Beata pyta: Czy wzrost cen sprzedaży mięsa na światowych rynkach (Raport FAO z czerwca 2021 r.) będzie sprzyjał rozwojowi produkcji świń?
Po znacznym spadku cen skupu świń w Polsce na przełomie 2020/21 r. i niewielkim wzroście w marcu i na przełomie maja/czerwca br. ceny skupu w drugiej połowie czerwca ponownie obniżyły się, zbliżając się do średniej ceny wytyczonej cenami skupu świń w okresie ostatnich 6 lat (2015-2021). Sytuacja ta nie spowodowała zachwytu u polskich producentów trzody chlewnej, ponieważ w pierwszych miesiącach 2021 r. znacząco wzrosły koszty produkcji (wyższe ceny zakupu zbóż i śruty sojowej, a w efekcie także gotowych pasz pełnoporcjowych i uzupełniających), przyczyniając się do dalszego pogorszenia opłacalności produkcji świń.
Tymczasem wg danych FAO, na świecie rośnie produkcja mięsa, głównie drobiowego i wołowiny, znacznie mniej wieprzowiny. W 2021 r. wzrost ten może wynieść 2,2%, osiągając poziom 346 mln ton. Wzrost produkcji mięsa obserwuje się nie tylko w Chinach (wieprzowina i drób), ale także w Brazylii, Wietnamie, USA i UE (głównie drób); natomiast produkcja mięsa prawdopodobnie spadnie w Australii, Argentynie i na Filipinach.
Zwiększeniu produkcji sprzyja wzrost indeksu cen sprzedaży mięsa na świecie w porównaniu do cen z lat 2014-2016, które w raporcie FAO przyjęto jako 100 (wykres 1). Jak widać, po wzroście cen w 2019 r. w II połowie 2020 r. z powodu pandemii COVID-19 nastąpił wyraźny spadek cen o ponad 10% (w porównaniu r/r), ale począwszy od początku 2021 r. światowe ceny sprzedaży mięsa znowu wyraźnie pną się do góry (wzrost prawie o 8% w porównaniu r/r).
Wg ekspertów FAO światowy handel mięsem w 2021 r. nie ulegnie znaczącym zmianom i wyniesie – podobnie jak w 2020 r. – ok. 42 mln ton, przy czym przewiduje się wzrost sprzedaży mięsa drobiowego i wołowiny przy jednoczesnym spadku sprzedaży wieprzowiny. Wprawdzie nadal główną siłą napędową światowego handlu wieprzowiną będzie popyt w Chinach, ale prawdopodobnie import w 2021 r. będzie mniejszy i może wynieść 3,5 mln ton wieprzowiny wobec importu ponad 5 mln ton w 2020 r. Niestety, rosnące w pierwszych miesiącach 2021 r. zapasy wieprzowiny w chińskich chłodniach (nadmierny import w 2020 r., wzrost produkcji krajowej oraz sezonowo mniejsze zakupy) spowodowały spadek cen skupu świń w Chinach o ponad 11%, a chiński rząd został zmuszony do podjęcia działań stabilizujących wewnętrzny rynek wieprzowiny.
Bardzo interesującą ilustracją potencjalnego wzrostu krajowej produkcji świń w Chinach w 2021 r. jest znaczący wzrost pogłowia loch wstawionych w chińskich fermach w 2020 r. (Tabela 1). Warto podkreślić, że w tym samym czasie w Brazylii, USA czy UE nie zwiększyło się pogłowie loch, a niekiedy nawet uległo zmniejszeniu. Jak widać, produkcja wieprzowiny na świecie – poza Chinami – raczej pozostanie na podobnym, stałym poziomie, a w niektórych krajach nawet spadnie.
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)
Wykres 1. Światowy indeks cen sprzedaży mięsa ogółem w latach 2019-2021; średnie ceny w latach 2014-2016 przyjęto za 100; J = January (Styczeń), F = February (Luty), M = March (Marzec) itd. = nazwy miesięcy w j. angielskim (wg: Raport FAO z 10 czerwca 2021 r.)
Tabela 1. Wzrost pogłowia loch w 2020 r. w fermach dostarczających świnie do największych producentów wieprzowiny na świecie (za: PIG PROGRESS, 18.06.2021 r.)
Producent wieprzowiny (kraj)
|
Liczba loch w fermach dostarczających żywiec do firmy (w tys. szt.)
|
Różnica 2020 vs 2019 (w %)
|
2019
|
2020
|
Muyuan Foodstuff (Chiny)
|
1283,2
|
2624,0
|
104,5
|
Wens Group (Chiny)
|
1300,0
|
1800,0
|
38,5
|
Smithfield Foods/WH Group (USA, Chiny)
|
1240,0
|
1225,0
|
-1,2
|
Zhengbang Group (Chiny)
|
500,0
|
1200,0
|
140,0
|
New Hope Group (Chiny)
|
500,0
|
1200,0
|
140,0
|
Charoen Pokphand Foods (Tajlandia)
|
1150,0
|
1180,0
|
2,6
|
Techbank Food (Chiny)
|
200,0
|
500,0
|
150,0
|
Brasil Foods (Brazylia)
|
385,0
|
385,0
|
0,0
|
Cooperl (Francja)
|
245,0
|
245,0
|
0,0
|
Vall Companys Group (Hiszpania)
|
213,0
|
213,0
|
0,0
|
Opr.: ACONAR