Bernard pyta: Czy w sytuacji wysokich cen pasz można zoptymalizować koszty żywienia tuczników, a tym samym wpłynąć na wysokość marży ze sprzedanych świń?
Producenci tuczników są zainteresowani zastosowaniem takich technologii, które pozwalają uzyskać maksymalną wielkość marży, czyli – najprościej mówiąc – różnicę między kosztem wyprodukowania tucznika a ceną jego sprzedaży. Ponieważ największy udział w kosztach produkcji świń ma pasza (ok. 65-70% kosztów ogółem), nic dziwnego, że uwaga każdego producenta świń skupia się przede wszystkim na kosztach zakupu paszy. Chce on kupić jak najtaniej taką paszę, która pozwoli wytuczyć najcięższe świnie w możliwie najkrótszym czasie przy jak najniższym zużyciu skarmianej paszy w przeliczeniu na jednostkę przyrostu masy ciała tuczników.
W ostatnich latach specjaliści w zakresie żywienia świń zaproponowali system żywienia precyzyjnego, bardziej dostosowanego do indywidualnych potrzeb tuczników, głównie w celu uzyskania większej marży produkcyjnej poprzez zwiększenie wydajności tuczu przy lepszym wykorzystaniu skarmianej paszy. Inaczej mówiąc, precyzyjne żywienie polega na dostosowaniu wartości pokarmowej (receptury) skarmianej paszy do indywidualnych potrzeb żywieniowych tucznika w danym rzeczywistym czasie jego tuczu.
Ponieważ żywienie pojedynczych tuczników zgodnie z ich potrzebami jest praktycznie niewykonalne w chowie fermowym, zaproponowano, by nowe rozwiązanie zastosowa
w tuczu dwóch (czasem trzech) wyodrębnionych grup warchlaków, podzielonych wg ich masy ciała na początku tuczu. Najprościej mówiąc, wszystkie warchlaki o masie ciała 25-35 kg należy podzielić np. na dwie grupy: lżejsze (mniej więcej 1/3 obsady) i cięższe (pozostałe 2/3 obsady).
Zaobserwowano, że karmienie wszystkich tuczników w pierwszej fazie tuczu (do 70 kg masy ciała) jednym rodzajem paszy powoduje, że lżejsze tuczniki rosną wolniej i gorzej wykorzystują zjadaną pasze, natomiast cięższe rosną znacznie szybciej i lepiej wykorzystują zjadaną paszę. Różnice te utrzymują się do końca tuczu. Fakt ten jest źródłem wielu kłopotów, zwłaszcza w fermach prowadzących tucz w systemie „all in/all out”, ponieważ jakaś część tuczników nie osiąga wagi ubojowej w tym samym czasie, co tuczniki cięższe, i nie nadaje się do sprzedaży. Chcąc mimo to uzyskać oczekiwaną marżę trzeba ich tucz wydłużyć.
W przeprowadzonych doświadczeniach wykazano, że istotny wpływ na tempo wzrostu tuczników w pierwszej fazie tuczu i stopień wykorzystania zjadanej przez nie paszy ma stosunek zawartości lizyny strawnej jelitowo (SID Liz) w paszy do wartości energetycznej netto (NE) tej paszy. Większa zawartość.
lizyny w paszy przy tym samym poziomie energii netto może przyspieszać tempo wzrostu tuczników, ale w różnym stopniu w zależności od początkowej masy ciała warchlaków. Oczywiście, zwiększenie zawartości lizyny w paszy powoduje wzrost jej ceny.
Cięższe warchlaki rosną szybciej i lepiej wykorzystują skarmianą paszę przy zwiększaniu zawartości lizyny w paszy do 4,0 g Liz/Mcal (ok. 1,0% Liz/kg paszy). Wyższy udział lizyny już nie zwiększa tempa wzrostu cięższych warchlaków, przez co rosną koszty żywienia i spada wielkość marży (wykres 1).
Natomiast zwiększanie udziału lizyny powyżej 4,0 g Liz/Mcal (więcej niż 1,0% Liz/kg paszy) w paszy dla warchlaków lżejszych może być opłacalne w pierwszym okresie tuczu. Lżejsze warchlaki rosną wtedy szybciej i lepiej wykorzystują zjadaną paszę, co pozwala uzyskać większą marżę.
Wynika z tego, że chcąc uzyskać większą marżę z tuczu świń warto na początku tuczu podzielić warchlaki na dwie grupy wg masy ciała i każdą z tych grup karmić nieco inną paszą o różnej wartości pokarmowej przeznaczając paszę z większym udziałem lizyny strawnej (przy danej wartości energetycznej paszy) dla warchlaków lżejszych.
![](data:image/png;base64,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)
Opr.: ACONAR
Wykres 1. Wielkość marży (w €/tucznika) uzyskanej w okresie tuczu (do 70 kg) większych, średnich i mniejszych warchlaków karmionych paszami o różnym udziale lizyny strawnej SID Lys (w g) w stosunku do zawartości energii netto NE (Mcal) w paszy (za: 3trzy3.pl)