2016 Denemarken Fleckvieh /Montbéliarde
Op veel grote melkveebedrijven worden de Holsteins ingekruist om de economische resultaten te verbeteren. Zo ook in Denemarken. De Deense melkveehouderij is vergelijkbaar met Nederland. Wel zijn de bedrijven gemiddeld 2x zo groot en ligt de gemiddelde productie 1500 kg hoger dan in Nederland. Van de rassen die gebruikt worden om te kruisen zijn voor dit onderzoek de G1 dieren van Fleckvieh en Montbéliarde gevolgd. De data zijn verzameld vanaf 2008. De kruislingen zijn allemaal geboren uit Holstein koeien. In de data zitten 600 Montbéliarde en 2500 Fleckvieh kruisingen.
Onafhankelijk onderzoek
Het onderzoek is uitgevoerd door Lydia Henriette Lauridsen verbonden aan de Aarhus Universiteit, Anders Fogh van Seges ( Seges is een onafhankelijk Deens onderzoeks- en adviescentrum ten behoeve van de Deense agrarische sector) en Torben Norremark van VikingDanmark.
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)
Tabel 1. Welke stieren hebben veel dochters geleverd?
Fleckvieh: |
Montbéliarde: |
BFG Engadin |
Redon |
BFG Waterberg |
Urbaniste |
Vanstein |
Sir |
Imposium |
Brink |
Weinold |
Triomphe |
Vandor |
Pernan |
BFG Enrico |
Papayou |
Bij K&L is de volledige lijst met stieren die dochters hebben geleverd beschikbaar.
Tabel 2. Productievergelijiking in KG melk van Montbéliarde x Holstein (MH) en Fleckvieh x Holstein (FH) t.o.v zuivere Holsteins (HH).
|
MH |
FH |
KG melk productie, 1e lactatie |
+106 |
-343 |
KG vet en eiwit productie, 1e lactatie |
+15 |
-11 |
KG melk productie, 2e lactatie |
-4 |
-625 |
KG vet en eiwit productie, 2e lactatie |
+3 |
-27 |
KG melk productie, 3e lactatie |
+16 |
-737 |
KG vet en eiwit productie, 3e lactatie |
+7 |
-34 |
Montbéliarde kruisingen superieur voor productie
De verwachting van de onderzoekers was dat de kruisingen minder melk zouden geven dan de zuivere Holsteins. De resultaten bevestigen dit vooroordeel niet. Dat wil zeggen, de Montbéliarde kruisingen produceren meer dan de zuivere Holsteins. De Fleckvieh kruisingen minder. De verschillen lopen in de derde lactatie op naar ongeveer 750 kg melk en 40 KG vet en eiwit per koe.
Vruchtbaarheid
Tabel 3. Het aantal dagen verschil in tussenkalftijd t.o.v. Holstein
|
MON x HF |
FLV x HF |
tussenkalftijd van 1e naar 2e lactatie |
-10 |
-19 |
tussenkalftijd van 2e naar 3e lactatie |
-16 |
-26 |
tussenkalftijd van 3e naar 4e lactatie |
-8 |
-36 |
Beide kruisingsgroepen zijn vruchtbaarder dan de zuivere Holsteins. De verschillen tussen Montbéliarde en Fleckvieh zijn deels te verklaren door de lagere producties van de Fleckvieh kruisingen.
Celgetal en uiergezondheid
Tabel 4. Het percentage dieren wat in de 1e en 2e lactatie behandeld werd t.o.v. Holstein en het celgetal per lactatie t.o.v. Holstein.
|
MON x HF |
FLV x HF |
Mastitis, 1e lactatie (per 100 koeien) |
1,6 % |
-0,8 % |
Mastitis 2e lactatie (per 100 koeien) |
-0,2 % |
-2,2 % |
Celgetal 1e lactatie |
-14000 |
-8000 |
Celgetal 2e lactatie |
-22000 |
-16000 |
Kruisingen hebben een lager celgetal dan zuivere dieren. Het aantal behandelingen voor uierontsteking is bij Fleckvieh lager dan bij Montbéliarde. Het aantal cellen in de melk is bij Montbéliarde weer beter.
Levensduur
Tabel 5. Hoeveel kruisingen beginnen aan de volgende lactatie t.o.v. Holsteins.
|
MON x HF |
FLV x HF |
Survival naar 2e lactatie |
+6,5 |
+2,5 |
Survival naar 3e lactatie |
+14,0 |
+9,8 |
Survival naar 4e lactatie |
+8,7 |
+9,9 |
Dat kruisingen een langere levensduur hebben dan zuivere dieren, hebben al meerdere studies aangetoond. Ook het Deense onderzoek bevestigt dit. Bovenstaande tabel laat zien hoeveel kruisingen t.o.v. zuivere Holstein dieren doorgaan naar de volgende lactatie. Bij deze cijfers gaat men uit van 100 dieren in de eerste lactatie. Ook de verschillen tussen Fleckvieh en Montbéliarde zijn opvallend. Beide groepen doen het veel beter dan de Holsteins. De Montbéliardes zijn superieur, van de 100 vaarzen worden er 32% meer 5e kalfs dan bij de Fleckvieh.
![](/cache/1c2x145_contents_images_40167-3109__Sir_Stemning1.jpg)
Montbéliarde x Holstein koe uit het Deense onderzoek, eigenaar Gert Glob Lassen