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)
Carcass characteristics and meat quality of Holstein bulls according
to slaughter age and muscle type
Características de la canal y calidad de la carne de toros Holstein en función de la edad de sacrificio y
tipo de músculo
Características de carcaça e qualidade da carne de touros da raça Holandês em função da idade de abate
e tipo de músculo
Abdulkerim Diler1 ; Mete Yanar2 ; Recep Aydın2 ; Veysel Fatih Özdemir2 ; Şeyma Şişik Oğraş3 ;
Rıdvan Koçyiğit2* .
1Department of Plant and Animal Sciences, Vocational School of Technical Sciences, Ataturk University, Erzurum, Türkiye.
2Department of Animal Science, College of Agriculture, Ataturk University, Erzurum, Türkiye.
3Department of Food Engineering, College of Agriculture, Ataturk University, Erzurum, Türkiye.
To cite this article:
Diler A, Yanar M, Aydın R, Özdemir VF, Oğraş ŞŞ, Koçyiğit R. Carcass characteristics and meat quality of Holstein bulls
according to slaughter age and muscle type. Rev Colomb Cienc Pecu 2024; 37(1):3–13. https://doi.org/10.17533/udea.rccp.
v37n1a1
Abstract
Background: Among non-genetic factors, slaughter age is the most significant aspect influencing meat quality traits and
quantity of beef. Objective: To compare the effects of slaughter age and muscle type on carcass traits and meat quality of Holstein
bulls. Methods: A total of 30 Holstein Friesian bulls were slaughtered at different age, as follows: Young group (YG) at 18
months (n=14 animals); and Old group (OG) at 24 months of age (n=16 animals). Carcass and meat quality traits of longissimus
dorsi (LD) and gluteus medius (GM) muscles were evaluated. Results: Carcass traits were not significantly affected over time.
Although carcass fat measurements -such as marbling score, back fat thickness, European Beef Carcass Classification System
(SEUROP) fatness score- increased numerically with greater slaughter age, only the increase in percentage of kidney, pelvic,
and heart (KPH) fat contents were significant (p<0.05). Bulls slaughtered at 24 months had 13.4% greater (p<0.01) LD area
than those in the YG group. Bulls in the OG group had significantly (p<0.01) higher slaughter weight as well as hot and cold
carcass weights. However, percentages of hot and cold carcass dressing were not significantly affected by slaughter age. The L*
(lightness), a* (redness), b* (yellowness), chroma (color intensity), and hue values of meat in the OG group did not differ from
those in the YG group. However, L*, a* and chroma values of GM muscle were higher than those of LD muscle, while the pH24
value of GM muscle was significantly (p<0.01) higher than that of LD. Conclusion: It seems more advantageous to slaughter
bulls at 24 months of age to get heavier, more marbled, and muscled carcasses better suited to current consumer expectations.
Keywords: beef quality; carcass traits; cattle; color parameters; Holstein Friesian; non-casing components; slaughter
age; slaughter characteristics; types of muscle.
Received: February 15, 2023. Accepted: May 10, 2023
*Corresponding author. College of Agriculture, Ataturk University, 25240, Erzurum, Türkiye. Phone: +90 442 231 13 99;
Fax: +90 442 236 39 58. E-mail: rkocyigit@atauni.edu.tr
This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License, which permits unrestricted reuse,
distribution, and reproduction in any medium, provided the original work is properly cited.
eISSN: 2256-2958 Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13
https://doi.org/10.17533/udea.rccp.v37n1a1
© 2024 Universidad de Antioquia. Publicado por Universidad de Antioquia, Colombia.
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)
4
https://doi.org/10.17533/udea.rccp.v37n1a1Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13Meat quality of Holstein bulls according to age
Resumen
Antecedentes: Entre los factores no genéticos, la edad al sacrificio se destaca como el que más influye en la calidad de canal
y cantidad de carne. Objetivo: Comparar los efectos de la edad de sacrificio y los tipos de músculo sobre las características de
la canal y los atributos de calidad de la carne de toros Holstein. Métodos: Los toros fueron sacrificados a los 18 meses (grupo
joven=YG) y 24 meses (grupo viejo=OG) de edad. Al final del período de ceba, se sacrificaron los 30 toros (YG=14 animales;
OG=16 animales). Luego se evaluaron las características de la canal y calidad de la carne de los músculos Longissimus dorsi
(LD) y Gluteus medius (GM). Resultados: Se encontró que los toros se pueden sacrificar a una edad más avanzada porque
la edad al sacrificio no afectó significativamente las características de la canal. Aunque las mediciones de grasa de la canal
(tales como puntuación de marmoleo, grosor de la grasa dorsal y puntuación de grasa del Sistema Europeo de Clasificación
de Canales de Res -SEUROP) aumentaron numéricamente a mayor edad de sacrificio, solo el contenido graso en riñón, pelvis
y corazón (KPH) aumentó significativamente (p<0,05). Los toros sacrificados a los 24 meses de edad tuvieron un área LD de
13,4% mayor (p<0,01) que los del grupo YG. Los toros en el grupo OG tuvieron mayor (p<0,01) peso al sacrificio y en canal
caliente y fría. Sin embargo, los porcentajes de faenado caliente y frío de la canal no se vieron afectados significativamente
por la edad de sacrificio. Los valores de L* (luminosidad), a* (rojez), b* (amarillez), croma (intensidad de color) y tonalidad
de la carne de los toros en el grupo OG no difirieron significativamente de los del grupo YG. Sin embargo, los valores de L*,
a* y croma del músculo GM fueron más altos que los del músculo LD, mientras que el valor de pH24 del músculo GM fue
significativamente (p<0,01) más alto que el del músculo LD. Conclusión: Parece más ventajoso sacrificar toros a los 24 meses
de edad para obtener canales no solo más pesadas sino también con mayor puntuación de marmoleo y más musculosas y, por
lo tanto, más adecuadas a las expectativas actuales del consumidor.
Palabras clave: calidad de la carne; características de la canal; características del sacrificio; componentes que no son de
carcasa; edad de sacrificio; ganado; Holstein Friesian; parámetros de color; tipos de músculo.
Resumo
Antecedentes: Entre os fatores não genéticos, a idade de abate é apontada como o fator mais significativo que influencia as
propriedades de qualidade da carne e a quantidade de carne bovina. Objetivo: Comparar os efeitos da idade de abate e tipos de
músculos nas características de carcaça e atributos de qualidade da carne de touros da raça Holstein Friesian. Métodos: Touros
foram abatidos com 18 meses (grupo jovem=YG) e 24 meses (grupo velho=GO) de idade. No final do período de engorda,
foram abatidos os 30 touros (YG=14 cabeças; OG=16 cabeças) que foram engordados numa quinta privada. Em seguida, foram
avaliadas as características de carcaça e qualidade da carne dos músculos Longissimus dorsi (LD) e Gluteus medius (GM).
Resultados: Foi determinado que os touros podem ser abatidos mais tarde porque suas características de carcaça não foram
significativamente afetadas ao longo do tempo. Embora as medidas de gordura da carcaça, como escore de marmoreio, espessura
de toucinho, o escore de gordura do European Beef Carcass Classification System (SEUROP) aumentou numericamente com o
avanço da idade de abate, apenas o aumento da porcentagem de rim, pelve e coração (KPH) o teor de gordura foi estatisticamente
significativo (p<0,05). Touros abatidos aos 24 meses de idade tiveram área LD 13,4% maior (p<0,01) do que os do grupo YG.
Os touros Holstein Friesian no grupo OG tiveram peso de abate significativamente (p<0,01) maior, bem como pesos de carcaça
quente e fria. No entanto, as porcentagens de rendimento de carcaça quente e fria não foram significativamente afetadas pela
idade de abate. Os valores de L* (luminosidade), a* (vermelhidão), b* (amarelamento), croma (intensidade da cor) e matiz da
carne de touros da raça Holstein Friesian no grupo OG não diferiram significativamente dos touros no YG grupo. No entanto, os
valores de L*, a* e croma do músculo GM foram maiores do que os do músculo LD, enquanto o valor de pH24 do músculo GM
foi significativamente (p<0,01) maior do que o do músculo LD. Conclusões: Parece mais vantajoso abater touros aos 24 meses
de idade para obter carcaças não apenas mais pesadas, mas também com maior pontuação de marmoreio e mais musculosas e,
portanto, mais adequadas às exigências atuais do consumidor.
Palavras-chave: características de abate; características de carcaça; componentes não invólucros; gado; Holstein
Friesian; idade de abate; parâmetros de cor; qualidade da carne bovina; tipos de músculo.
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)
5Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13
https://doi.org/10.17533/udea.rccp.v37n1a1Meat q uality of H olstein bulls according to age
Introduction
The physiochemical traits of meat determine its
commercial value and acceptability by consumers
(Belhaj et al., 2021). Meat quality is usually
defined as a measurement of traits or features that
determine the consumer appreciation of texture,
flavor, food safety, and the suitability of meat to
be eaten fresh or stored for a reasonable period
without deterioration (Elmasry et al., 2012).
Variations in carcass and beef quality traits can be
attributed to intrinsic factors (e.g. breed, slaughter
age, slaughter weight, sex) and extrinsic factors
(diet, pre-slaughter handling practices, aging
duration, and slaughtering procedure) (Bureš and
Bartoň, 2012; Purwin et al., 2016, Nogalski et
al., 2018, Clinquart et al., 2022). In addition, the
histochemical properties of muscles affect meat
quality (Preziuso and Russo, 2004). Among the
intrinsic factors, age at slaughter greatly influences
carcass and beef quality (Guerrero et al., 2013).
Beef production in Europe depends heavily
on dairy cattle enterprises. Most beef in Europe
is produced as a by-product from dairy farms,
comprising two-thirds of European cattle
(Greenwood, 2021). Holstein bull calves provide
a significant part of the overall supply of beef
around the world, including many European
countries and the USA. Likewise, dairy cattle
breeds in eastern Turkey contribute considerably
to beef production in this region (Özdemir and
Yanar, 2021). Holstein Friesian cattle reared on the
elevated plains of eastern Turkey has a distinctive
morphological structure. They have comparatively
lower body weight and size than their counterparts
raised in the lowland countries of Europe (Bayram
et al., 2004). Although body size of Holsteins
reared in Turkey became relatively smaller, these
animals are quite well adapted to the difficult
environmental conditions of eastern Turkey due to
their ability to adapt to a wide range of climatic
conditions (Fanta, 2017).
There is scarce information about the effect of
slaughter age on carcass traits and meat quality
of Holstein cattle reared in the harsh climatic
conditions of Eastern Turkey. Therefore, this study
was undertaken to compare the effects of slaughter
age and muscle type on carcass characteristics and
meat quality of Holstein bulls.
Materials and Methods
Ethical considerations
Slaughtering and postslaughter procedures
in the abattoir were carried out in line with the
procedures for slaughtering and carcass preparation
of the Turkish Standards Institute (TSI, 1987).
In addition, the research project was approved
by the Ethics and Animal Welfare Committee of
the College of Agriculture at Atatürk University,
Turkey.
Experimental design
A total of 30 Holstein Friesian males were
fattened in a private farm located in the Erzurum
Province, Eastern Turkey. A total mixed ration was
offered ad libitum in group-feeding throughout the
fattening period (210 days) (Figure 1). The ration
consisted of 70% concentrate and 30% dry hay
(on a dry matter basis). The chemical composition
of the concentrate used was 88.0% dry matter,
16.1% crude protein, 8.5% crude ash, 2.3% ether
extract, 41.5% neutral detergent fiber, and 19.8%
acid detergent fiber. The hay contained 87.8%
dry matter, 8.1% crude protein, 8.8% crude ash,
2.8% ether extract, 41.1% acid detergent fiber, and
61.6% neutral detergent fiber.
Figure 1. Cattle fed total mixed ration in group-feeding.
Prior to slaughter, bulls were allocated into two
groups based on slaughter age. Then, the groups
were named young group (YG) (average 18.0±1.4
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)
6
https://doi.org/10.17533/udea.rccp.v37n1a1Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13Meat quality of Holstein bulls according to age
months old; n=14) and old group (OG) (24.0±1.2
months old; n=16).
Non-carcass components and carcass traits
Immediately after slaughter, hide, head, feet,
heart, liver, testis, tail, spleen, kidney, and lung
weights were determined. Percentage of non-
carcass components were calculated by dividing
the weight of hide, head, feet, heart, liver, testes,
tail, spleen, kidney, and lung by the hot carcass
weight, which was recorded about 1 h postmortem;
then, these values were multiplied by 100. Kidney,
pelvic, and heart (KPH) fat were determined
for each carcass, and percentage of KPH was
calculated by dividing KPH fat weight by the
hot carcass weight and then multiplied by 100.
Meanwhile, carcass measures, such as thoracic
depth, carcass length, length of the round, width
of the round from the medial side, and width of the
round were also recorded from the hot carcasses
(Özlütürk et al., 2008).
The SEUROP beef carcass grading system was
used to visually assess the fatness score (degree
of fat cover) and the conformation score of each
carcass by a trained meat grader. After visual
evaluation of the carcasses, the hot carcasses were
split along the spine into two halves and chilled
at 4 °C for 24 h in a commercial chiller. Then,
cold carcass weights of the two halves of a carcass
were determined. Losses in carcass weight were
also determined by subtracting cold carcass weight
from hot carcass weight. The weight difference
was then divided by the hot carcass weight, and
then multiplied by 100 to determine percentage
of chill loss. Dressing percentage of the hot and
cold carcasses were calculated as a ratio of hot or
cold carcass weight to live body weight obtained
at the slaughterhouse. After 24 h postmortem, the
carcasses were ribbed at the 12-13 rib interface.
Marbling score and fat depth at three equally spaced
points over Longissimus dorsi (LD) muscle and
area of LD muscle cross-section was determined
at the ribbing site. The scale used to determine
marbling score ranged from 1 to 6 (1: slight, 2:
small, 3: modest, 4: moderate, 5: slightly abundant,
6: abundant) and official USDA marbling photos
were used to evaluate color scores (Figure 2).
Meat color parameters and pH
Meat samples from the gluteus medius (GM) and
the LD muscles were excised from the carcasses to
determine objective meat color parameters. After
pH measurements were performed on freshly cut
surfaces of LD and GM muscles using a direct
probe of a SCHOTT model pH meter (Schott, Lab
Star pH, Mainz, Germany), meat color parameters
[lightness (L*), redness (a*), yellowness (b*)
values] in muscle samples of LD and GM were
objectively measured using the Minolta Chroma
meter CR-400 (Minolta, Osaka, Japan) after 30
min of exposure to the air (Figure 3). The hue
of the tissue and the chroma were calculated as
tan-1(b*/a*) and √(a*2+b*2) respectively. Finally,
hue was determined by multiplying tan-1(b*/a*) by
(180/3.14).
Statistical analysis
The Shapiro-Wilk normality test in SPSS
Statistics 20 (IBM, Chicago, IL, USA. 2011) was
used to analyze normality of the data. Since data
had normal distribution, the SPSS Independent
Samples T Test procedure was used for statistical
analysis of slaughter and carcass traits data. Data
from meat color parameters were statistically
compared using a mathematical model that
included slaughter age and muscle as main
effects. The interaction between slaughter age
(YG, OG) and muscle (LD, GM) was excluded
Figure 2. Official USDA marbling photos used to
determine marbling score.
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)
7Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13
https://doi.org/10.17533/udea.rccp.v37n1a1Meat quality of Holstein bulls according to age
Kg, respectively, values of the OG group were
323.09±26.57 and 318.20±25.95, respectively.
Percentage of hot and cold carcass dressing ranged
from 54.60±1.40 to 53.80±1.40 in the YG group
and from 54.90±1.60 to 54.10±1.50 in the OG
group, respectively. Slaughter age groups differed
significantly in slaughter weight, hot and cold
carcass weights (p<0.01) as well as percentage of
chilling loss (p<0.05) (Table 1). In contrast, hot
and cold carcass dressing percentages were not
significantly affected by slaughtering age.
The least squares means and standard errors
from carcass traits are given in Table 2. While
SEUROP fatness and SEUROP conformation
scores in the YG group were 3.82±1.97 and
11.01±2.09, respectively, for the OG they were
4.27±1.45 and 10.64±2.01, respectively. The
LD area of bulls in the YG and OG groups
were 73.55±5.76 and 83.42±5.54, respectively.
Marbling scores and back fat thickness of
carcasses increased from 1.64±0.51 to 1.91±0.44,
and from 4.04±1.72 to 4.79±1.47 with increasing
slaughter age, respectively. Percentage of kidney
fat and KPH were 0.09±0.03 and 0.74±0.25 in the
YG group and 0.11±0.02 and 0.97±0.20 in the OG
group, respectively. All carcass traits, except for
LD area and percentage of kidney fat, were not
significantly affected by slaughter age. Differences
in LD area (p<0.01), KPH (p<0.05) between
slaughter age groups were statistically significant.
Figure 3. Minolta Chroma meter CR-400 used in the
study.
from the statistical model since it was found not
significant in the preliminary statistical analysis.
The Duncan Multiple Comparison Test was used
for subclass mean comparisons when the F test
for main effects were significant (Montgomery,
2013).
Results
Least square means and standard errors for
slaughter traits are presented in Table 1. Slaughter
weight of bulls in the YG and OG groups were
500.90±48.00 and 587.70±36.50 Kg, respectively.
While hot and cold carcass weights of bulls in the
YG group were 273.64±31.02 and 269.62±30.88
Table 1. Traits of Holstein Friesian bulls slaughtered at two ages.
Slaughter trait Slaughter age Significance
Young group
(n=14)
Old group
(n=16)
X±SE X±SE
Slaughter weight 500.90±48.00 587.70±36.50 **
Hot carcass weight 273.64±31.02 323.09±26.57 **
Cold carcass weight 269.62±30.88 318.20±25.95 **
Hot carcass dressing (%) 54.60±1.40 54.90±1.60 NS
Cold carcass dressing (%) 53.80±1.40 54.10±1.50 NS
Chilling loss (Kg) 4.02±0.93 4.89±1.02 *
Chilling loss (%) 1.46±0.33 1.52±0.25 NS
*: p<0.05; **: p<0.01; NS: Non-significant (p>0.05); X: Least square mean; SE: Standard error.
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)
8
https://doi.org/10.17533/udea.rccp.v37n1a1Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13Meat quality of Holstein bulls according to age
Table 3 presents the non-carcass components
data. Proportions of weights of hide, head, fore-
hind shanks, and liver to the hot carcass weight
of bulls in YG and OG groups were determined
as 7.95±0.36 and 7.45±0.34; 3.72±0.18 and
3.57±0.13; 2.01±0.18 and 1.99±0.14; 1.60±0.40
and 1.32±0.25, respectively. In addition,
percentages of testis, tail, lung, spleen, heart,
and kidney of bulls in the YG and OG groups
were 0.17±0.03 and 0.16±0.02; 0.24±0.03 and
0.23±0.02; 0.96±0.08 and 0.85±0.05; 0.18±0.02
and 0.17±0.01; 0.46±0.03 and 0.43±0.02,
0.89±0.09 and 0.84±0.03, respectively. While
age at slaughter had a significant impact on the
percentage of hide, heart (p<0.01), liver, and testis
(p<0.05), the rest of non-carcass components did
not differ by slaughter age.
Table 2. Carcass traits of Holstein bulls slaughtered at two ages.
Carcass trait Slaughter age Significance
Young group
(n=14)
Old group
(n=16)
X±SE X±SE
SEUROP fatness score 3.82±1.97 4.27±1.45 NS
SEUROP conformation score 11.01±2.09 10.64±2.01 NS
LD area (cm2) 73.55±5.76 83.42±5.54 **
Marbling score 1.64±0.51 1.91±0.44 NS
Back fat thickness (mm) 4.04±1.72 4.79±1.47 NS
Fat thickness/LD area 4.80±2.48 6.51±1.75 NS
LD area/100 Kg carcass weight 26.06±2.35 27.43±1.94 NS
Kidney fat (%) 0.09±0.03 0.11±0.02 NS
KPH (%) 0.74±0.25 0.97±0.20 *
*: p<0.05; **: p<0.01; NS: Non-significant (p>0.05); X: Least square mean; SE: Standard error; SEUROP: European Beef Carcass
Classification System.
Table 3. Non-carcass components of Holstein bulls slaughtered at two ages.
Non-carcass components (%) Slaughter age Significance
Young group
(n=14)
Old group
(n=16)
X±SE X±SE
Hide 7.95±0.36 7.45±0.34 **
Head 3.72±0.18 3.57±0.13 NS
Fore-hind shanks 2.01±0.18 1.99±0.14 NS
Liver 1.60±0.40 1.32±0.25 *
Testis 0.17±0.03 0.16±0.02 *
Tail 0.24±0.03 0.23±0.02 NS
Lung 0.96±0.08 0.85±0.05 NS
Spleen 0.18±0.02 0.17±0.01 NS
Heart 0.46±0.03 0.43±0.02 **
Kidney 0.89±0.09 0.84±0.03 NS
*: p<0.05; **: p<0.01; NS: Non-significant (p>0.05); X: Least square mean; SE: Standard error.
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)
Table 4. Carcass measurements of Holstein bulls slaughtered at two ages.
Carcass measurements (cm) Slaughter age Significance
Young group
(n=14)
Old group
(n=16)
X±SE X±SE
Thoracic depth 45.4±0.8 49.4±0.3 **
Carcass length 144.7±1.6 152.2±1.0 **
Length of the round 76.4±1.2 82.0±0.6 **
Width of the round from medial side 41.4±1.0 43.5±0.4 NS
Width of the round 21.9±0.4 22.7±0.5 NS
**: p<0.01; NS: Non-significant (p>0.05); X: Least square mean; SE: Standard error.
Least square means and standard errors
for carcass measurements are shown in Table
4. Thoracic carcass depth in the YG and OG
groups were 45.4±0.8 and 49.4±0.3 cm, while
carcass lengths were 144.7±1.6 and 152.2±1.0
cm, respectively. Length of the round of bulls
in the YG and OG groups were 76.4±1.2 and
82.0±0.6, respectively. Width of the round from
medial side and width of the round rose from
41.4±1.0 to 43.5±0.4 and from 21.9±0.4 to
22.7±0.5, respectively, with increasing slaughter
age. All carcass measurements that excluded
the width of the round from the medial side as
well as the width of the round were significantly
(p<0.01) affected by slaughter age.
In Table 5, least square means, and standard
errors of the color parameters and pH24 of GM
and LD muscles are presented. The pH values of
GM and LD muscles measured at 24 hpostmortem
was 5.48±0.01 and 5.66±0.0, respectively; and
5.60±0.03 and 5.54±0.02 for carcasses in the YG
and OG groups, respectively. None of the color
parameters (L*, a*, b*, chroma and hue) together
with pH24 value of meat were affected by slaughter
age. However, muscle type had a significant
(p<0.01) effect on L*, a*, b*, chroma and hue as well
as pH24 values. Meat color parameters, such as L*,
a*, b*, chroma, and hue values of GM muscle were
31.26±0.28, 15.03±0.24, 5.83±0.12, 16.13±0.33 and
21.18±0.32, respectively; while for the LD muscle
they were 29.39±0.28, 13.56±0.24, 5.47±0.12,
14.62±0.33 and 23.75±0.32, respectively.
Table 5. Color parameters and pH24 value of the gluteus medius (GM) and longissimus dorsi (LD) muscles of
Holstein bulls slaughtered at two ages.
Measurements Slaughter age Muscle Significance
Young group
(n=14)
Old group
(n=16)
Gluteus medius
(n=30)
Longissimus dorsi
(n=30)
Slaughter age Muscle type
X±SE X±SE X±SE X±SE
pH24 5.60±0.03 5.54±0.02 5.48±0.01 5.66±0.01 NS **
Color parameters
L* 30.42±0.40 30.24±0.37 31.26±0.28 29.39±0.28 NS **
a* 13.89±0.39 14.7±0.32 15.03±0.24 13.56±0.24 NS **
b* 5.48±0.19 5.82±0.17 5.83±0.12 5.47±0.12 NS NS
Chroma 14.94±0.42 15.82±0.40 16.13±0.33 14.62±0.33 NS **
Hue 22.29±0.39 22.65±0.37 21.18±0.32 23.75±0.32 NS **
**: p<0.01; NS: Non-significant (p>0.05); X: Least square mean; SE: Standard error; L*: Lightness; scale 0 (black) to 100 (white);
a*: Redness; + a* (red) to – a* (green); b*: Yellowness; + b* (yellow) to – b* (blue).
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)
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https://doi.org/10.17533/udea.rccp.v37n1a1Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13Meat quality of Holstein bulls according to age
Discussion
Beef producers in Turkey are paid based on
carcass weight and dressing percentage of the
cattle. Therefore, cattle breeders want to know the
association between potential carcass weights and
dressing percentage of their animals slaughtered
at various ages to maximize profit. Additionally,
carcass dressing is the most important component
of carcass quality (Ulutaş et al., 2021). In the present
study, slaughter age was a significant (p<0.01)
source of variation for live weight at slaughter along
with hot and cold carcass weights of Holstein bulls.
Hot and cold carcass weight, as well as slaughter
weight of animals in the OG group, respectively,
were 15.9, 18.07 and 18.01% heavier than those of
the YG group (Table 1). Furthermore, the values
of the slaughter traits increased with greater age at
slaughter. Similar findings were reported by Mojto
et al. (2009), Bureš and Bartoň (2012), Marti et al.
(2013), and Aydin et al. (2013). Both hot and cold
dressing percentages improved with increasing
slaughter age; however, differences in carcass
dressing of bulls in the OG and YG groups were
not statistically significant.
The LD area was strongly associated with live
body weight, carcass weight as well as carcass
muscularity. Significant positive correlation
between meat yield and rib eye area were also
confirmed by Tait et al. (2005) and Musa et al.
(2021). Furthermore, the amount of intramuscular
fat in LD muscle is also an important factor to
determine carcass quality. In the present study, age
at slaughter had a significant (p<0.01) effect on the
cross-sectional area of LD muscle, and it increased
with slaughter age (Table 1). The LD area in the
OG group was 13.4% higher than that of animals in
the YG group, indicating a considerable increase in
muscularity in the OG group compared to younger
bulls. This finding agrees with studies conducted
by Aksoy et al. (2006) and Nogalski et al. (2018).
Carcass fat traits, such as marbling score, back
fat thickness, SEUROP fatness score, percentages
of kidney fat tended to increase with higher
slaughter age (Table 2). Although differences
in carcass fat parameters were not statistically
significant, older bulls produced fattier carcasses.
Consistent with the present results, Du Plessis
and Hoffman (2007), Warren et al. (2008), Marti
et al. (2013), Nogalski et al. (2014), and Momot
et al. (2020) observed that high slaughter age
is associated with higher carcass fat content.
Furthermore, in the present study older animals
had better conformation scores (p<0.05) than bulls
in the YG group (Table 2). This result could be
attributed to increased carcass fat parameters in
the OG group and it is consistent with findings
by Warren et al. (2008), Aydin et al. (2013), and
Momot et al. (2020).
Although all non-carcass components of the
OG group were lower than those of the YG group,
differences in the proportion of hide, liver, testis
(p<0.05) and heart (p<0.01) to slaughter weight
were statistically significant in favor of younger
bulls (Table 3). This finding agrees with the
result of Aksoy et al. (2006), who reported that
percentage of non-carcass components decreases
with advancing slaughter age.
The increase in slaughter age led to significant
increase in carcass measurements, such as thoracic
depth, carcass length, and length of the round (Table
4). In agreement with previous studies (Aksoy et
al., 2006; Du Plessis and Hoffman, 2007), carcass
measurements increased with advancing slaughter
age.
Color affects meat visual evaluation and
consumer appreciation as well as preference.
Furthermore, meat discoloration is considered
as an indicator of freshness and wholesomeness;
therefore, any deviation from the bright cherry-
red color of beef negatively affects the purchase
decision of buyers. Age at slaughter is among the
main factors affecting meat color attributes (Canto
et al., 2016). In the present study, L* (lightness),
a* (redness), b* (yellowness), chroma (color
intensity), and hue values of meat in the OG group
did not differ significantly than those of YG group.
Meat pH24 values also ranged from 5.48 to 5.66,
confirming its high eating quality (Pogorzelska-
Przybyłek et al., 2018). Meat color parameters are
closely associated with meat pH. Factors leading to
pre-slaughter stress as well as excitation are mainly
responsible for increased pH and darker meat.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAMcCAYAAACM2NsSAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3bHKrlcRhuE3HoLFVhBSewxik0oCIlik8zxS/Z2dSKxstApYCFaiWIiHYBMsBEFsA2JpuyV2Iqgxz/xrZs0VsNt7vnmvWcXNbnzn7du3bx//ESBAgAABAgQIxATeEVgxS4MIECBAgAABAv8UEFgeAgECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgQIAAgbCAwAqDGkeAAAECBAgQEFjeAAECBAgQIEAgLCCwwqDGESBAgAABAgQEljdAgAABAgQIEAgLCKwwqHEECBAgQIAAAYHlDRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAgQIECBAQGB5AwQIECBAgACBsIDACoMaR4AAAQIECBAQWN4AAQIECBAgQCAsILDCoMYRIECAAAECBASWN0CAAAECBAgQCAsIrDCocQQIECBAgAABgeUNECBAgAABAgTCAgIrDGocAQIECBAgQEBgeQMECBAgEBH4y1+e54MPIqMMWSbw618/z5s3d320wLrrnr6GAAECxwQ+C6y//vXYz/vhwQLvviuwBp/P6gQIECBAgACB1xHwL1iv4+xXCBAgQIAAgUUCAmvRsX0qAQIECBAg8DoCAut1nP0KAQIECBAgsEhAYC06tk8lQIAAAQIEXkdAYL2Os18hQIAAAQIEFgkIrEXH9qkECBAgQIDA6wgIrNdx9isECBAgQIDAIgGBtejYPpUAAQIECBB4HQGB9TrOfoUAAQIECBBYJCCwFh3bpxIgQIAAAQKvIyCwXsfZrxAg0ETg5eV5PvmkyTLWiAh84xvP8+GHkVGGEIgJCKwYpUEECEwQ+OUvJ2xpx88r8J3vfN6/4c8TqBUQWLW+phMgQIAAAQILBQTWwqP7ZAIECBAgQKBWQGDV+ppOgAABAgQILBQQWAuP7pMJECBAgACBWgGBVetrOgECBAgQILBQQGAtPLpPJkCAAAECBGoFBFatr+kECBAgQIDAQgGBtfDoPpkAAQIECBCoFRBYtb6mEyBAgAABAgsFBNbCo/tkAgQIECBAoFZAYNX6mk6AAAECBAgsFBBYC4/ukwkQIECAAIFaAYFV62s6AQIECBAgsFBAYC08uk8mQIAAAQIEagUEVq2v6QQIECBAgMBCAYG18Og+mQABAgQIEKgVEFi1vqYTIECAAAECCwUE1sKj+2QCBAgQIECgVkBg1fqaToAAAQIECCwUEFgLj+6TCRAgQIAAgVoBgVXrazoBAgQIECCwUEBgLTy6TyZAgAABAgRqBQRWra/pBAgQIECAwEIBgbXw6D6ZAAECBAgQqBUQWLW+phMgQIAAAQILBQTWwqP7ZAIECBAgQKBWQGDV+ppOgAABAgQILBQQWAuP7pMJECBAgACBWgGBVetrOgECBAgQILBQQGAtPLpPJkCAAAECBGoFBFatr+kECBAgQIDAQgGBtfDoPpkAAQIECBCoFRBYtb6mEyBAgAABAgsFBNbCo/tkAgQIECBAoFZAYNX6mk6AAAECBAgsFBBYC4/ukwkQIECAAIFaAYFV62s6AQIECBAgsFBAYC08uk8mQIAAAQIEagUEVq2v6QQIECBAgMBCAYG18Og+mQABAgQIEKgVEFi1vqYTIECAAAECCwUE1sKj+2QCBAgQIECgVkBg1fqaToAAAQIECCwUEFgLj+6TCRAgQIAAgVoBgVXrazoBAgQIECCwUEBgLTy6TyZAgAABAgRqBQRWra/pBAgQIECAwEIBgbXw6D6ZAAECBAgQqBUQWLW+phMgQIAAAQILBQTWwqP7ZAIECBAgQKBWQGDV+ppOgAABAgQILBQQWAuP7pMJECBAgACBWgGBVetrOgECBAgQILBQQGAtPLpPJkCAAAECBGoFBFatr+kECBAgQIDAQgGBtfDoPpkAAQIECBCoFRBYtb6mEyBAgAABAgsFBNbCo/tkAgQIECBAoFZAYNX6mk6AAAECBAgsFBBYC4/ukwkQIECAAIFaAYFV62s6AQIECBAgsFBAYC08uk8mQIAAAQIEagUEVq2v6QQIECBAgMBCAYG18Og+mQABAgQIEKgVEFi1vqYTIECAAAECCwUE1sKj+2QCBAgQIECgVkBg1fqaToAAAQIECCwUEFgLj+6TCRAgQIAAgVoBgVXrazoBAgQIECCwUEBgLTy6TyZAgAABAgRqBQRWra/pBAgQIECAwEIBgbXw6D6ZAAECBAgQqBUQWLW+phMgQIAAAQILBQTWwqP7ZAIECNwu8Ic/3P6Fd33fmzfP89n/bvpPYN10Td9CgAABAv8U+Pjj5/nBD2BMEfjd7wTWlFvZkwABAgQIECBwTMC/YB2j98MECBAgQIDArQIC69bL+i4CBAgQIEDgmIDAOkbvhwkQIECAAIFbBQTWrZf1XQQIECBAgMAxAYF1jN4PEyBAgAABArcKCKxbL+u7CBAgQIAAgWMCAusYvR8mQIAAAQIEbhUQWLde1ncRIECAAAECxwQE1jF6P0yAAAECBAjcKiCwbr2s7yJAgAABAgSOCQisY/R+mACBEwJ/+9uJX937m1/+8t5v9+W7BQTW7vv7egLrBF5enufHP1732Uc++Be/eJ733jvy036UwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAgQIECAwHEBgXX8BBYgQIAAAQIEbhMQWLdd1PcQIECAAAECxwUE1vETWIAAAQIECBC4TUBg3XZR30OAAAECBAgcFxBYx09gAQIECBAgQOA2AYF120V9DwECBAgQIHBcQGAdP4EFCBAgQIAAgdsEBNZtF/U9BAj8R4GPPgK0WeDt281f3/fbv/e953nzpu9+/89mAuv/UfN3CBAYK/Dy8jx///vY9S1O4EqBDz8UWFce1kcRIECAAAECBJIC/gUrqWkWAQIECBAgQOB5HoHlGRAgQIAAAQIEwgICKwxqHAECBAgQIEBAYHkDBAgQIECAAIGwgMAKgxpHgAABAgQIEBBY3gABAgQIECBAICwgsMKgxhEgQIAAAQIEBJY3QIAAAQIECBAICwisMKhxBAgQIECAAAGB5Q0QIECAAAECBMICAisMahwBAr0Ffv7z3vvZro/AN7/5PF/7Wp99bDJLQGDNupdtCRD4ggKf/Z89/+lPX3CIv75C4Ic/FFgrDl30kQKrCNZYAgQIECBAYK+AwNp7e19OgAABAgQIFAkIrCJYYwkQIECAAIG9AgJr7+19OQECBAgQIFAkILCKYI0lQIAAAQIE9goIrL239+UECBAgQIBAkYDAKoI1lgABAgQIENgrILD23t6XEyBAgAABAkUCAqsI1lgCBAgQIEBgr4DA2nt7X06AAAECBAgUCQisIlhjCRAgQIAAgb0CAmvv7X05AQIECBAgUCQgsIpgjSVAgAABAgT2Cgisvbf35QQIECBAgECRgMAqgjWWAAECBAgQ2CsgsPbe3pcTIECAAAECRQICqwjWWAIECBAgQGCvgMDae3tfToAAAQIECBQJCKwiWGMJECBAgACBvQICa+/tfTkBAgQIECBQJCCwimCNJUCAAAECBPYKCKy9t/flBAgQIECAQJGAwCqCNZYAAQIECBDYKyCw9t7elxMgQIAAAQJFAgKrCNZYAgQIECBAYK+AwNp7e19OgAABAgQIFAkIrCJYYwkQIECAAIG9AgJr7+19OQECBAgQIFAkILCKYI0lQIAAAQIE9goIrL239+UECBAgQIBAkYDAKoI1lgABAgQIENgrILD23t6XEyBAgAABAkUCAqsI1lgCBAgQIEBgr4DA2nt7X06AAAECBAgUCQisIlhjCRAgQIAAgb0CAmvv7X05AQIECBAgUCQgsIpgjSVAgAABAgT2Cgisvbf35QQIECBAgECRgMAqgjWWAAECBAgQ2CsgsPbe3pcTIECAAAECRQICqwjWWAIECBAgQGCvgMDae3tfToAAAQIECBQJCKwiWGMJECBAgACBvQICa+/tfTkBAgQIECBQJCCwimCNJUCAAAECBPYKCKy9t/cLuzSKAAAMS0lEQVTlBAgQIECAQJGAwCqCNZYAAQIECBDYKyCw9t7elxMgQIAAAQJFAgKrCNZYAgQIECBAYK+AwNp7e19OgAABAgQIFAkIrCJYYwkQIECAAIG9AgJr7+19OQECBAgQIFAkILCKYI0lQIAAAQIE9goIrL239+UECBAgQIBAkYDAKoI1lgABAgQIENgrILD23t6XEyBAgAABAkUCAqsI1lgCBAgQIEBgr4DA2nt7X06AAAECBAgUCQisIlhjCRAgQIAAgb0CAmvv7X05AQIECBAgUCQgsIpgjSVAgAABAgT2Cgisvbf35QQIECBAgECRgMAqgjWWAAECBAgQ2CsgsPbe3pcTIECAAAECRQICqwjWWAIECBAgQGCvgMDae3tfToAAAQIECBQJCKwiWGMJECBAgACBvQICa+/tfTkBAgQIECBQJCCwimCNJUCAAAECBPYKCKy9t/flBAgQIECAQJGAwCqCNZYAAQIECBDYKyCw9t7elxMgQIAAAQJFAgKrCNZYAgQIECBAYK+AwNp7e19OgAABAgQIFAkIrCJYYwkQIEDgXwW++93n+fOfqRD4d4Hf/vZ53ry5S0Zg3XVPX0OAAIG2Ap980nY1ix0W+OpXBdbhE/h5AgQIECBAgEB/Af+C1f9GNiRAgAABAgSGCQisYQezLgECBAgQINBfQGD1v5ENCRAgQIAAgWECAmvYwaxLgAABAgQI9BcQWP1vZEMCBAgQIEBgmIDAGnYw6xIgQIAAAQL9BQRW/xvZkAABAgQIEBgmILCGHcy6BAgQIECAQH8BgdX/RjYkQIAAAQIEhgkIrGEHsy4BAgQIECDQX0Bg9b+RDQkQCAq8vDzP738fHGjUEYEvfel5fvWrIz/tRwn8TwIC639i8ocIELhF4De/ueVLfMf77zMg0FdAYPW9jc0IECBAgACBoQICa+jhrE2AAAECBAj0FRBYfW9jMwIECBAgQGCogMAaejhrEyBAgAABAn0FBFbf29iMAAECBAgQGCogsIYeztoECBAgQIBAXwGB1fc2NiNAgAABAgSGCgisoYezNgECBAgQINBXQGD1vY3NCBAgQIAAgaECAmvo4axNgAABAgQI9BUQWH1vYzMCBAgQIEBgqIDAGno4axMgQIAAAQJ9BQRW39vYjAABAgQIEBgqILCGHs7aBAgQIECAQF8BgdX3NjYjQIAAAQIEhgoIrKGHszYBAgQIECDQV0Bg9b2NzQgQIECAAIGhAgJr6OGsTYAAAQIECPQVEFh9b2MzAgQIECBAYKiAwBp6OGsTIECAAAECfQUEVt/b2IwAAQIECBAYKiCwhh7O2gQIECBAgEBfAYHV9zY2I0CAAAECBIYKCKyhh7M2AQIECBAg0FdAYPW9jc0IECBAgACBoQICa+jhrE2AAAECBAj0FRBYfW9jMwIECBAgQGCogMAaejhrEyBAgAABAn0FBFbf29iMAAECBAgQGCogsIYeztoECBAgQIBAXwGB1fc2NiNAgAABAgSGCgisoYezNgECBAgQINBXQGD1vY3NCBAgQIAAgaECAmvo4axNgAABAgQI9BUQWH1vYzMCBAgQIEBgqIDAGno4axMgQIAAAQJ9BQRW39vYjAABAgQIEBgqILCGHs7aBAgQIECAQF8BgdX3NjYjQIAAAQIEhgoIrKGHszYBAgQIECDQV0Bg9b2NzQgQIECAAIGhAgJr6OGsTYAAAQIECPQVEFh9b2MzAgQIECBAYKiAwBp6OGsTIECAAAECfQUEVt/b2IwAAQIECBAYKiCwhh7O2gQIECBAgEBfAYHV9zY2I0CAAAECBIYKCKyhh7M2AQIECBAg0FdAYPW9jc0IECBAgACBoQICa+jhrE2AAAECBAj0FRBYfW9jMwIECBAgQGCogMAaejhrEyBAgAABAn0FBFbf29iMAAECBAgQGCogsIYeztoECBAgQIBAXwGB1fc2NiNAgAABAgSGCgisoYezNgECBAgQINBXQGD1vY3NCBAgQIAAgaECAmvo4axNgAABAgQI9BUQWH1vYzMCBAgQIEBgqIDAGno4axMgQIAAAQJ9BQRW39vYjAABAgQIEBgqILCGHs7aBAgQIECAQF8BgdX3NjYjQIAAAQIEhgoIrKGHszYBAgQIECDQV0Bg9b2NzQgQIECAAIGhAgJr6OGsTYAAAQIECPQVEFh9b2MzAgQIECBAYKiAwBp6OGsTIECAAAECfQUEVt/b2IwAAQIECBAYKiCwhh7O2gQIECBAgEBfAYHV9zY2I0CAAAECBIYKCKyhh7M2AQIECBAg0FdAYPW9jc0IECBAgACBoQICa+jhrE2AAAECBAj0FRBYfW9jMwIECBAgQGCogMAaejhrEyBAgAABAn0FBFbf29iMAAECBAgQGCogsIYeztoECBAgQIBAXwGB1fc2NiNAgAABAgSGCgisoYezNgECBAgQINBXQGD1vY3NCBAgQIAAgaECAmvo4axNgAABAgQI9BUQWH1vYzMCBAgQIEBgqIDAGno4axMgQIAAAQJ9BQRW39vYjAABAgQIEBgqILCGHs7aBAgQIECAQF8BgdX3NjYjQKBA4NNPC4YaSeCQwFe+cuiH/ex/FRBY/5XIHyBA4CaBl5fn+clPbvoi37JV4Nvffp6f/nTr1/f/boHV/0Y2JECAAAECBIYJCKxhB7MuAQIECBAg0F9AYPW/kQ0JECBAgACBYQICa9jBrEuAAAECBAj0FxBY/W9kQwIECBAgQGCYgMAadjDrEiBAgAABAv0FBFb/G9mQAAECBAgQGCYgsIYdzLoECBAgQIBAfwGB1f9GNiRAgAABAgSGCQisYQezLgECBAgQINBfQGD1v5ENCRAgQIAAgWECAmvYwaxLgAABAgQI9BcQWP1vZEMCBAgQIEBgmIDAGnYw6xIgQIAAAQL9BQRW/xvZkAABAgQIEBgmILCGHcy6BAgQIECAQH8BgdX/RjYkQIAAAQIEhgkIrGEHsy4BAgQIECDQX0Bg9b+RDQkQIECAAIFhAgJr2MGsS4AAAQIECPQXEFj9b2RDAgQIECBAYJiAwBp2MOsSIECAAAEC/QUEVv8b2ZAAAQIECBAYJiCwhh3MugQIECBAgEB/AYHV/0Y2JECAAAECBIYJCKxhB7MuAQIECBAg0F9AYPW/kQ0JECBAgACBYQICa9jBrEuAAAECBAj0FxBY/W9kQwIECBAgQGCYgMAadjDrEiBAgAABAv0FBFb/G9mQAAECBAgQGCYgsIYdzLoECBAgQIBAfwGB1f9GNiRAgAABAgSGCQisYQezLgECBAgQINBfQGD1v5ENCRAgQIAAgWECAmvYwaxLgAABAgQI9BcQWP1vZEMCBAgQIEBgmIDAGnYw6xIgQIAAAQL9BQRW/xvZkAABAgQIEBgmILCGHcy6BAgQIECAQH8BgdX/Rl94wz/+8QuPMIBAicDXv14y1lACBAgcFxBYx09Qv8D3v/88P/tZ/e/4BQKfR+Bb33qeH/3o8/wNf5YAAQJzBATWnFvZlAABAgQIEBgiILCGHMqaBAgQIECAwBwBgTXnVjYlQIAAAQIEhggIrCGHsiYBAgQIECAwR0BgzbmVTQkQIECAAIEhAgJryKGsSYAAAQIECMwREFhzbmVTAgQIECBAYIiAwBpyKGsSIECAAAECcwQE1pxb2ZQAAQIECBAYIiCwhhzKmgQIECBAgMAcAYE151Y2JUCAAAECBIYICKwhh7ImAQIECBAgMEdAYM25lU0JECBAgACBIQICa8ihrEmAAAECBAjMERBYc25lUwIECBAgQGCIgMAacihrEiBAgAABAnMEBNacW9mUAAECBAgQGCIgsIYcypoECBAgQIDAHAGBNedWNiVAgAABAgSGCAisIYeyJgECBAgQIDBHQGDNuZVNCRAgQIAAgSECAmvIoaxJgAABAgQIzBEQWHNuZVMCBAgQIEBgiIDAGnIoaxIgQIAAAQJzBATWnFvZlAABAgQIEBgiILCGHMqaBAgQIECAwBwBgTXnVjYlQIAAAQIEhggIrCGHsiYBAgQIECAwR0BgzbmVTQkQIECAAIEhAgJryKGsSYAAAQIECMwREFhzbmVTAgQIECBAYIiAwBpyKGsSIECAAAECcwQE1pxb2ZQAAQIECBAYIiCwhhzKmgQIECBAgMAcAYE151Y2JUCAAAECBIYICKwhh7ImAQIECBAgMEfgHyL6p2EzVn1AAAAAAElFTkSuQmCC)
11Rev Colomb Cienc Pecu 2024; 37(1, Jan-Mar):3–13
https://doi.org/10.17533/udea.rccp.v37n1a1Meat quality of Holstein bulls according to age
Therefore, transport and pre-slaughter have to be
carried out appropriately to prevent undesirable
discoloration of beef. In the present study, pH24
of OG and YG meat did not differ significantly
and were within desirable limits. This could be
attributed to adequate pre-slaughter conditions.
Therefore, the unimportant differences in meat
pH24 observed could result in trivial differences
between the OG and YG groups in terms of color
parameters. These findings are also supported by
results of Nogalski et al. (2018), and Pogorzelska-
Przybyłek et al. (2018). On the other hand, Marti
et al. (2013), and Kopuzlu et al. (2018) reported
increasing pH24 as slaughter age advances, and the
increasing pH24 values led to significant changes
in meat color.
In the present study, the significant (p<0.01)
differences in pH24 between LD and GM muscles
could be due to differences in fiber type of both
muscles as indicated by Mojto et al. (2009) and
Anderson et al. (2012). The L*, a* and chroma
values of GM were higher than those of LD muscle.
The differences in color could be attributed to the
lower pH24 of GM muscle. This effect of muscle
on color parameters is also in agreement with
findings by Preziuso and Russo (2004), and Bureš
and Bartoň (2012).
In conclusion, our results show that Holstein
Friesian bulls can be slaughtered at later age (24
months) since their carcass traits are not adversely
affected over time. Additionally, it seems more
advantageous to slaughter bulls at 24 months of
age to get carcasses not only heavier but also have
higher marbling score and more muscled and thus
better suited to current consumer expectations.
Declarations
Funding
This study was not funded by any company or
organization.
Conflicts of interest
The authors declare that they have no conflicts
of interest regarding the work presented in this
report.
Author contributions
AD, MY, RA, and RK designed and supervised
the study. AD, VFÖ, ŞŞO, and RK collected
the data. RA made the statistical analysis. The
manuscript was written by MY and VFÖ. All
authors contributed to the critical revision of the
manuscript. The final version of the manuscript
was approved by all authors.
Use of artificial intelligence (AI)
No AI or AI-assisted technologies were used
during the preparation of this work.
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The Scientific World J 2021; 2021:1–8.
https://doi.org/ 10.1155/ 2021/5536793
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)
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https://doi.org/10.4025/ actascianimsci.v35i4.21756
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ABAgQIENgrILD2fns3J0CAAAECBA4JCKxDsI4lQIAAAQIE9goIrL3f3s0JECBAgACBQwIC6xCsYwkQIECAAIG9AgJr77d3cwIECBAgQOCQgMA6BOtYAgQIECBAYK+AwNr77d2cAAECBAgQOCQgsA7BOpYAAQIECBDYKyCw9n57NydAgAABAgQOCQisQ7COJUCAAAECBPYKCKy9397NCRAgQIAAgUMCAusQrGMJECBAgACBvQICa++3d3MCBAgQIEDgkIDAOgTrWAIECBAgQGCvgMDa++3dnAABAgQIEDgkILAOwTqWAAECBAgQ2CsgsPZ+ezcnQIAAAQIEDgkIrEOwjiVAgAABAgT2Cgisvd/ezQkQIECAAIFDAgLrEKxjCRAgQIAAgb0CAmvvt3dzAgQIECBA4JCAwDoE61gCBAgQIEBgr4DA2vvt3ZwAAQIECBA4JCCwDsE6lgABAgQIENgrILD2fns3J0CAAAECBA4JCKxDsI4lQIAAAQIE9goIrL3f3s0JECBAgACBQwIC6xCsYwkQIECAAIG9AgJr77d3cwIECBAgQOCQgMA6BOtYAgQIECBAYK+AwNr77d2cAAECBAgQOCQgsA7BOpYAAQIECBDYKyCw9n57NydAgAABAgQOCQisQ7COJUCAAAECBPYKCKy9397NCRAgQIAAgUMCAusQrGMJECBAgACBvQIC69m3//vf9z4ENydwzwKf+cw9/zq/jQABAv8tILCemTw9Xdf3v++ZECBwTwJ//ON1vf32Pf0iv4UAAQK1gMCqjSwIECBAgAABAi0BgdXiMiZAgAABAgQI1AICqzayIECAAAECBAi0BARWi8uYAAECBAgQIFALCKzayIIAAQIECBAg0BIQWC0uYwIECBAgQIBALSCwaiMLAgQIECBAgEBLQGC1uIwJECBAgAABArWAwKqNLAgQIECAAAECLQGB1eIyJkCAAAECBAjUAgKrNrIgQIAAAQIECLQEBFaLy5gAAQIECBAgUAsIrGdGH31Ug51cfOMbJ093NgECBAgQIPBSAgLrmfTT03X99rcvRf/ff+dXv7rd3/aXCRAgQIAAgTkBgTVn6SQCBAgQIECAwL8EBJaHQIDACoE3b1Zc81Ve8jvfeZU/248m8D8FBJYHQoDACoF//icAH3+84qqv6pKf/vR1/fznr+on+7EEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIECAAAECBCIBgRUxGREgQIAAAQIEcgGBlVtZEiBAgAABAgQiAYEVMRkRIECAAAECBHIBgZVbWRIgQIAAAQIEIgGBFTEZESBAgAABAgRyAYGVW1kSIEDg4QXevHn4K7rgnQh8/vPX9bWv3cmPOfAzBNYBVEcSIEDgtQq8995r/eV+92sT+OY3BdZr+2Z+LwECBAgQIEDgpgL+H6yb8vvjBAgQIECAwCMKCKxH/KruRIAAAQIECNxUQGDdlN8fJ0CAAAECBB5RQGA94ld1JwIECBAgQOCmAgLrpvz+OAECBAgQIPCIAgLrEb+qOxEgQIAAAQI3FRBYN+X3xwkQIECAAIFHFBBYj/hV3YkAAQIECBC4qYDAuim/P06AAAECBAg8ooDAesSv6k4ECBAgQIDATQUE1k35/XECBAgQIEDgEQUE1iN+VXciQIAAAQIEbiogsG7KP/PHv/e96/rpT2fOcgqBexL4wheu669/vadf5LcQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECBAgQIEAgExBYmZMVAQIECBAgQCAWEFgxlSEBAgQIECBAIBMQWJmTFQECBAgQIEAgFhBYMZUhAQIECBAgQCATEFiZkxUBAgQIECBAIBYQWDGVIQECr1ng6em6fvzj13wDv53AfQi88851ffDBffyWe/4VAuuev47fRoDAmMBf/jJ2lIMIrBf44hfXE5QAAusZ0T//F+5vflOaGRC4qcBHH930z/vjBAgQIBAICKxnSL/+dSBmQuDGAl//+o1/gD9PgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAFXkcVEAAANdElEQVQCBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKIgMCBAgQIECAQE9AYPW8rAkQIECAAAECpYDAKokMCBAgQIAAAQI9AYHV87ImQIAAAQIECJQCAqskMiBAgAABAgQI9AQEVs/LmgABAgQIECBQCgisksiAAAECBAgQINATEFg9L2sCBAgQIECAQCkgsEoiAwIECBAgQIBAT0Bg9bysCRAgQIAAAQKlgMAqiQwIECBAgAABAj0BgdXzsiZAgAABAgQIlAICqyQyIECAAAECBAj0BARWz8uaAAECBAgQIFAKCKySyIAAAQIECBAg0BMQWD0vawIECBAgQIBAKSCwSiIDAgQIECBAgEBPQGD1vKwJECBAgAABAqWAwCqJDAgQIECAAAECPQGB1fOyJkCAAAECBAiUAgKrJDIgQIAAAQIECPQEBFbPy5oAAQIECBAgUAoIrJLIgAABAgQIECDQExBYPS9rAgQIECBAgEApILBKotc/+POfX/8d3OAxBb70pce8l1sRIEBAYC14Az/84XX94hcLLuqKr0rgK1+5rh/96FX9ZD+WAAECsYDAiqkMCRAgQIAAAQKZgMDKnKwIECBAgAABArGAwIqpDAkQIECAAA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