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DM TMS Brokers: Wydarzenia weekendu dyktują nastroje

źródło: Szymon Zajkowski Departament Analiz DM TMS Brokers S.A.

  • Opublikowano: 14 kwietnia 2014, 11:54

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Po wydarzeniach z weekendu wiele rynków poniedziałkowe notowania rozpoczęło od luki. Kurs EUR/USD znajduje się ok. 50 pipsów niżej niż w piątek (1,3840). Od rana wyraźnie osłabia się polska waluta. Kurs EUR/PLN wzrasta do 4,19, a USD/PLN powyżej 3,025.

Dziś z ważniejszych danych makro poznamy dynamikę sprzedaży detalicznej w USA (14:30). Sentyment na rynkach finansowych powinien jednak pozostać pod wpływem słów Mario Draghiego na spotkaniu bankierów centralnych w Waszyngtonie oraz rozwoju sytuacji na Ukrainie. Prezes ECB powiedział bowiem, że w sytuacji dalszego wzrostu wartości wspólnej waluty, Bank może ponownie poluzować politykę pieniężną. Słowa te potwierdzają to o czym wielokrotnie pisaliśmy, czyli w sytuacji utrzymywania bardzo gołębiego stanowiska przez ECB i wysokiego prawdopodobieństwa dalszego luzowania monetarnego, kurs EUR/USD nie ma szans na trwały wzrosty powyżej ostatnich, wielomiesięcznych maksimów. Do spadków EUR/USD przyczynia się również umocnienie dolara związane ze wzrostem awersji do ryzyka jaki wywołuje ponowne zaostrzenie konfliktu na Ukrainie. Wczoraj bowiem doszło do starć między Ukraińcami a pro-Rosyjskimi separatystami, w których śmierć poniosło kilka osób. Rząd Ukrainy poinformował, że planuje wysłać wojska na wschodnie rejony kraju. Dalsza eskalacja konfliktu skutkować powinna spadkiem apetytu na ryzyko, a co za tym idzie zniżkami na giełdach oraz wzrostem wartości walut uznawanych za relatywnie bezpieczne, jak amerykański dolar, japoński jen czy frank szwajcarski. Dziś w sprawie Ukrainy w Brukseli spotykają się ministrowie spraw zagranicznych Unii Europejskiej.

Polska: przygotowania do niekonwencjonalnej polityki

W Waszyngtonie głos zabrał również prezes NBP Marek Belka. Powiedział on, że władze monetarne przygotowują się (ale nie planują) do prowadzenia niekonwencjonalnej polityki pieniężnej. Miałaby to być odpowiedź na ewentualny skok zmienności na rynkach finansowych oraz uporczywie niską inflację oraz wzrost gospodarczy. Uważamy jednak, że poza interwencjami na rynku walutowym w sytuacji dynamicznego osłabienia złotego, w najbliższych miesiącach za wcześnie jest by NBP zdecydował się na inne niekonwencjonalne działania. Sądzimy ponadto, że w najbliższych tygodniach złoty pozostanie pod wpływem czynników zewnętrznych i notowań eurodolara. Wraz ze spadkami EUR/USD, oczekujemy osłabienia złotego wobec dolara do 3,07 na koniec kwietnia. Kurs EUR/PLN natomiast powinien pozostać stabilny w okolicy obecnego poziomu 4,19.

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Zapraszamy do komentowania artykułów w mediach społecznościowych