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(       4     R   inicio 6         3             4     S   01 el modelo NRC 1989 8     f3    (             4     T   02 requerimientos PMB &     f3    (       4     W   03 modelo de simulacin &     f3    (       4     Y   04 validacin del modelo &     f3    (       4     [   05 sincronizacin dietas &     f3    (       4     ]   06 la vaca lechera NRC 8     f3      ( f3   (       4     _   07 calibracin modelo &     f3    (       4     a   08 la formulacin NRC &     f3    (       4     c   09 el comportamiento &     f3    (       4        10 IEPM ensilaje maz &     f3    (       4        11 Indicadores IEPM &     f3    (       4  y      12 balance interactivo &     f3    (       4  1      13 Respuesta PMB $    f3   (  2      14 Respuesta FPCM $    f3   (  3      15 Respuesta $BN $    f3   (        16 IEPM > 0.900 $    f3   (        17 CONCLUSIONES &     f3    (       4  @     18 DISCUSIN $   f3   (     [email protected]         4   4    z  B 0   / 0     6 E  7 F  8 G                                P   z               P  P r e s e n t a c i n p e r s o n a l i z a d a 1    T  L 8 P r e s e n t a c i n p e r s o n a l i z a d a 1  |          `  `  ̙ 33 `  333 MMM `  ff3 33 3 f `  f `  f `  3 >  ? 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D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   # / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    7 B  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    7 B  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    7 B  D '    =  % ( '  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   ( / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    B O  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    B O  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    B O  D '    =  % ( ,  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   - / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    O [  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    O [  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    O [  D '    =  % ( 2  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   2 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    [  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    [  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    [  D '    =  % ( 8  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 1 + # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    +p  +0 +     +     +0 +     +     H         N   -K0          (             0   h[          ` W  <  $   D     0     V   6 ]             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  C *  A   v a c h e 9 9 9   ,  $   D   0    6 ,d             V p  ,  $   D    0 ]    En este proceso, la sntesis de la protena microbiana en el rumen provee ms del 50 por ciento de la protena metabolizable en el duodeno, suministrando toda la protena requerida para las vacas lecheras produciendo hasta 4500 KG de leche. N     g      g       g          B   k P P           @W   ,  $   D      0 $    El modelo NRC 1989 en base a informacin de calorimetra simula la fermentacin ruminal y predice los requerimientos de nutrientes y el pasaje de protena cruda y de aminocidos al duodeno de las vacas. "    g             6              W Y ,  $   D     0    BCP = 6.25 * (-30.93 + 11.45 * NEL) Sintesis Protena Microbiana Protena Metabolizable = Protena Microbiana + Protena No Degradable     '          < 8                L ,  $   D     0 R    Ecuaciones de Prediccin                C *  A   v a c h e 9 9 9  q B ,  $   D    0     C *  A   v a c h e 9 9 9  q B ,  $     0     C *  A   v a c h e 9 9 9   ,  $   D     0     C .  A   r a t o n p i n k i  Fp  ,  $   D    0 L    c $           t P      C 4  A   l e e j o o _ k o e _ 0 1  Dx  ,  $   D    0     # l         vd      @        ` M, ,  $   D      0 I    NRC VERSIN 1989                # l   h      vd      @        M  ,  $   D     0 J    MODELO DE SIMULACIN            H    0    ޽h      ?    ̙ 33   9  9  _ _ _ P P T 1 0 8 .  + 2 D47 '     = @B   D6 '    = @B  A    ? %, (   < +  O %, (   < +   D&6 '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % (   D3 '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '     =  -o 6   B d i s s o l v e  *< 3  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *     % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *     D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *     D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *     D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *     D# '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    DU '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D# '    =  % ( L  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( @  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   + / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( 4!  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   0 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( (#  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( 6  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( 8J  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ? / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (   +  +0 +     +     +0 +     +     +0 +     +     +0 +     +     +0 +     +     +0 +     +      +0 +     +      E         a   -K0        p  (             0   ̮          ` W  <  $   D     0     V   6 <             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  C *  A   v a c h e 9 9 9   ,  $   D   0    6 l             V p  ,  $   D    0 h    Complejas interrelaciones existen entre la protena y energa dietaria y la cantidad de protena que puede ser utilizada por las vacas lecheras, con ramificaciones sobre la eficiencia total de utilizacin del N en la lechera. d     g      g       g       g          B   @ P P           @W   ,  $   D      0 5    En lactancia temprana y antes que el mximo consumo sea alcanzado, las vacas lecheras de alta produccin (20 a 25 KG de leche por da) necesitan ms protena metabolizable que la sntesis microbial no les puede proveer. "    g            6              W Y ,  $   D     0    BCP = 6.25 * (-30.93 + 11.45 * NEL) Sintesis Protena Microbiana Protena Metabolizable = Protena Microbiana + Protena No Degradable     '          < @               P ,  $   D     0 P    Protena Metabolizable                C *  A   v a c h e 9 9 9  q B ,  $   D    0     C *  A   v a c h e 9 9 9  q B ,  $     0     C *  A   v a c h e 9 9 9   ,  $   D     0     C .  A   r a t o n p i n k i  Fp  ,  $   D    0 L    c $           t P      # l         vd      @        ` M, ,  $   D      0 I    NRC VERSIN 1989                # l         vd      @        M  ,  $   D      0 J    MODELO DE SIMULACIN            P    C (  A   R U M E N 0 2  Z  B    s *   ޽h      ?    ̙ 33  y6  q6  _ _ _ P P T 1 0 Q6 .  +  D4 '     = @B   D\4 '    = @B  A    ? %, (   < +  O %, (   < +   D3 '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *     % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *     D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *     D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *     D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *     D# '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    DU '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D# '    =  % ( X  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( L  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ' / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( @  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   , / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( 4!  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( 4  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( DH  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ; / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (   +  +0 +     +     +0 +     +     +0 +     +     +0 +     +     +0 +     +     +0 +     +      +0 +     +      E         N   -K0        K  (            0   x'          ` W  <  $   D     0  '   V   6 '             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  C *  A   v a c h e 9 9 9   ,  $   D    0    6 '             V p  ,  $   D    0 /    Evolucin de la produccin en la lactancia ...... Depresin del consumo en lactancia temprana Movilizacin reservas corporales de energa .... ~             g    $     g     g   $      B   $' P P           @W   ,  $   D      0 Y    El Modelo de Simulacin construido el ao 1986 en Lotus 123 en la Unidad de Computacin de la Sede Los Angeles de la Universidad de Concepcin, es constantemente perfeccionado en Excel sobre la versin NRC(1989) ... H         '    g           6   '           W Y ,  $   D     0    BCP = 6.25 * (-30.93 + 11.45 * NEL) Sintesis Protena Microbiana Protena Metabolizable = Protena Microbiana + Protena No Degradable     '          < +'                ,  $   D     0 H    Planilla Excel               C *  A   v a c h e 9 9 9  q B ,  $   D    0    C *  A   v a c h e 9 9 9  q B ,  $     0    C *  A   v a c h e 9 9 9   ,  $   D     0    C .  A   r a t o n p i n k i  Fp  ,  $   D     0 L   c $           t P      # l   0'      vd      @        ` M, ,  $   D      0 I    NRC VERSIN 1989                # l   4'      vd      @        M  ,  $   D     0 J    MODELO DE SIMULACIN            H    C  A   p c 1  <  H    0    ޽h      ?    ̙ 33  y6  q6  _ _ _ P P T 1 0 Q6 .  + p D4 '     = @B   D\4 '    = @B  A    ? %, (   < +  O %, (   < +   D3 '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *     % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *     D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *     D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *     D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *     DU '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D# '    =  % ( d  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D# '    =  % ( X  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( L  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ' / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( @  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   , / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( 4!  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D '    =  % ( 4  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( DH  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ; / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (   +  +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +      +0 +    ' +      F         N   -K0          (            0   W'          ` W  <  $   D     0  '   V   6 X'             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  C *  A   v a c h e 9 9 9   ,  $   D    0     6 _'             V p  ,  $   D    0 o    Fu presentado en el XIII Congreso Chileno de Medicina Veterinaria realizado en Valdivia (Chile) 4 al 6 de Noviembre del ao 2004. Resumen ampliado disponible en la WEB del Colegio Mdico Veterinario de Chile A.G z            g         g     g         B   j' P P           @W   ,  $   D      0 h    El Modelo de Simulacin predice la Produccin de Leche, la Concentracin de Materia Grasa, la Concentracin de Protena Verdadera y el Cambio de Peso Corporal (Movilizacin Reservas Corporales) de las Vacas Lecheras ... T           '    g           6   f'           W Y ,  $   D     0    BCP = 6.25 * (-30.93 + 11.45 * NEL) Sintesis Protena Microbiana Protena Metabolizable = Protena Microbiana + Protena No Degradable     '          < |'               < ,  $   D     0 K    Modelo Predictivo               C *  A   v a c h e 9 9 9  q B ,  $   D    0    C *  A   v a c h e 9 9 9  q B ,  $     0    C *  A   v a c h e 9 9 9   ,  $   D     0    C .  A   r a t o n p i n k i  Fp  ,  $   D     0 L   c $           t P      # l   ,'      vd      @        ` M, ,  $   D      0 I    NRC VERSIN 1989                # l   \'      vd      @        M  ,  $   D     0 J    MODELO DE SIMULACIN            T    S ,  A   ?  L O G O 0 1  ~0  H    0    ޽h      ?    ̙ 33  y6  q6  _ _ _ P P T 1 0 Q6 .  + p D4 '     = @B   D\4 '    = @B  A    ? %, (   < +  O %, (   < +   D3 '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *     % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *     D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *     D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *     D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *     DU '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D# '    =  % ( d  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D# '    =  % ( X  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( L  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ' / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( @  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   , / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( 4!  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D '    =  % ( 4  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( DH  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ; / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (   +  +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +      +0 +    ' +      F         N   -K0          (             0   Ь'          ` W  <  $   D     0  '   V   6 @'             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  C *  A   v a c h e 9 9 9   ,  $   D    0    6 '             V p  ,  $   D    0 6    E s t a c o m u n i c a c i n p r e s e n t a u n I n d i c a d o r d e l a E f i c i e n c i a d e l a P r o t e n a M e t a b o l i z a b l e d e l o s A l i m e n t o s p a r a s i n c r o n i z a r e l b a l a n c e n u t r i c i o n a l y e c o n m i c o d e r a c i o n e s d e  m n i m o c o s t o  e n u n m o d e l o d e s i m u l a c i n . d     g      g       g       g          B   d' P P           @W   ,  $   D      0 `    Las dietas deben ser balanceadas para optimizar el crecimiento microbiano mediante suplementacin de energa y PDR, mientrs la PNDR es digerida directamente por las vacas, manteniendo correcta la funcionalidad ruminal. L    g       '      g            6   '           W Y ,  $   D     0    BCP = 6.25 * (-30.93 + 11.45 * NEL) Sintesis Protena Microbiana Protena Metabolizable = Protena Microbiana + Protena No Degradable     '          < '               H ,  $   D     0 I    Sincronizacin                C *  A   v a c h e 9 9 9  q B ,  $   D    0     C *  A   v a c h e 9 9 9  q B ,  $     0     C *  A   v a c h e 9 9 9   ,  $   D     0     C .  A   r a t o n p i n k i  Fp  ,  $   D     0 L    c $           t P      # l   ,'      vd      @        ` M, ,  $   D      0 I    NRC VERSIN 1989                # l   '      vd      @        M  ,  $   D     0 J    MODELO DE SIMULACIN                C 0  A   s i n c r o n i z a r  ~0  ,  $    D    0 H    0    ޽h      ?    ̙ 33  y6  q6  _ _ _ P P T 1 0 Q6 .  + p D4 '     = @B   D\4 '    = @B  A    ? %, (   < +  O %, (   < +   D3 '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *     % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *     D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *     D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *     D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *     DU '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D# '    =  % ( d  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D# '    =  % ( X  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( L  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ' / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( @  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   , / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( 4!  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( 4  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( DH  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ; / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (   +  +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +     +0 +    ' +      +0 +    ' +      nx         N   -K0    0  $    (     $      $  0    ,          ` W  <  $   D     0  }      $ c :  A     ?  a n i m a l s 0 2 1  t P  L  $   D      0   B 0 V  $ 6 4,             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 $ C *  A   v a c h e 9 9 9   ,  $   D     0   $ 6 ,             V p  ,  $   D     0 ;    PESO corporal = 700 KG LECHE real = 40 KG Materia GRASA = 3.50 por ciento PROTENA lctea = 3.30 ciento CAMBIO de Peso = 0.385 KG PRECIO Leche = $ 200 kg FPCM v  !  !                         f3                  f3                  f3                  f3                  f3                  f3    $ B   < , P P           @W   ,  $   D      0 K    Para calibrar el sistema de indicadores se utilizaron datos del NRC(1989) para una vaca lechera madura de 700 KG produciendo 40 KG de leche con 3.5 por ciento de grasa: en mitad de lactancia ganando 0.385 KG de peso.                   $ 6   ,           W Y ,  $   D    0    BCP = 6.25 * (-30.93 + 11.45 * NEL) Sintesis Protena Microbiana Protena Metabolizable = Protena Microbiana + Protena No Degradable     '       4  $ < 3,                ,  $   D     0    DIA 150 de lactancia d              3       f3      3          $ C *  A   v a c h e 9 9 9  q B ,  $   D     0    $ C *  A   v a c h e 9 9 9   ,  $   D    0    $ # l   9,      vd      @        D P ,  $   D     0 B    DMI = 24.45 KG             $ # l   >,      vd      @         P ,  $   D     0 G    NELDMS = 1.651 MCAL             $ # l   A,      vd      @         P  ,  $   D     0 D    NEL = 40.38 MCAL             $ # l   ,F,      vd      @        W P#  ,  $   D      0 B    DIP = 2.431 KG             $ # l   xJ,      vd      @        PW  ,  $   D     0 B    BCP = 2.696 KG             $ # l   N,      vd      @        # P  ,  $   D      0 B    UIP = 1.340 KG             $ # l   S,      vd      @        P  ,  $   D      0 C    PMB = 4.036 KG             $ C *  A   v a c h e 9 9 9   ,  $   D     0    $ C .  A   r a t o n p i n k i  Fp  ,  $   D     0    $ # l   PX,      vd      @        M  ,  $   D      0 J    MODELO DE SIMULACIN               $ # l   \,      vd      @        t M@ ,  $   D      0 O    PREDICCIN REQUERIMIENTOS               $ C *  A   v a c h e 9 9 9   ,  $   D    0    $    3 H A 0 d      ޽h      ?  L a d r i l l o s e n h o r i z o n t a l   ̙ 33  ,_  $_  _ _ _ P P T 1 0 _ .  + 0% D[ '     = @B   D[ '    = @B  A    ? %, (   < +  O %, (   < +   DZ '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   $  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   $  D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   $  D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   $  D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( p  D' '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '     =  - 6   B# s t r i p s ( d o w n L e f t )  *< 3  < *  $  D# '    =  % ( d  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  $  D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  $  D? '    =  % ( X  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  $  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  $  D '    =  % ( ?  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   $ / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( M  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ) / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D" '    =  % ( O[  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( n  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   3 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( p  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   8 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( r  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   = / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( t  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   B / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( v  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   G / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( x  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   L / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( z  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   Q / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % (   DV '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '     =  - 6   B) r a n d o m b a r ( v e r t i c a l )  *< 3  < *  $  D" '    =  % (  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  $  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % (  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  $  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  $  D '    =  % (   Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   d / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (   +  +0 +  $  , +     +0 +  $  , +     +0 +  $  , +     +0 +  $  , +     +0 +  $  , +     +0 +  $  , +      +0 +  $  , +      +0 +  $  , +      +0 +  $  , +      +0 +  $  , +      +0 +  $  , +      +0 +  $  , +      +0 +  $  , +      +0 +  $  , +      f         N   -K0    P  0    (     0      0  0   ,          ` W  <  $   D     0  ,      0 c :  A     ?  a n i m a l s 0 2 1  t P  L  $   D     0   B 0 V  0 6 ,             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 0 C *  A   v a c h e 9 9 9   ,  $   D     0    0 B   Ц, P P           @W   ,  $   D      0 L    El potencial lechero, la composicin promedio de la leche y el cambio del score corporal de la vaca lechera se calibr hasta que el Modelo predijo el comportamiento soportado por la racin del NRC el da 150 de lactancia. "    g               0 6   x,      f3      Y ,  $   D     0     FPCM = leche standarizada 4.00 % materia grasa 3.30 % protena lctea FPCM = [ 0.337+ 0.116 Grasa (%) + 0.06 Protena (%) ] * Leche (KG/d)     '      4       0 < @,                ,  $   D     0 p    DIA 150 de lactancia @              f3          0 C *  A   v a c h e 9 9 9  q B ,  $   D     0    0 C *  A   v a c h e 9 9 9   ,  $   D     0    0 # l   ,      vd      @        B P ,  $   D      0 D    Leche = 40.00 KG             0 # l   L,      vd      @         P ,  $   D      0 C    Grasa = 3.500 %             0 # l   ,      vd      @         P  ,  $   D      0 F    Protena = 3.300 %             0 # l   ,      vd      @        W P#  ,  $   D       0 A    Peso = 700 KG             0 # l   ,      vd      @        PW  ,  $   D       0 C    FPCM = 37.64 KG             0 # l   ,      vd      @        # P  ,  $   D       0 E    Cambio = 0.385 KG             0 # l   ,      vd      @        P  ,  $   D       0 E    Ingreso = $ 7.528             0 C *  A   v a c h e 9 9 9   ,  $   D    0    0 C .  A   r a t o n p i n k i  Fp  ,  $   D     0    0 # l   ,      vd      @        M  ,  $   D      0 J    MODELO DE SIMULACIN               0 # l   ,      vd      @        t M@ ,  $   D      0 M    CALIBRACIN INTERACTIVA            (  0 < ,              V pp ,  $   D     0    POTENCIAL lechero = 12.177 KG N  !                  f3    &  0 < P,              V pl  ,  $   D    0   , Materia GRASA promedio = 3.3557 por ciento > - !              f3    (  0 < ,              ` V p,  ,  $   D    0   . PROTENA lctea promedio = 3.2728 por ciento > / !              f3      0 < \,              D V p  ,  $   D     0 }   # CONDICIN corporal = 3.000 puntos > $ !              f3      0 < ,               V p  ,  $   D     0    % CAMBIO de condicin = 0.5888 puntos > & !              f3      0 < ,              V p  ,  $   D     0 y    Duracin LACTANCIA = 305 das > !              f3    H   0 0    ޽h      ?    ̙ 33  j  j  _ _ _ P P T 1 0 j .  + |t( Df '     = @B   DBf '    = @B  A    ? %, (   < +  O %, (   < +   Dye '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  0  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  0  D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   0  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   0  D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   0  D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   0  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   0  D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  0  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  0  D '    =  % ( p  DC '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '     =  - 6   B# s t r i p s ( d o w n L e f t )  *< 3  < *  0  D# '    =  % ( d  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '    =  % ( X  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  0  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  0  D '    =  % ( L  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   $ / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  0  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  0  D? '    =  % ( @  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '    =  % ( &  DP '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   . / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '  K   =  - 6   B# s t r i p s ( d o w n L e f t )  *< 3  < *  0  D? '    =  % ( b*  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '    =  % ( 4  DN '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   7 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '  K   =  -} 6   B! s t r i p s ( u p R i g h t )  *< 3  < *  0  D? '    =  % ( r8  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '    =  % ( C  DN '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   @ / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '  K   =  -} 6   B! s t r i p s ( u p R i g h t )  *< 3  < *  0  D '    =  % ( G  DN '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   D / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '  K   =  -} 6   B! s t r i p s ( u p R i g h t )  *< 3  < *  0  D? '    =  % ( }K  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '    =  % ( S  DN '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   M / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '  K   =  -} 6   B! s t r i p s ( u p R i g h t )  *< 3  < *  0  D? '    =  % ( V  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D? '    =  % ( _  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '    =  % ( g  DN '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   [ / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '  K   =  -} 6   B! s t r i p s ( u p R i g h t )  *< 3  < *  0  D" '    =  % ( !k  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  0  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  0  DU '    =  % ( ~  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  0  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  0  D '    =  % (  DN '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   k / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '  K   =  -} 6   B! s t r i p s ( u p R i g h t )  *< 3  < *  0  D '    =  % (  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  0  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  0  D '    =  % ( ?  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   t / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  0  % (   +(  +0 +  0  / +     +0 +  0  / +     +0 +  0  / +      +0 +  0  / +     +0 +  0  / +      +0 +  0  / +      +0 +  0  / +      +0 +  0  / +      +0 +  0  / +      +0 +  0  / +      +0 +  0  / +      +0 +  0  / +      +0 +  0  / +      +0 +  0  / +     +0 +  0  / +     +0 +  0  / +     +0 +  0  / +     +0 +  0  / +     +0 +  0  / +     i         N   -K0 W  O p  <    (     <      <  0   =/          ` W  <  $   D     0  /      < c :  A     ?  a n i m a l s 0 2 1  t P  L  $   D      0   B 0 V  < 6 @/             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 < C *  A   v a c h e 9 9 9   ,  $   D    0 ]  < 6 K/             V p  ,  $   D     0     Corn Silage = 14.41 KG Alfalfa Hay = 9.11 KG Barley Grain = 7.48 KG Cottonseed Meal = 1.00 KG Cottonseeds w/lint = 3.63 KG Dicalcium Phosphatum = 0.041 KG   !                    f3           f3           f3            f3           f3           f3    < B   p`/ P P           @W   ,  $   D      0 .    L a r a c i n p u b l i c a d a p o r N R C ( 1 9 8 9 f u f o r m u l a d a e n u n m o d e l o d e  m n i m o c o s t o  e n p r o g r a m a c i n l i n e a l p a r a e l b a l a n c e d e l a e n e r g a n e t a , p r o t e n a c r u d a , c a l c i o y f s f o r o c o n s i d e r a n d o e l p r e c i o d e 9 d i f e r e n t e s i n g r e d i e n t e s .                   < 6   b/           W Y ,  $   D     0     Ingredientes Alfalfa hay Barley Grain Beet Pulp Corn Ears Corn Silage Cottonseed Meal Cottonseeds w/lint Oat Grain Soybean Meal 8    g      g          < < ,n/                ,  $   D     0 p    DIA 150 de lactancia @              f3          < C *  A   v a c h e 9 9 9  q B ,  $   D    0    < C *  A   v a c h e 9 9 9  q B ,  $     0    < # l   s/      vd      @        B P ,  $   D     0 J    Corn Silage = 14.25 KG             < # l   x/      vd      @         P ,  $   D     0 B    DMI = 23.78 KG             < # l   T|/      vd      @         P  ,  $   D     0 D    NEL = 40.38 MCAL             < # l   \/      vd      @        W P#  ,  $   D      0 B    DIP = 2.664 KG             < # l   0/      vd      @        PW  ,  $   D      0 B    BCP = 2.696 KG             < # l   ̇/      vd      @        # P  ,  $   D      0 B    UIP = 1.265 KG             < # l   /      vd      @        P  ,  $   D      0 C    PMB = 3.961 KG             < C *  A   v a c h e 9 9 9   ,  $   D     0    < C .  A   r a t o n p i n k i  Fp  ,  $   D     0    < # l   /      vd      @        M  ,  $   D     0 J    MODELO DE SIMULACIN               < # l   /      vd      @        t M@ ,  $   D      0 L    PREDICCIN DEL CONSUMO            H   < 0    ޽h      ?    ̙ 33  ;P  3P  _ _ _ P P T 1 0 P .  + pm DL '     = @B   DL '    = @B  A    ? %, (   < +  O %, (   < +   DK '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  <  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  <  D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   <  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   <  D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   <  D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   <  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   <  DU '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  <  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  <  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  <  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  <  D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  <  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  <  D '    =  % ( d  D' '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D '     =  - 6   B# s t r i p s ( d o w n L e f t )  *< 3  < *  <  D# '    =  % ( X  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  <  D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  <  D? '    =  % ( L  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  <  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  <  D '    =  % ( A  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   + / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  <  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  <  D '    =  % ( C  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   0 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  <  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  <  D" '    =  % ( E  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  <  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  <  D '    =  % ( [Y  D '    =A @B  B  B  B  0B  @ >    % (  E '    =4 B  ` B  P B  `B  ? < *     % (   : / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % ( +  D '    =  % ( 7_  D '    =A @B  B  B  B  0B  @ >    % (  E '    =4 B  ` B  P B  `B  ? < *     % (   = / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % ( +  D '    =  % ( c  D '    =A @B  B  B  B  0B  @ >    % (  E '    =4 B  ` B  P B  `B  ? < *     % (   @ / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % ( +  D '    =  % ( h  D '    =A @B  B  B  B  0B  @ >    % (  E '    =4 B  ` B  P B  `B  ? < *     % (   C / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % ( +  D '    =  % ( Gm  D '    =A @B  B  B  B  0B  @ >    % (  E '    =4 B  ` B  P B  `B  ? < *     % (   F / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % ( +  D '    =  % ( q  D '    =A @B  B  B  B  0B  @ >    % (  E '    =4 B  ` B  P B  `B  ? < *     % (   I / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % ( +  D '    =  % ( v  D '    =A @B  B  B  B  0B  @ >    % (  E '    =4 B  ` B  P B  `B  ? < *     % (   L / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % ( +  D '    =  % ( |  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  <  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  <  D '    =  % (  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   T / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  <  % (   +  +0 +  <  / +     +0 +  <  / +     +0 +  <  / +     +0 +  <  / +     +0 +  <  / +     +0 +  <  / +      +0 +  <  / +      +0 +  <  / +      +0 +  <  / +      +0 +  <  / +      +0 +  <  / +      +0 +  <  / +      +0 +  <  / +      +0 +  <  / +      {         N   -K0      H  U  (     H      H  0   /          ` W  <  $   D     0  /      H c :  A     ?  a n i m a l s 0 2 1  t P  L  $   D      0   B 0 V  H 6 /             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 H C *  A   v a c h e 9 9 9   ,  $   D     0 @  H 6 /             V p  ,  $   D     0     Corn Silage ad-libitum = 14.25 KG COSTO consumido = $ 3.267 DA NEL = 40.38 MCAL BCP = 2.696 KG UIP = 1.265 KG PMB = 3.961 KG  # !  b                    f3            f3           f3           f3           f3           f3    H B   \/ P P           @W   ,  $   D      0 J    El insuficiente aporte de UIP=1.265 KG determina un dficit de 0.070 KG de PMB no expresando el potencial de leche FPCM=37.64 KG pese a que el aporte de NEL=40.38 MCAL cubre el requerimiento de la vaca lechera NRC     '              H 6   /           W Y ,  $   D     0    El dficit de PMB=0.070 kg es corregido mediante suplementacin en base al sistema de indicadores de eficiencia de la protena metabolizable IEPM ... "    g          H < /                ,  $   D     0 p    DIA 150 de lactancia @              f3          H C *  A   v a c h e 9 9 9  q B ,  $   D    0    H C *  A   v a c h e 9 9 9   ,  $   D    0    H C *  A   v a c h e 9 9 9   ,  $   D     0    H C .  A   r a t o n p i n k i  Fp  ,  $   D     0    H # l   2      vd      @        M  ,  $   D      0 J    MODELO DE SIMULACIN               H # l   2      vd      @        t M@ ,  $   D      0 M    COMPORTAMIENTO PREDICHO               H # l   t 2      vd      @        B P ,  $   D      0 D    Leche = 39.44 KG             H # l   ,2      vd      @         P ,  $   D      0 C    Grasa = 3.395 %             H # l   2      vd      @         P  ,  $   D      0 F    Protena = 3.256 %             H # l   2      vd      @        PW  ,  $   D      0 C    FPCM = 36.52 KG             H # l   @2      vd      @        W P#  ,  $   D       0 E    Cambio = 0.376 KG             H # l   2      vd      @        # P  ,  $   D       0 E    Ingreso = $ 7.305             H # l   2      vd      @        P  ,  $   D       0 G    Beneficio = $ 4.038             H C *  A   v a c h e 9 9 9   ,  $   D    0 H   H 0    ޽h      ?    ̙ 33  }c  uc  _ _ _ P P T 1 0 Uc .  + tރ D` '     = @B   D_ '    = @B  A    ? %, (   < +  O %, (   < +   D_ '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   H  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   H  D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   H  D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   H  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   H  D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  H  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( p  D' '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '     =  - 6   B# s t r i p s ( d o w n L e f t )  *< 3  < *  H  D# '    =  % ( d  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  H  D '      =  + 4  8   ?d C B 0 - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  H  D? '    =  % ( X  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   K   =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  H  D '   K   =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  H  D '    =  % ( 8  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   $ / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( :  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ) / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D" '    =  % ( ;  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  H  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( ~O  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   3 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( .T  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   8 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( X  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   = / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( ]  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   B / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( >b  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   G / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( f  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   L / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( k  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   Q / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D" '    =  % ( Np  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  H  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  DU '    =  % ( փ  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  H  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  H  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  H  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  H  D '    =  % ( ʅ  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  H  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  H  D '    =  % ( R  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   g / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  H  % (   +  +0 +  H  2 +     +0 +  H  2 +     +0 +  H  2 +     +0 +  H  2 +     +0 +  H  2 +     +0 +  H  2 +      +0 +  H  2 +      +0 +  H  2 +      +0 +  H  2 +      +0 +  H  2 +      +0 +  H  2 +      +0 +  H  2 +      +0 +  H  2 +      +0 +  H  2 +      S         N   -K0 $  $  ) )  $  (           H    V2             ` W  <  $   D     0  2        B   b2 P P           vW @ ,  $   D      0 d    El sistema de indicadores de eficiencia de la protena metabolizable de los alimentos IEPM compara el beneficio neto $BN inducido por el consumo de PMB con el $BN predicho para el consumo de la PMB del ensilaje de maz. 4    '      '               H     v 2  @        @R+ ,  $       0 V   6 e2             `  ,  $    D !  0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  # l   j2      vd      @        Q@ ,  $   D       0 L    SISTEMA DE INDICADORES                # l   o2      vd      @        +R ,  $   D      0 J    MODELO DE SIMULACIN                T   s2     v 2  @        k ,  $       0 ]    Vaca Lechera NRC ,       #          T   Tr2     v 2  @        ]  ,  $       0   % Requerimientos PMB PMB = 4.031 KG j           #    #   #     #     #    $      s   T   2     v 2  @        0  ,  $      0   ' Potencial leche FPCM FPCM = 37.64 KG x               #    #    #   #       z 2  S       ?      ,  $   D       0 t  C     ?     Ei ,  $   D       0 z 2  S       ?     ^ 1  ,  $   D      0 t   C     ?     l i  ,  $   D      0 ,    Z   2      v 2  @         ,  $   D  !   0 n    Leche FPCM = $ 200 KG <     #     #     #   +    Z   2      v 2  @        0 p %  ,  $   D       0 m    RQPMB = 0.107 KG @      c     c     c        Z   42      v 2  @        kp  ,  $      0   : Consumo Ensilaje de Maz CMS = 23.65 KG COSTO = $ 2.221  ;      #     #    #   #    #   #     #     #    #       v    T   2     v 2  @        p ]  ,  $      0   ( PMB Ensilaje de Maz PMB = 3.102 KG z           #     #     #    #   #    #    +    Z   2      v 2  @        k  ,  $       0 m   ) Composicin y Precio Ensilaje de Maz ( *    (         ~    T   02     v 2  @        \  ,  $      0   0 FPCM Ensilaje de Maz Leche FPCM = 28.97 KG z           #     #     #   #   #    #    t "   C     ?     E  ,  $   D       0  2   s *  \2      ?       ,  $   D       0      4  t   C     ?     t  ,  $   D       0     C *  A   v a c h e 9 9 9   ,  $   D     0     C *  A   v a c h e 9 9 9   ,  $   D     0     C *  A   v a c h e 9 9 9    ,  $   D     0     C .  A   I m a g e n 0 7 3  0> ,  $    D !  0     c 4  A      R U M E N 0 2  y A  ,  $     0     c 6  A      v a c a c o m e    ,  $      0     c 8  A      m a i z g r a n o   ,  $      0     c 2  A      q u e s o 2  y # A  ,  $      0  2  6   @2       ?     ^ 1  ,  $   D       0      4   2  ! s *  2      ?     ^ 3  ,  $   D       0      4   2  " 6   2       ?     (   ,  $   D       0      4     # c D  A      L e c h e % 2 0 a u m e n t o  z @  ,  $      0    $ c B  A      c u r v a l a c t a n c i a  ( ,  $     0    % Z   2      v 2  @        0 %  ,  $     0 ]    INGRESO = $ 5.739 0     c     c        & Z   <2      v 2  @        _ p  ,  $   D # "    0   O Beneficio Neto = $ 3.572 $BN Ensilaje de Maz = $ 3.572 INDICADOR IEPM = 1.000 d P     c     c      c      c     c       ' C *  A   v a c h e 9 9 9    ,  $   D !    0    ( C *  A   v a c h e 9 9 9   ,  $   D #   0    ) C .  A   r a t o n p i n k i  J  ,  $   D  $   0 H    0    ޽h      ?    ̙ 33  T  L  _ _ _ P P T 1 0 , .  +  D '     = @B   D '    = @B  A    ? %, (   < +  O %, (   < +   D~ '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % (   D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % (  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D, '    =  % ( (#  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D, '    =  % ( )  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   ' / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D, '    =  % ( .  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   . / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D? '    =  % ( 4  D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( s<  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D, '    =  % ( O  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   ? / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x + # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D, '    =  % ( U  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   F / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D9 '    =  % ( [  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   M / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( we  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % ( x  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   Y / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   D# '      =  + 4  8   ?n C B! # p p t _ y + # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D, '    =  % ( ~  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   ` / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   g / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  "  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  "  D# '      =  + 4  8   ?n C B! # p p t _ y + # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  "  D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  "  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  "  D9 '    =  % (  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   n / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  !  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  !  D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  !  D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  !  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  !  D" '    =  % ( o  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  '  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  '  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  '  D '    =  % (  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *   #  % (   z / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  &  % (  D '      =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  &  D '      =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  &  D '    =  % (  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  (  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  (  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  (  D '    =  % ( s  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  )  % (   +0  +0 +    2 +     +0 +    2 +     +0 +    2 +      +0 +    2 +      +0 +    2 +      +0 +    2 +      +0 +   2 +      +0 +  !  2 +      +0 +  "  2 +      +0 +  &  2 +      V         N   -K0 d)  \)  + +  (  (           H    <6             ` W  <  $   D     0  6        B   H6 P P           vW @ ,  $   D      0 Z    El beneficio neto $BN inducido por el consumo de PMB del ensilaje de maz es utilizado como patrn de comparacin con el $BN predicho para el consumo de PMB de los alimentos disponibles en la formulacin NRC. 4    '      '               H     v 2  @        @R+ ,  $       0 V   6 46             `  ,  $    D !  0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  # l   6      vd      @        Q@ ,  $   D       0 L    SISTEMA DE INDICADORES                # l   6     v 2  @        p ]  ,  $     0   ' PMB Cottonseed Meal PMB = 7.249 KG            #     #     #     #    #   #    #    *    Z   lH6      v 2  @        k  ,  $       0 l   ( Composicin y Precio Cottonseed Meal ( )    '             T   (M6     v 2  @        \  ,  $      0   / FPCM Cottonseed Meal Leche FPCM = 67.68 KG            #     #     #    #    #   #    #    t "   C     ?     E  ,  $   D       0  2   s *  `X6      ?       ,  $   D      0      4  t   C     ?     t  ,  $   D       0     C *  A   v a c h e 9 9 9   ,  $   D     0     C *  A   v a c h e 9 9 9   ,  $   D     0     C *  A   v a c h e 9 9 9    ,  $   D    0     C .  A   I m a g e n 0 7 3  0> ,  $    D !  0     c 6  A      v a c a c o m e    ,  $     0     c 2  A      q u e s o 2  y # A  ,  $     0  2   6   <_6       ?     ^ 1  ,  $   D       0      4   2   s *  Db6      ?     ^ 3  ,  $   D       0      4   2   6   e6       ?     (   ,  $   D       0      4      c D  A      L e c h e % 2 0 a u m e n t o  z @  ,  $      0     Z   g6      v 2  @        0 %  ,  $      0 ^    INGRESO = $ 13.537 0     c    c         Z   Lm6      v 2  @        _ p  ,  $   D #     0   O Beneficio Neto = $ 8.434 $BN Ensilaje de Maz = $ 3.572 INDICADOR IEPM = 2.361 d P     c     c      c      c     c        C *  A   v a c h e 9 9 9    ,  $   D     0    C *  A   v a c h e 9 9 9   ,  $   D    0    ! C .  A   r a t o n p i n k i  p   ,  $   D  #   0    " S 2  A!   ?  i n d i c a d o r   ,  $   D       0 )   # # l   v6      vd      @        k  ,  $   D       0 Y    Cottonseed meal = 2.361 &              &   $ # l   {6      vd      @        c   ,  $   D       0 V    Soybean meal = 1.871 &             ,   % # l   |6      vd      @          ,  $   D       0 \    Cottonseeds w/lint = 1.311 &              #   & # l   x6      vd      @          ,  $   D       0 S    Corn ears = 0.942 &             $   ' # l   6      vd      @        d  ,  $   D  "     0 T    Oats grain = 0.602 &             &   ( # l   6      vd      @        c ,  $   D  !     0 V    Barley grain = 0.786 &             #   ) # l   6      vd      @        +   ,  $   D      0 S    Beet pulp = 0.859 &             %   * # l   6      vd      @        *  ,  $   D       0 U    Alfalfa hay = 0.887 &             %   + # l   D6      vd      @          ,  $   D        0 U    Corn silage = 1.000 &             H    0    ޽h      ?    ̙ 33    z  _ _ _ P P T 1 0 Z .  + K: DB '     = @B   D '    = @B  A    ? %, (   < +  O %, (   < +   D4 '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % (   D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % (  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D, '    =  % ( (#  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x + # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D, '    =  % ( )  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   ' / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D9 '    =  % ( .  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   . / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( 4  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % ( DH  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   : / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D# '      =  + 4  8   ?n C B! # p p t _ y + # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D, '    =  % ( N  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   A / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % ( S  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   H / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D# '      =  + 4  8   ?n C B! # p p t _ y + # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % ( Y  D '    =A @B  B  B  B  0B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   O / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( _  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( + B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( 0u  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *   D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *   D, '    =  % (  D '    =4 @B  B  B  B   % (   E '    =4 B  ` B  P B  `B  ? < *     % (   e / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  "  % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  "  D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  "  D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  "  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  "  D# '    =  % (  D '    =A @B  B  B  B  0B  @ B     % (   E '    =4 B  ` B  P B  `B  ? < *     % (   l / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  +  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  +  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  +  D# '    =  % ( ,  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   q / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  #  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  #  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  #  D? '    =  % (   D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D? '    =  % (  D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  %  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  %  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  %  D? '    =  % (  D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  &  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  &  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  &  D? '    =  % (  D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  *  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  *  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  *  D? '    =  % ( *  D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  )  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  )  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  )  D? '    =  % ( ,  D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  (  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  (  D? '    =  % (   D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  '  % (  D '   K   =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  '  D '   K   =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  '  D '    =  % ( \  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  !  % (   +  +0 +    6 +     +0 +    6 +     +0 +    6 +      +0 +    6 +      +0 +    6 +      +0 +    6 +      +0 +    6 +      +0 +    6 +      +0 +    6 +      +0 +  #  6 +      +0 +  $  6 +      +0 +  %  6 +      +0 +  &  6 +      +0 +  '  6 +      +0 +  (  6 +      +0 +  )  6 +      +0 +  *  6 +      +0 +  +  6 +               N   -K0 (  ( 0 & &  "(  (            0   6          ` W  <  $   D     0  6   V   6 6             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  C *  A   v a c h e 9 9 9   ,  $   D    0 _   6 x6             V   ,  $       0     Corn Silage = Alfalfa Hay = 9.11 KG Barley Grain = 7.48 KG Cottonseed Meal = Cottonseeds w/lint = 3.63 KG Dicalcium Phosphatum = 0.041 KG   !                     f3           f3           f3            f3           f3                 f3     B    D P P           vW @ ,  $   D      0 O    Mediante suplementacin interactiva de 0.49 kg (tal como es ofrecido) del alimento con el mayor IEPM=2.361 se corrige el deficit de PMB=0.070 KG. f       '      '      '                   6   xD           W Y ,  $   D      0    La sustitucin del suministro ad-libitum (corn silage) es predicha por el modelo desde la nueva concentracin energtica de la racin modificada.     '          < @D               `G ,  $      0 p    DIA 150 de lactancia @              f3          C *  A   v a c h e 9 9 9  q B ,  $   D     0    C *  A   v a c h e 9 9 9  q B ,  $     0    # l   D      vd      @          ,  $       0 C    Costo = $ 3.267             # l   D      vd      @        "  ,  $       0 B    DMI = 23.78 KG             # l   "D      vd      @          ,  $       0 D    NEL = 40.38 MCAL              # l   \'D      vd      @         e ,  $        0 B    BCP = 2.696 KG              # l   +D      vd      @        k 7  ,  $        0 B    UIP = 1.265 KG              # l   /D      vd      @        <   ,  $        0 C    PMB = 3.961 KG              C *  A   v a c h e 9 9 9   ,  $   D     0     C .  A   r a t o n p i n k i  Fp  ,  $   D     0     # l   45D      vd      @        V M" ,  $      0 J    MODELO DE SIMULACIN            }    # l   9D      vd      @        P M ,  $       0   ? CONSUMO Racin NRC +0.49 KG Cottonseed meal R @                                 "   <   AD             5   ?    1.00 KG         ff     # l   ED      vd      @           ,  $       0 C    FPCM = 36.52 KG              # l   ID      vd      @          ,  $        0 E    Cambio = 0.376 KG              # l   MD      vd      @        ~  ,  $        0 E    Ingreso = $ 7.305              # l   QD      vd      @        Q  ,  $        0 G    Beneficio = $ 4.038           "   <   UD              ~ @    14.25 KG       ff  "   <   YD             5   ,  $   D      0 ?    1.49 KG         ff  "   <   \D              } ,  $   D      0 @    12.78 KG       ff     3 r   `D      v d      @        "N ,  $   D      0 B    DMI = 23.74 KG              # l   dD      vd      @        N ,  $   D      0 C    Costo = $ 3.319              # l   |hD      vd      @        N ,  $   D      0 D    NEL = 40.38 MCAL             # l   lD      vd      @        Ne ,  $   D      0 B    BCP = 2.696 KG             ! # l   oD      vd      @        kN7  ,  $   D      0 B    UIP = 1.340 KG             " # l   sD      vd      @        < N  ,  $   D       0 C    PMB = 4.036 KG             # # l   \wD      vd      @         N  ,  $   D       0 C    FPCM = 37.64 KG             $ # l   d{D      vd      @        N  ,  $   D       0 E    Cambio = 0.385 KG             % # l   D      vd      @        N~  ,  $   D       0 E    Ingreso = $ 7.528             & # l   D      vd      @        NQ  ,  $   D #      0 G    Beneficio = $ 4.209          H    0    ޽h      ?    ̙ 33  i  i  _ _ _ P P T 1 0 i .  + \3 DZf '     = @B   Df '    = @B  A    ? %, (   < +  O %, (   < +   DLe '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *     % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *     D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *     D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *     D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *     D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (    / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *     % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *     D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *     D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *     D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *     D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % ( d  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *   D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D '    =  % ( ,  D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '    =  % ( t@  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ' / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( hB  D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   , / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?` C B 4 * # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?` C B 4 * # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    DU '    =  % ( \D  D '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( 8J  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   8 / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( )Y  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   = / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( \  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   B / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D '    =  % ( |`  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   G / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *   D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *   D '    =  % ( c  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   L / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  !  % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  !  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  !  D '    =  % ( f  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   Q / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  "  % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  "  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  "  D '    =  % ( 'j  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   V / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  #  % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  #  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  #  D '    =  % ( m  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   [ / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  $  % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  $  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  $  D '    =  % ( q  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *     % (   ` / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  %  % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  %  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  %  D '    =  % ( u  D '    =A @B  B  B  B  0B  @ B     % (  E '    =4 B  ` B  P B  `B  ? < *   #  % (   e / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  &  % (  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  &  D '   K   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  &  D '    =  % ( z  Dh '    =4 @B  B  B  B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   j / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (   +H  +0 +    D +     +0 +    D +     +0 +    D +     +0 +    D +      +0 +    D +      +0 +    D +      +0 +    D +      +0 +    D +      +0 +   D +      +0 +  !  D +      +0 +  "  D +      +0 +  #  D +      +0 +  $  D +      +0 +  %  D +      +0 +  &  D +          E    N   -K0 D  D P ` `8  C  (     8      8 C *  A   v a c h e 9 9 9   ,  $   D     0    8 C *  A   v a c h e 9 9 9   ,  $    D  0    8  s *   D         ` V  <  $   D      0  D   V  8 6 D             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 8 <   @D            V  ,  $   D       0 /    Al comparar la respuesta predicha por el modelo a la suplementacin de 0.49 kg (tal como es ofrecido) de los alimentos disponibles a medida que aumenta el IEPM de los alimentos aumenta la disponibilidad de PMB ... "    g           8 B     v @        +0 ,  $    D  0    8  V A   ?    v 2  @     ?   @@ K 8    $   D     0 S   8 0   8  B     o    ?        r B  ?8  B     o    ?      0   r B  @8  B     o    ?      0   o      0    A8  #    # "     r     ,  $   D     0    B8  N   `F           ?    0   S    3.974           @` r B  C8  B     o    ?      0  0  r B  D8  B     o    ?        r B  E8  B     o    ?      0   r B  F8  B     o    ?      0   o      0    G8  #    # "     r  0  ,  $   D     0    H8  N   F           ?    0   S    3.968           @` r B  I8  B     o    ?      0  0  r B  J8  B     o    ?        r B  K8  B     o    ?      0   r B  L8  B     o    ?      0   o      0    M8  #    # "     r  N   ,  $   D     0    N8  N   F           ?    0   S    3.987           @` r B  O8  B     o    ?      0  0  r B  P8  B     o    ?        r B  Q8  B     o    ?      0   r B  R8  B     o    ?      0   o      0    S8  #    # "     r  b  ,  $   D     0    T8  N   F           ?    0   S    4.024           @` r B  U8  B     o    ?      0  0  r B  V8  B     o    ?        r B  W8  B     o    ?      0   r B  X8  B     o    ?      0   o      0    Y8  #    # "     r   ,  $   D     0    Z8  N   F           ?    0   S    4.036           @` r B  [8  B     o    ?      0  0  r B  \8  B     o    ?        r B  ]8  B     o    ?      0   r B  ^8  B     o    ?      0      _8 6   F            Gpp ,  $   D @     0 C    0.49 KG T.C.O.             `8 C *  A   c u c h a r o n  pc ,  $   D      0 H   8 0    ޽h      ?    ̙ 33  ]h  Uh  _ _ _ P P T 1 0 5h .  + p%C Df '     = @B   Df '    = @B  A    ? %, (   < +  O %, (   < +   De '     =  % (  % (     D# '    =  % (  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  8  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  8  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  8  D- '    =  % (   D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  8  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  8  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  8  D '    =  % ( 9  D '    =A @B  B  B  B  0B   % ( @  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  _8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  _8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  _8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  _8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  _8  D '    =  % ( 0\  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  8  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  8  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  8  D" '    =  % ( w  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  `8  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  `8  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  `8  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  /8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  /8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  /8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  /8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  /8  D '    =  % ( Ȗ  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  ;8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  ;8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  ;8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  ;8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  ;8  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  58  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  58  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  58  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  58  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  58  D '    =  % ( h  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  A8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  A8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  A8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  A8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  A8  D '    =  % ( 8  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  G8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  G8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  G8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  G8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  G8  D '    =  % (   D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  M8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  M8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  M8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  M8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  M8  D '    =  % ( ؽ  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  S8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  S8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  S8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  S8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  S8  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  Y8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  Y8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  Y8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  Y8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  Y8  D# '    =  % ( x  D '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  8  % (  D '      =  + 4  8   ?d C B 1 + # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  8  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  8  D '    =  % (  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   8  % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   8  D '    =  % ( d  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   8    % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   8    D '    =  % ( @   D '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  8  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  8  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  8  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  8  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  8  D '    =  % (   D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  8  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  8  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  8  +H  +0 +  8  J +     +0 +  8  J +     +( +  8  0 +  J +0 +  8  J +     +0 +  8  J +      +0 +  _8  J +          F    N   -K0 #D  D p ` `@  C  (     @      @ C *  A   v a c h e 9 9 9   ,  $   D     0    @ C *  A   v a c h e 9 9 9   ,  $    D  0    @  s *   FF         ` V  <  $   D      0  J   V  @ 6 (4F             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 @ <   J            V  ,  $   D       0 .    Al comparar la respuesta predicha por el modelo a la suplementacin de 0.49 kg (tal como es ofrecido) de los alimentos disponibles a medida que aumenta el IEPM de los alimentos aumenta la produccin de leche FPCM "    g           @ B     v @        +0 ,  $    D  0    @  V A   ?    v 2  @     ?   @@ K 8   $   D     0 S   @ 0   d1J          p ,  $   D      0   g La sustitucin de corn silage es predicha desde la concentracin energtica de la racin modificada ...  h h  c           @ H   3J    v @        ` @  ,  $   D      0 T    y=0,1663x + 36,232 R2 = 0.8050           w     p @  +   @  #    # ":  .  0  @p+ ,  $   D     0    @   f   ?J    vd      @      ?     +  Z               4  @`    @   f   6J    vd      @      ?   p  +  S    2.361           @`    @   f   8PJ    vd      @      ?      Z               4  @`    @   f   HYJ    vd      @      ?   p   S    1.871           @`    @   f   LbJ    vd      @      ?    B   Z               4  @`    @   f   kJ    vd      @      ?   p B   S    1.311           @`    @   f   sJ    vd      @      ?     B  Z               4  @`    @   f   |J    vd      @      ?   p  B  S    0,950           @`    @   f   4J    vd      @      ?      Z               4  @`    @   f   J    vd      @      ?   p   S    0,887           @`    @   f   TJ    vd      @      ?    Y   Z               4  @`    @   f   J    vd      @      ?   p Y   S    0,859           @`    @   f   J    vd      @      ?     Y  Z               4  @`    @   f   J    vd      @      ?   p  Y  S    0,786           @`    @   f   J    vd      @      ?       Z               4  @`    @   f   J    vd      @      ?   p    S    0,602           @`    @   f   XJ    vd      @      ?    p    Y    FPCM ( KG )         @`    @   f   J    vd      @      ?   p p    R    IEPM           @`    @   f   J    vd      @      ?    @  p  T           4  @`    @   f   J    vd      @      ?   p @  p  T           4  @`  B  @   `   vd      @   o   ?     p @  @   B  !@   `   vd      @   1   ?     p p  p   B  "@   `   vd      @   1   ?     p      B  #@   `   vd      @   1   ?     p    B  $@   `   vd      @   1   ?     p Y  Y   B  %@   `   vd      @   1   ?     p    B  &@   `   vd      @   1   ?     p    B  '@   `   vd      @   1   ?     p B  B   B  (@   `   vd      @   1   ?     p    B  )@   `   vd      @   1   ?     p    B  *@   `   vd      @   o   ?     p +  +   B  +@   `   vd      @   o   ?     p @ p +   B  ,@   f   vd      @   o    ?      @  +   B  -@   f   vd      @   o    ?      @  @   B  .@   f   vd      @   o    ?      +  +  p      0    /@  #    # "     r  0   ,  $   D      0    0@  N   J           ?    0   T    36.566           @` r B  1@  B     o    ?      0  0  r B  2@  B     o    ?        r B  3@  B     o    ?      0   r B  4@  B     o    ?      0   p      0    5@  #    # "     r  n   ,  $   D      0    6@  N   K           ?    0   T    36.665           @` r B  7@  B     o    ?      0  0  r B  8@  B     o    ?        r B  9@  B     o    ?      0   r B  :@  B     o    ?      0   p      0    ;@  #    # "     r  P  ,  $   D      0    <@  N   K           ?    0   T    36.717           @` r B  =@  B     o    ?      0  0  r B  >@  B     o    ?        r B  ?@  B     o    ?      0   r B  @@  B     o    ?      0   p      0    A@  #    # "     r     ,  $   D     0    B@  N   K           ?    0   T    36.608           @` r B  C@  B     o    ?      0  0  r B  D@  B     o    ?        r B  E@  B     o    ?      0   r B  F@  B     o    ?      0   p      0    G@  #    # "     r  0  ,  $   D     0    H@  N   !K           ?    0   T    36.776           @` r B  I@  B     o    ?      0  0  r B  J@  B     o    ?        r B  K@  B     o    ?      0   r B  L@  B     o    ?      0   p      0    M@  #    # "     r  N   ,  $   D     0    N@  N   0,K           ?    0   T    37.239           @` r B  O@  B     o    ?      0  0  r B  P@  B     o    ?        r B  Q@  B     o    ?      0   r B  R@  B     o    ?      0   p      0    S@  #    # "     r  b  ,  $   D     0    T@  N   6K           ?    0   T    37.626           @` r B  U@  B     o    ?      0  0  r B  V@  B     o    ?        r B  W@  B     o    ?      0   r B  X@  B     o    ?      0   p      0    Y@  #    # "     r   ,  $   D     0    Z@  N   pAK           ?    0   T    37.642           @` r B  [@  B     o    ?      0  0  r B  \@  B     o    ?        r B  ]@  B     o    ?      0   r B  ^@  B     o    ?      0      _@ 6   xCK            Gwp ,  $   D @     0 C    0.49 KG T.C.O.             `@ C *  A   c u c h a r o n  }p ,  $   D      0 H   @ 0    ޽h      ?    ̙ 33  ]h  Uh  _ _ _ P P T 1 0 5h .  + p%C Df '     = @B   Df '    = @B  A    ? %, (   < +  O %, (   < +   De '     =  % (  % (     D# '    =  % (  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  @  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  @  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  @  D- '    =  % (   D '    =A @B  B  B  B  0B  @ B     % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  @  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  @  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  @  D '    =  % ( 9  D '    =A @B  B  B  B  0B   % ( @  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  _@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  _@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  _@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  _@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  _@  D '    =  % ( 0\  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  @  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  @  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  @  D" '    =  % ( w  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  `@  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  `@  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  `@  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  /@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  /@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  /@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  /@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  /@  D '    =  % ( Ȗ  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  ;@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  ;@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  ;@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  ;@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  ;@  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  5@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  5@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  5@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  5@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  5@  D '    =  % ( h  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  A@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  A@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  A@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  A@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  A@  D '    =  % ( 8  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  G@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  G@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  G@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  G@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  G@  D '    =  % (   D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  M@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  M@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  M@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  M@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  M@  D '    =  % ( ؽ  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  S@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  S@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  S@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  S@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  S@  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  Y@  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  Y@  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  Y@  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  Y@  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  Y@  D# '    =  % ( x  D '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  @  % (  D '      =  + 4  8   ?d C B 1 + # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  @  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  @  D '    =  % (  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   @  % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   @  D '    =  % ( d  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   @    % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   @    D '    =  % ( @   D '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  @  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  @  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  @  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  @  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  @  D '    =  % (   D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  @  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  @  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  @  +H  +0 +  @  K +     +0 +  @  K +     +( +  @  0 +  [K +0 +  @  K +     +0 +  @  K +      +0 +  _@  K +          G    N   -K0 +D  #D  ` `L  C  (     L      L C *  A   v a c h e 9 9 9   ,  $   D     0    L C *  A   v a c h e 9 9 9   ,  $    D  0    L  s *   rK         ` V  <  $   D      0  K   V  L 6 tK             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 L <   K            V  ,  $   D       0 1    Al comparar la respuesta predicha por el modelo a la suplementacin de 0.49 kg (tal como es ofrecido) de los alimentos disponibles a medida que aumenta el IEPM de los alimentos aumenta el Beneficio Neto inducido ... 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C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  _L  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  _L  D '    =  % ( \]  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  L  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  L  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  L  D" '    =  % ( x  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  `L  % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? B   *Y 3   > B p p t _ w  < *  `L  D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  `L  D '    =  % ( $  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  /L  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  /L  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  /L  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  /L  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  /L  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  ;L  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  ;L  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  ;L  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  ;L  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  ;L  D '    =  % ( ğ  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  5L  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  5L  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  5L  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  5L  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  5L  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  AL  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  AL  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  AL  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  AL  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  AL  D '    =  % ( d  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  GL  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  GL  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  GL  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  GL  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  GL  D '    =  % ( 4  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  ML  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  ML  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  ML  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  ML  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  ML  D '    =  % (   D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  SL  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  SL  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  SL  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  SL  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  SL  D '    =  % (  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  YL  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  YL  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  YL  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  YL  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  YL  D# '    =  % (  D '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  L  % (  D '      =  + 4  8   ?d C B 1 + # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  L  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  L  D '    =  % (  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   L  % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   L  D '    =  % (  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   L    % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   L    D '    =  % ( l  D '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  L  % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  L  D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  L  D '      =  +K 4  8   ? C B   B # p p t _ x + ( c o s ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x - s i n ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ x  < *  L  D '      =  +K 4  8   ? C B   B # p p t _ y + ( s i n ( - 2 * p i * ( 1 - $ ) ) * - # p p t _ x + c o s ( - 2 * p i * ( 1 - $ ) ) * ( 1 - # p p t _ y ) ) * ( 1 - $ ) C  B  ? B   *Y 3   > B p p t _ y  < *  L  D '    =  % (   D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  L  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  L  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  L  +H  +0 +  L  L +     +0 +  L  L +     +( +  L  0 +  L +0 +  L  L +     +0 +  L  L +      +0 +  _L  L +       )        N   -K0 ?  7  |    (     |      | C *  A   v a c h e 9 9 9   ,  $   D     0    | C *  A   v a c h e 9 9 9   ,  $    D  0    |  s *   EL         ` V  <  $   D      0  L   V  | 6 lL             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                 | <   L            V  ,  $   D       0 f   "      g        4       | B     v @        +4 ,  $    D  0 S   | 0   |L          p ,  $       0   g La sustitucin de corn silage es predicha desde la concentracin energtica de la racin modificada ...  h h  c          |  \  A  9 ?    v 2  @     ?   p @ 8  9  $   D     0    |  \  A  : ?    v 2  @     ?   p P 8  :  $   D     0    |  \  A  ; ?    v 2  @     ?   p   8  ;  $   D     0 H   | 0    ޽h      ?    ̙ 33  Z  R  _ _ _ P P T 1 0 2 .  + m D  '     = @B   D '    = @B  A    ? %, (   < +  O %, (   < +   D '     =  % (  % (     D# '    =  % (  D '    =A @B  B  B  B  0B  @ B     % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  |  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  |  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  |  DW '    =  % (   D '    =K @B  B  B  B  PB 0B  @ B     % (  / % (    D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  |  % (  D '   ,   =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *  |  D '   ,   =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *  |  D '    =  % (  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   |  % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   |  D '    =  % (   DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   |    % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   |    D '    =  % ( d  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   |  % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   |  D '    =  % ( @  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   |    % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   |    D '    =  % ( %  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   |  % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   |  D '    =  % ( *  DF '    =A @B  B  B  B  0B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   |    % (  D '     =  -u 6   B w i p e ( r i g h t )  *< 3  < *   |    D '    =  % ( 0  D '    =4 @B  B  B  B   % (   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *  |  % (  D '      =  + 4  8   ?d C B 0 - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *  |  D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *  |  +   +0 +  |  K +     +0 +  |  K +     +( +  |  0 +  L +( +  |  0 +  L +( +  |  0 +  L I         N   -K0 s  k       (            0   }          ` W  <  $   D     0  }   V   6 \}             `  ,  $    D   0   b Jorge Figueroa Morales - Mdico Veterinario - Universidad de Chile - Mvil 8-277 90 98 > c V                  C *  A   v a c h e 9 9 9   ,  $   D    0    < }              V p  ,  $   D    0 c    Los IEPM orientan el balance nutricional y econmico de la dieta en el modelo buscando expresar en simulacin interactiva el potencial de las vacas lecheras en produccin de leche, concentracin de materia grasa y de protena verdadera maximizando el beneficio neto ... 6      '      g    $  W    B   } P P           @W   ,  $   D      0     La suplementacin interactiva de la dieta en el modelo calibrado con el sistema de alimentacin lechero orientado por los indicadores IEPM de los alimentos aumenta la disponibilidad de PMB contribuyendo a expresar el potencial de leche FPCM de las vacas aumentando el beneficio neto. \      '         '    g       d    6   }           W Y ,  $   D     0    r  M o d e l o d e s i m u l a c i n q u e p r e d i c e l a p r o d u c c i n d e l e c h e , l a c o n c e n t r a c i n d e m a t e r i a g r a s a , l a c o n c e n t r a c i n d e p r o t e n a v e r d a d e r a y e l c a m b i o d e p e s o c o r p o r a l d e l a s v a c a s l e c h e r a s .      '          < X}               ` ,  $   D     0 M    Balance de la Dieta               C *  A   v a c h e 9 9 9  q B ,  $   D    0    C *  A   v a c h e 9 9 9  q B ,  $     0    C *  A   v a c h e 9 9 9   ,  $   D     0    C .  A   r a t o n p i n k i  Fp  ,  $   D     0 R   s *            t P      # l   }      vd      @        ` M, ,  $   D      0 J    INDICADORES IEPM                # l   }      vd      @        M  ,  $   D     0 J    MODELO DE SIMULACIN                C &  A   1 4 0 3 1 0  z  ,  $   D    0 H    0    ޽h      ?    ̙ 33   9  9  _ _ _ P P T 1 0 8 .  + څo D47 '     = @B   D6 '    = @B  A    ? %, (   < +  O %, (   < +   D&6 '     =  % (  % (     D '    =  % (  D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D9 '    =  % (   D '    =A @B  B  B  B  0B   % (  E '    =4 B  ` B  P B  `B  ? < *     % (   / %, (   < +   D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *      % (  D '      =  + 4  8   ?\ C B # p p t _ x  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *      D# '      =  + 4  8   ?n C B! # p p t _ y - # p p t _ h / 2  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *      D '      =  + 4  8   ?\ C B # p p t _ w  B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *      D '      =  + 4  8   ?R C B   B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *      DU '    =  % (   D '    =A @B  B  B  B  0B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *    % (  D# '      =  + 4  8   ?n C B! # p p t _ x - # p p t _ w / 2  B  C  B # p p t _ x  B   *Y 3   > B p p t _ x  < *    D '      =  + 4  8   ?\ C B # p p t _ y  B  C  B # p p t _ y  B   *Y 3   > B p p t _ y  < *    D '      =  + 4  8   ?R C B   B  C  B # p p t _ w  B   *Y 3   > B p p t _ w  < *    D '      =  + 4  8   ?\ C B # p p t _ h  B  C  B # p p t _ h  B   *Y 3   > B p p t _ h  < *    D" '    =  % (   D '    =4 @B  B  B  B   % (  D '      =  1 :    B v i s i b l e  *o 3   >+ B# s t y l e . v i s i b i l i t y  < *   % (  D% '      =  + 4  8   ?p C B   B+ # p p t _ w * s i n ( 2 . 5 * p i * $ ) C  B  ? 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0.900  17 CONCLUSIONES 18 DISCUSIN  Presentacin personalizada 1    Fuentes usadas     Plantilla de diseo     Servidores OLE incrustados     Ttulos de diapositiva     Presentaciones personalizadas     8  @   _PID_HLINKS   A |          ! m a i l t o : d r j o r g e f i g u e r o a @ g m a i l . c o m     _Sf   JORGE J O R G E                           ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                                   ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                                                                                                                                                            ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~                            ! " # $ % & ( ) * + , - . 0 1 2 3 4 5 6 M R o o t E n t r y   dO ) P i c t u r e s   Վ C u r r e n t U s e r   /   S u m m a r y I n f o r m a t i o n (   T P o w e r P o i n t D o c u m e n t (  H wf  D o c u m e n t S u m m a r y I n f o r m a t i o n 8  '  1

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