėje tvyrojo didžiulė socialinė įtampa ir susipriešinimas. Beveik kasdien prie Vyriausybės rūmų būdavo organizuojami piketai ar kitokios nepaklusnumo akcijos. Politiniai oponentai siekė bet kokia kaina sutrikdyti mūsų vykdomas ekonomikos reformas. Taigi įvairaus tipo ekonominėms spekuliacijoms ir visuomenės gąsdinimams dirva tuo metu buvo itin palanki. O valiutų valdybos diegimo istorija tada dar net nebuvo prasidėjusi. <…>
Buvo sudarytos trapios prielaidos ekonomikos augimui. Tačiau pinigų politikos srityje tuo metu verslui ir gyventojams dar buvo likę labai daug suvaržymų. Įmonėms kildavo didžiulių sunkumų norint parduoti ar nusipirkti užsienio valiuta. Jos kursas lito atžvilgiu smarkiai svyravo. <…> Pramonininkų konfederacijos skaičiavimais, dėl lito ir užsienio valiutos santykio svyravimų, pramonės įmonės vien per 1993 m. prarado apie 350-400 mln. litų pelno. Tuometinės Lietuvos ekonomikos sąlygomis tokie praradimai buvo ypač skausmingi. <…>
Besitęsiantis nacionalinės valiutos nestabilumas tik dar labiau sustiprino Vyriausybės poziciją dėl to, jog mūsų šalyje būtina įdiegti valiutų valdybos modelį. Tapo visiškai akivaizdu, kad tik nepriklausomai nuo subjektyvių Lietuvos banko vadovų arba politikų įtakos funkcionuojanti pinigų politika galėjo užtikrinti taip ekonomikai ir Lietuvos žmonėms reikalingą nacionalinės valiutos stabilumą.“
Valiutų valdyba Lietuvoje
Po karštų ir ilgų diskusijų valdžios ir verslo sluoksniuose 1994 m. balandžio 1 d. įsigaliojo lito patikimumo įstatymas, kuris susiejo nacionalinę valiutą litą su rezervine valiuta fiksuotu kursu – iš pradžių su JAV doleriu, o nuo 2002 m. vasario 2 d. – euru. Valiutų valdybos įvedimas buvo pati ilgaamžiškiausia ir sklandžiausia reforma. Pasipriešinimas valiutų valdybai buvo milžiniškas. Ji netiko politikams, nes tokia sistema atspari politinėms įtakoms. Valiutų valdyba netiko ir akademikams, nes sistema veikia automatiškai, be aktyvios politikos priemonių, todėl vykdyti „moksliniams“ pinigų politikos eksperimentams čia neliko vietos. Valiutų valdyba taip pat buvo kritikuojama už tai, kad pasaulyje ji sutinkama kur kas rečiau nei klasikinis aktyvus centrinis bankas.
Taigi, nors valiutų valdyba buvo kritikuojama dėl nelankstumo, ją įvedus Lietuvos pinigų sistema tapo skaidresnė ir patikimesnė, o rezultatai akivaizdūs: per pirmuosius šešis valiutų valdybos gyvavimo mėnesius paskolų palūkanos nukrito dvigubai, o triženklį skaičių siekusi infliacija ėmė sparčiai ristis žemyn. Valiutų valdyba apsaugojo pinigus nuo politinės įtakos, suteikė žmonėms ir įmonėms galimybę prognozuoti savo ekonominius veiksmus, įkvėpė pasitikėjimo litu.
Valiutų valdybai buvo prognozuojama greita baigtis, tačiau ji atlaikė bankų, Azijos bei Rusijos krizes, ne vieną verslo bendruomenės ir valdžios mėginimą atsisakyti šio pinigų politikos modelio, kurio svarba jaučiama ir šiandien. Apie valiutų valdybos svarbą Lietuvoje 2009 m. kovo mėnesį interviu Lietuvos laisvosios rinkos institutui duodamas vienas iš valiutų valdybos modelio autorių Lietuvoje, ekonomikos profesorius Steve H. Hanke sakė:
„Šiuo metu visos šalys išgyvena sunkumus dėl pasaulio ekonomikos krizės. Lietuvoje šiuos sunkumus švelnina valiutų valdybos sistema. Trumpai tariant, reikalai būtų kur kas prastesni, jei Lietuva turėtų bet kurį kitą valiutos kurso režimą – nebent būtų tapusi Europos pinigų sąjungos nare.“
Valiutų valdyba ir ekonomikos sunkumai
Prastėjant ekonominei situacijai vis dažniau diskutuojama apie lito patikimumą, jo pririšimą prie euro, valiutų valdybą Lietuvoje. Lito ir euro atžvilgiu nuvertėjusios kai kurių aplinkinių šalių valiutos, kalbos apie nuvertėjusį litą ir galimą jo devalvavimą kelia valiutų valdybos modelio gyvybingumo klausimą. Ar valiutų valdyba pajėgi išlaikyti stabilią valiutą šiandienos ekonomikos nuosmukio situacijoje?
1.1 grafikas
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Diskusijose kartais išsakomos tam tikros abejonės valiutų valdybos ar lito stabilumo tema. Pirma to priežastis – lito ir euro atžvilgiu per pastarąjį pusmetį smarkiai nuvertėjo kai kurių aplinkinių valstybių valiutos. Nuo praeitų metų rudens iki šių metų gegužės pradžios Rusijos ir Baltarusijos rublis lito ir euro atžvilgiu nukrito apie 17 proc., Lenkijos zlotas – 24 proc., Ukrainos grivina – net 36 proc. Šių šalių valiutų nuvertėjimo klausimas Lietuvai yra svarbus, kadangi į šias šalis keliauja didelė dalis Lietuvos eksporto (2008 m. – 30 proc.).
Kita priežastis – didesnis kainų augimas Lietuvoje. Pvz., kovo mėnesį euro zonos šalyse metinė infliacija siekė 0,6 proc., Lietuvoje – 7,4 proc. Didesnė infliacija nei euro zonos šalyse Lietuvoje buvo per visą Lietuvos ekonomikos pakilimo laikotarpį nuo pat Rusijos krizės. Dažnai išsakomas argumentas, kad Lietuvoje greičiau nei euro zonos valstybėse augančios kainos yra lito nuvertėjimo priežastis, ir jog dabartinis fiksuotas lito ir euro keitimo kursas nebeatspindi realaus lito kurso.
Šis požiūris grindžiamas prielaida, jog valiutos kursas rinkoje yra matematiškai suskaičiuojamas dydis, o ne pasiūlos ir paklausos rezultatas. Susiejant litą su JAV doleriu bei persiejant jį prie euro, lito kursas buvo nustatytas rinkoje pagal tuo metu buvusį rinkos kursą, kurį lėmė litų kiekis.
Kartais išsakomas argumentas, kad fiksuotas lito ir euro kursas parodo, jog litas yra pervertintas arba nuvertintas euro atžvilgiu, kadangi rinkos kursas nuolat kinta, o fiksuotas kursas išlieka pastovus. Taip ir yra šalyse, kurių valiutų kursai yra fiksuoti, tačiau kuriose nėra valiutų valdybos modelio. Esant valiutų valdybai ir fiksuotu kursu tarp vietinės ir rezervinės valiutos įvedant modelį pasirinkus rinkos kursą (taip buvo padaryta ir Lietuvoje, kuomet 2002 m. vasario 2 d. litas susietas su euru), vietinė valiuta negali nuvertėti ar pervertėti rezervinės valiutos atžvilgiu. Litas valiutų valdybos modelyje yra apibrėžiamas kaip tam tikras kiekis eurų, o visi litai apyvartoje padengiami eurais. Galima sakyti, jog Lietuvoje, įvedus valiutų valdybos modelį ir susiejus litą su euru, euras pradėjo cirkuliuoti, tik kita išraiška. Litas tapo Lietuvos banko įsipareigojimu iškeisti jį į atitinkamą kiekį eurų. Ir kadangi euras negali nuvertėti euro atžvilgiu, taip ir litas, po valiutų valdybos modelio įgyvendinimo, negali nuvertėti euro atžvilgiu.
Būtent todėl mažesnė euro zonos šalių infliacija nei Lietuvoje arba kaimyninių šalių valiutų nuvertėjimas nėra lito nuvertėjimo euro atžvilgiu įrodymas. Juk vienoje euro zonos valstybėje cirkuliuojantys eurai dėl aukštesnio kainų augimo negali nuvertėti kitoje valstybėje cirkuliuojančių eurų atžvilgiu. Taip pat, vienos euro zonos šalies kaimynių valiutų devalvavimas nepadaro šioje valstybėje cirkuliuojančio euro mažiau vertingu nei kitų valstybių euro.
Todėl dabartinis lito ir euro kurso keitimas būtų ne tikrojo lito ir euro kurso atstatymas, o dirbtinis, objektyviais kriterijais nepagrįstas lito nuvertinimas. Šis žingsnis turėtų būti kildinamas ne iš valiutų valdybos modelio negyvybingumo ar nesugebėjimo išlaikyti stabilios valiutos, tačiau diskrecinės ekonominės politikos.
Valiutų valdybos modelyje prisitaikymas prie besikeičiančios ekonominės situacijos vyksta ne per valiutos devalvavimą, o kainų mažėjimą. Atsiradę skirtingi kainų lygiai Lietuvoje ir kitose šalyse eliminuojami šioms šalims laisvai prekiaujant tarpusavyje. Santykinis prekių užsienyje atpigimas suteikia galimybę įsivežti pigesnių prekių į Lietuvą. Kainų mažėjimas tampa pagrindiniu valiutos kurso prisitaikymo prie kintančios ekonominės situacijos būdu. Todėl pagrindinė lito nestabilumo ir valiutų valdybos grėsmė, kurios privalu vengti, yra dirbtinis kainų palaikymas, kainų lankstumo ribojimas, neleidimas ekonomikai susitraukti ir prisitaikyti.