Correction of INRAPORC® prediction errors for a commercial pig system

Correção de erros de predição do INRAPORC ® para um sistema comercial de suínos

Sebastião Ferreira Magagnin Simona Miléo Siqueira Priscila de Oliveira Moraes Fabiano Dahlke Lucélia Hauptli Marson Bruck Warpechowski About the authors

ABSTRACT:

INRAPORC® is a mechanistic, dynamic, and deterministic model system that is used in commercial pig production. However, its use is limited as it requires performance information for animals under ad libitum (AL) feed management, which is not provided at all stages of production. Verification of the INRAPORC® calibrations were conducted in this investigation using data from a small group of animals fed with AL in a laboratory situation, to simulate the mean kinetics of a larger commercial population and generate the correction equations for the predicted body weight (BW), and backfat thickness (BT). Analyses were performed by comparing the predicted and observed data, and by submitting them to prediction calibration curve tests (b0 = 0, and b1 = 1). The obtained curves presented a systematic, fixed effect error (+2.37 mm) for BT. The predicted BW and BT values were corrected using the values of the systematic errors obtained. As a result, 100% of the BW averages observed were contained in the confidence intervals (CI) of the INRAPORC® predicted averages, without the need for corrections, and 78.5% of the actual BT averages were contained in the CI of the averages predicted by the system, after corrections. The INRAPORC® calibrations, based on a small population of animals in laboratory conditions could thus be utilized to make predictions for commercial pig production systems and for value correction procedures for the BW and BT of pig populations that have systematic errors in their prediction validations.

Key words:
calibration validation; systematic error; predicted value correction procedure

RESUMO:

O INRAPORC® é um sistema de modelos mecanicista, dinâmico e determinista. Seu uso em sistemas comerciais de produção de suínos é restrito, pois necessita de informações de desempenho de animais sob manejo alimentar à vontade (AV), uma vez que este manejo não é utilizado em todas as fases de produção. Por isso é interessante verificar se a calibração do INRAPORC® baseada em um pequeno grupo de animais AV em situação laboratorial é capaz de simular a cinética média de uma população comercial maior e de subsidiar equações de correção de dados preditos de peso vivo (PV) e espessura de toucinho (ET). As análises foram realizadas comparando os dados preditos e observados sob o teste da curva de calibração da predição (b0=0 e b1=1), as curvas obtidas apresentaram erro sistemático de efeito fixo para a ET de +2,37mm. Os valores preditos de PV e ET foram corrigidos utilizando os valores dos erros sistemáticos obtidos. Como resultado, 100% das médias observadas de PV, estavam contidas nos intervalos de confiança (IC) das médias preditas pelo INRAPORC®, sem necessidade de correções e 78,5% das médias reais de ET estavam contidas nos IC das médias preditas pelo sistema, após as correções. A calibração do INRAPORC® baseada em uma pequena população de animais em situação laboratorial pode ser aplicada para predições de um sistema comercial de criação de suínos, bem como a aplicação do procedimento de correção dos dados preditos de PV e ET nas populações suínas que apresentem erros sistemáticos nas validações preditivas do sistema.

Palavras-chave:
validação de calibração; erro sistemático; procedimento de correção de valores preditos

INTRODUCTION:

INRAPORC® is a model system developed and distributed by the Institut National de La Recherche Agronomique (INRA) that utilizes the INRA-CIRAD-AFZ (Centre de Coopération Internationale en Recherche Agronomique pour le Développement - Association Française de Zootechnie) database and is an important tool used to help design nutritional strategies for pigs (VAN MILGEN et al., 2008VAN MILGEN, J. et al. InraPorc: A model and decision support tool for the nutrition of growing pigs. Animal Feed Science and Technology, v.143, p.387-405, 2008. Available from: <Available from: https://doi.org/10.1016/j.anifeedsci.2007.05.020 >. Accessed: Oct. 3, 2020.
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). It is a mechanistic model that considers in its simulations, animal physiological processes and characteristics, making it flexible, as it can be used to assess animal performance in a variety of conditions (HAUSCHILD et al., 2012HAUSCHILD, L. et al. Development of sustainable precision farming systems for swine: Estimating real time individual amino acid requirements in growing-finishing pigs. Journal of Animal Science, v.90, n.7, p.2255-2263, 2012. Available from: <Available from: https://doi.org/10.2527/jas.2011-4252 >. Accessed: Oct. 3, 2020.
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). It is thus dynamic and can provide nutritional requirements, and performance advice over time, and is deterministic, as it gives results for a median animal, without presenting the values of the population variations (LOVATTO & SAUVANT, 2001LOVATTO, P.E.; SAUVANT, D. Modelagem aplicada aos processos digestivos e metabólicos do suíno. Ciência Rural, v.31, n.4, p.663-670, 2001. Available from: <Available from: http://www.scielo.br/scielo.php?script=sci_arttext&pid=S0103-84782001000400017 >. Accessed: Oct. 3, 2020.
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).

To use INRAPORC® and benefit from its full performance potential, it is necessary to calibrate it with the average data for a population of animals under ad libitum feed management (AL) (VAN MILGEN et al., 2008VAN MILGEN, J. et al. InraPorc: A model and decision support tool for the nutrition of growing pigs. Animal Feed Science and Technology, v.143, p.387-405, 2008. Available from: <Available from: https://doi.org/10.1016/j.anifeedsci.2007.05.020 >. Accessed: Oct. 3, 2020.
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). However, in commercial farms, AL management is not practiced at all stages of production, so it is necessary to calibrate the system with data from a small group of animals in a laboratory situation and use this as a simulation of the larger commercial population. In this process, prediction errors can occur as a function of genetic, individual, and environmental variations between one population and another (POMAR et al., 2003POMAR et al. Modeling stochasticity: Dealing with populations rather than individual pigs. Journal of Animal Science, v.81, p.178-186, 2003. Available: <Available: https://academic. oup.com/jas/article-abstract/81/14_suppl_2/E178/4789949 >. Accessed: Oct. 3, 2020. doi: 10.2527/2003.8114_suppl_2E178x.
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). The population deviations for Brazilian conditions have not yet been verified for the INRAPORC® calibrations but are required to improve its use.

INRAPORC® makes predictions for performance data and nutritional needs based on an individual that is proposed to represent the medium of a population (VAN MILGEN et al, 2008VAN MILGEN, J. et al. InraPorc: A model and decision support tool for the nutrition of growing pigs. Animal Feed Science and Technology, v.143, p.387-405, 2008. Available from: <Available from: https://doi.org/10.1016/j.anifeedsci.2007.05.020 >. Accessed: Oct. 3, 2020.
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); however, there will be animals in the population that have nutritional requirements above or below the simulated curve (KNAP, 2000KNAP, P.W. Stochastic simulation of growth in pigs: relations between body composition and maintenance requirements as mediated through protein turn-over and thermoregulation. Animal Science, v.71, p.11-30, 2000. Available from: <Available from: https://doi.org/10.1017/ S1357729800054850 >. Accessed: Oct. 3, 2020.
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). Due to variations among individuals in the population, there are differences between the medium kinetic population, and individuals (POMAR et al., 2003POMAR et al. Modeling stochasticity: Dealing with populations rather than individual pigs. Journal of Animal Science, v.81, p.178-186, 2003. Available: <Available: https://academic. oup.com/jas/article-abstract/81/14_suppl_2/E178/4789949 >. Accessed: Oct. 3, 2020. doi: 10.2527/2003.8114_suppl_2E178x.
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), and this error type can exist when comparing the averages predicted by INRAPORC® with actual population averages.

This study verified the INRAPORC® prediction errors for body weight (BW), and backfat thickness (BT), based on the data from a small group of animals under laboratory conditions, and determined if the system calibrations based on this group could be extrapolated to a commercial pig system. Furthermore, we determined if the calibration curve equations for the BW and BT prediction values could be used to correct possible deviations from the population averages that were predicted by the system.

MATERIALS AND METHODS:

To calibrate INRAPORC®, the data for six barrows that were receiving ad libitum feed management (AL), with initial body weights (BWi) of 74.68 ± 5.07 kg, as reported previously by PIEROZAN (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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), were used. In parallel to this group, in the same experiment, data of another six barrows receiving restricted feed management (RE) of an average of 2.721 kg/day, with BWi of 78.53 ± 3.95 kg, were used. Both groups of pigs were descended from the commercial genetic line, AGROCERES PIC, and were managed under the same temporal and environmental conditions.

The calibration procedure used to predict the BW and BT of the RE group utilized the actual values of their dietary composition and amino acid profiles at zero percent wastage, food intake up to 50 kg in body weight (FI50), BT, BW, and cumulative feed intake from the AL animal groups. Data from the AL group was used to calibrate INRAPORC® , and that from the RE group was used to evaluate the accuracy of the BT and BW predictions. The data pertaining to the observed BW and BT were collected weekly during the Pierozan (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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) experiment, and each animal had 13 observations, with 78 observations per group, and 156 observations in total. In this study, INRAPORC® version 1.6.5.7 was used.

The actual and predicted BW and BT data from the RE animal group were submitted to the prediction calibration curve test. The coefficients and statistical significance (αb1, b1 = 1, and αb0; b0 = 0) were determined using the Statgraphics Centurion 15® calibration module hypothesis test, which supplied the data for the correction equations of the BW and BT predictions.

Experiments by OLIVEIRA et al. (2015OLIVEIRA, E.A. et al. Live performance, carcass quality, and economic assessment of over 100kg slaughtered pigs. Arquivo Brasileiro de Medicina Veterinária e Zootecnia, v.67, n.6, p.1743-1750. 2015. Available from: <Available from: http://dx.doi.org/10.1590/1678-4162-7632 >. Accessed: Oct. 3, 2020.
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), provided data from two commercial pig populations (farms) slaughtered in two consecutive years (2009 and 2010). These populations consumed the same diet and belonged to the same gender (barrows), and genetic descent (AGROCERES PIC). Farm 01 (F01) in 2009 provided data for 76 barrows, and Farm 02 (F02) in 2010 provided data for 116 barrows. The slaughters were staggered so that they were close to the target slaughtering body weights of 100 kg (n = 22, and 28), 115 kg (n = 18, and 29), 130 kg (n = 18, and 31), and 145 kg (n = 18, and 28), from F01 and F02, respectively. There were thus four animal lots that were slaughtered per farm, totaling eight lots. Each pen housed groups of 10 to 11 animals, and all the animals in each pen were slaughtered at the same time. Each farm provided five actual population averages for body weight, and the animals were weighed at the start of the test (initial body weight - BWi), and at slaughter (final body weight), and four observations for backfat thickness (population averages) were collected at slaughter using a pachymeter at point P2. In the F01 animals, the average BWi was 85.022 ± 7.096 kg, and they consumed an average of 2.357 kg/day of feed and in F02 the average BWi was 77.827 ± 7.272 kg, and they consumed an average of 2.730 kg/day.

The production systems were evaluated using prediction errors from a previous calibration of INRAPORC® data from the PIEROZAN (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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) experiment in a commercial pig system, and from OLIVEIRA et al. (2015OLIVEIRA, E.A. et al. Live performance, carcass quality, and economic assessment of over 100kg slaughtered pigs. Arquivo Brasileiro de Medicina Veterinária e Zootecnia, v.67, n.6, p.1743-1750. 2015. Available from: <Available from: http://dx.doi.org/10.1590/1678-4162-7632 >. Accessed: Oct. 3, 2020.
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), providing 10 observations for BW, and eight for BT, considering F01, and F02 as a single farm. To consider them as the only herd, a t-test was performed for independent samples.

The actual BW and BT data were compared with those predicted by the calibration curve hypothesis test (b0 = 0, and b1 = 1) of the Statgraphics Centurion 15 calibration module, generating prediction calibration test curves. The t-test for the paired samples was used to verify the accuracy between the actual and predicted averages for the slaughtered lots. This facilitated verification of whether the INRAPORC® calibrations from a small group of animals in a laboratory situation could be extrapolated to a commercial pig population.

BW and BT data for each slaughter lot were analyzed in the distribution adjustment mode of the Statgraphics Centurion 15 using the Komolgorov-Smirnov method, verifying the population probability of each slaughtered lot presenting normal data distributions.

To verify the BW and BT sampling sufficiency (Ƞ) of F01 and F02, in a single herd, and of each lot of six animals for the AL and RE of the Pierozan (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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) experiment, equation 1 was used (FONTELLES et al., 2010FONTELLES, M. J. et al. Metologia da pesquisa: Diretrizes para o cálculo do tamanho da amostra. Revista Paraense de Medicina, v.24, p.57-64, 2010. Available from: <Available from: http://files.bvs.br/upload/S/0101-5907/2010/v24n2/a2125.pdf >. Accessed: Oct. 3, 2020.
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):

Ƞ=((Z(α/2) x σ)/ (EL x ))2((Z((1-α)/2) * σ) / (EL * ))2 (1)

Where: Z((1-α)/2) is the distribution value of Z tabulated for (α = 0.05; two-tailed); σ is the population standard deviation of the studied variable; EL is the error limit or relative error (in this study 5% was used); and x̅, is the value of the sample mean.

After predicting the BW and BT averages with INRAPORC®, the corrected averages were calculated, based on the prediction calibration curves between the actual and predicted BW and BT data, from the PIEROZAN (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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) experiment. The actual averages of the BT and BW from F01 and F02 were contained in the confidence interval (CI) of the corrected averages, obtained from the actual population variations in each lot slaughtered at the target slaughter weights (100, 115, 130, and 145 kg BW).

For each slaughtered lot, the CI for the actual mean (x) of the BW, and the BT were calculated based on the product between the standard deviation (Sx), and the two-tailed Z value for a 5% statistical significance ((1-α)/2), as a function of the square root of the number of animals (√n), as seen in equation 2:

CI =x̅± Z((1-α)/2) * (Sx /n) (2)

Amplitudes of the CI obtained for each actual average of the BW and BT data were maintained for the predict averages with INRAPORC® , and to those corrected by the BW and BT correction equations. The verified percentages of the BW, BT, and the actual averages that were contained in the CI were verified, and the mean deviations (MD) between the actual and predicted averages, and between the actual and corrected averages, were obtained for each slaughtered lot.

RESULTS AND DISCUSSION:

The AL and RE animal groups from the PIEROZAN (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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) experiment had sample variation coefficients of 6.20% and 5.03%, and sampling sufficiencies of 5.91 and 3.90 animals per group (Equation 1); respectively, and in each group six animals were housed. System validations based on the predicted and actual data from a small group of pigs in laboratory conditions, and with RE feed management, presented BW intercepts of +4.542 kg, which were not significant (P = 0.10), and linear regression coefficients of + 0.925, which were significant (P < 0.01), with systematic error rates, and predicted data overestimated by 7.5%.

This BW overestimation was associated with the simulated energy partitions, as the system underestimates the use of the bodies reserves for maintenance and heat loss, and this consequently results in overestimations (VAN MILGEN et al., 2005VAN MILGEN, J. et al. InraPorc: un modèle pour analyser les performances et évaluer les stratégies alimentaires chez le porc en croissance. Journées Recherche Porcine, v.37, p.291-298, 2005. Available: <Available: http://journees-recherche-porcine.com/texte/2005/05Modelis/mod 0501.pdf >. Acessed: Oct. 3, 2020.
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). The system does not model the temperature effects on the energetic partitions and the thermal comfort range for finishing pigs, which is from 12 ºC to 18 °C (LEAL & NÃÃS, 1992LEAL, P.M.; NÃÃS I.A. Ambiência animal. In: CORTEZ, L.A.B.; MAGALHÃES, P.S.G., Introdução à engenharia agrícola. Campinas, SP: Unicamp. 1992. p.121-135.). During the PIEROZAN (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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) experiment, 50 % of the average weekly temperatures were over 18 °C, and this contributed to increasing the actual energy expenditure for thermoregulation, thus reducing the energy partition for lipid and protein deposition, and consequently the actual BW.

Another possible source for rate systemic errors in the system BW predictions was the minimal ratio between the lipid and protein depositions (DL:DP). INRAPORC® is unable to calibrate, but varies with genotype, gender (QUINIOU et al., 1996QUINIOU, N. et al. Effect of energy intake on the performance of different types of pig from 45 to 100 kg body weight. 1. Protein and lipid deposition. Animal Science, v.63, p.277-288, 1996. Accessed: Oct.3, 2020. doi: 10.1017/S1357729800014831.
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), body weight (DE GREEF et al, 1992DE GREEF, K. et al. Performance and body composition of fattening pigs of two strains during protein deficiency and subsequent realimentation. Livestock Production Science, v.30, p.141-153, 1992. Available from: <https://doi.org/10.1016/S0301-6226(12)80034-0>. Accessed: Oct. 3, 2020.
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), and energy intake (MÖHN & DE LANGE, 1998MÖHN, S.; DE LANGE, C.F.M. The effect of body weight on the upper limit to protein deposition in a defined population of growing gilts. Journal of Animal Science, v.76, n.1, p.124-133, 1998. Available from: <Available from: https://academic.oup.com/jas/article-abstract/76/1/124 /4625172?redirectedFrom=fulltext >. Accessed: Oct. 3, 2020. doi: 10.2527/1998.761124x.
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).

For BT, the linear regression coefficient (+1.013) was not significant (P = 0.73), while the intercept (-2.37 mm) was significant (P < 0.01), presuming overestimated predictions (Table 1). This systematic, fixed-effect error was influenced by the initial lipid mass value of the RE animal group profile, which was possibly not the actual initial lipid mass value. This could be due to variations in the lipid depositions in the body, depending on genetics, age, and gender (KLOAREG et al., 2006KLOAREG, M. et al. Estimation of whole-body lipid mass in finishing pigs. Animal Science, v.82, p.241-251, 2006. Available from: <Available from: https://doi.org/10.1079/ASC200529 >. Accessed: Oct. 3, 2020.
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). The system authors (QUINIOU & NOBLET, 1995QUINIOU, N.; NOBLET, J. Prediction of tissular body composition from protein and lipid deposition in growing pigs. Journal of Animal Science, v.73, p.1567-1575, 1995. Available from: <Available from: https://doi.org/10.2527/1995.7361567x >. Accessed: Oct. 3, 2020.
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) described the lipid deposition equations, considering variation from some genetic groups and different genders, but INRAPORC® uses a generic equation for its simulations.

Table 1
Intercept values (b0), linear regression coefficients (b1), and their respective probabilities for body weight and backfat thickness, average daily consumption, and the barrow population sizes, under the feed restrictions of the Pierozan (2014PIEROZAN, E.A. Avaliação e predição da excreção de nutrientes na terminação de suínos pesados. 2014. 97f. (Master’s Dissertation in Veterinary Sciences), Federal University of Paraná, Curitiba. Available from: <Available from: https://acervodigital.ufpr.br/handle/1884/36114 >. Accessed: Oct. 3, 2020.
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) experiments and for Farms 01 and 02.

Prediction calibration curves gave rise to correction equations for the predicted BW (Equation 3), and BT values (Equation 4):

BWcorrect = 0.925*BW Inraporc + 4.54, (= 0.994)(3)

BTcorrect = 1.013*BT Inraporc - 2.37, (= 0.985)(4)

F01 and F02 were assessed to determine if they had equivalent populations and could be considered as a single herd. They reported a similarity between their initial body weight averages (P = 0.49), and their population variations (P = 0.84). When considering the two farms as a single herd, the number of BT and BW observations increased from 4 and 5, to 8 and 10, respectively (Table 1).

When comparing the INRAPORC® predictions with the actual data from the pigs of the unified F01 and F02 for BW and BT, the intercepts (P > 0.52), and linear regression coefficients (P > 0.15) were not significant (Table 1). These results are favorable to system calibration extrapolation from a laboratory animal group to a commercial pig production system. However, for the BT, the unified herd (F01 and F02) showed significant differences in the t-test (P ≤ 0.02), influenced by the intercept fixed-effect error (-2.37 mm). This indicated that it is important to have a correction for the BT predicted values.

BW and BT data normality analyses using the Komolgorov-Smirnov method presented data distributions that did not have different normalities from the BW (P > 0.41) and BT (P > 0.87) (Table 2). The sample sufficiency was verified for the BW and BT, as in the single herd there were 192 animals and according to Eq. 1 the sampling sufficiency for the BW data was 40 animals, and for the BT it was 100. This information may be considered for future experiments that will use INRAPORC® for commercial populations.

Table 2
Actual average information predicted by INRAPORC® and corrected for body weight and backfat thickness, data variations, normality tests, and the characteristics of each lot of barrows slaughtered from the F01 and F02 farms.

Predicted BW and BT averages were corrected using the prediction calibration curves described by equations 3 and 4. The mean deviation between the actual and predicted averages for the BW data was +1 kg, whereas for the corrected means it was -4 kg (Table 3). This deviation between actual and predicted averages occurred due to the individual performance kinetics that were described by different population kinetics models (POMAR et al., 2003POMAR et al. Modeling stochasticity: Dealing with populations rather than individual pigs. Journal of Animal Science, v.81, p.178-186, 2003. Available: <Available: https://academic. oup.com/jas/article-abstract/81/14_suppl_2/E178/4789949 >. Accessed: Oct. 3, 2020. doi: 10.2527/2003.8114_suppl_2E178x.
https://academic. oup.com/jas/article-ab...
; VAUTIER et al, 2013VAUTIER, B. et al. Accounting for variability among individual pigs in deterministic growth models. The Animal Consortium, v.7, n.8, p.1265-1273, 2013. Available from: <Available from: https://doi.org/10.1017/S1751731113000554 >. Accessed: Oct. 3, 2020.
https://doi.org/10.1017/S175173111300055...
). INRAPORC® simulations consider a median animal ;however, there are animals that may have nutritional requirements above or below the simulated curve (KNAP, 2000KNAP, P.W. Stochastic simulation of growth in pigs: relations between body composition and maintenance requirements as mediated through protein turn-over and thermoregulation. Animal Science, v.71, p.11-30, 2000. Available from: <Available from: https://doi.org/10.1017/ S1357729800054850 >. Accessed: Oct. 3, 2020.
https://doi.org/10.1017/ S13577298000548...
; VAUTIER et al., 2013VAUTIER, B. et al. Accounting for variability among individual pigs in deterministic growth models. The Animal Consortium, v.7, n.8, p.1265-1273, 2013. Available from: <Available from: https://doi.org/10.1017/S1751731113000554 >. Accessed: Oct. 3, 2020.
https://doi.org/10.1017/S175173111300055...
). By assuming the nutritional strategy with medium nutritional requirements for a population, it underfeeds animals with the highest performance potential and overfeeds the lower potential animals, thus reducing the population conversion rates and food efficiency (BROSSARD et al., 2006BROSSARD, L. et al. Analyse des relations entre croinssance et ingetion à partir de cinétiques individualles: implications dans la définition de profils animaux pour la modélisation. Journées Recherche Porcine, v.38, p.217-224, 2006. Available from: <Available from: http:// www.journees-recherche-porcine.com/texte/2006/06Alim/a10.pdf >. Accessed: Oct. 3, 2020.
http:// www.journees-recherche-porcine.c...
; VAUTIER et al., 2013VAUTIER, B. et al. Accounting for variability among individual pigs in deterministic growth models. The Animal Consortium, v.7, n.8, p.1265-1273, 2013. Available from: <Available from: https://doi.org/10.1017/S1751731113000554 >. Accessed: Oct. 3, 2020.
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), and the actual average population performance may be smaller than predicted.

Table 3
Actual values predicted by INRAPORC® and corrected for body weight and backfat thickness for each slaughtered lot from farms 01 and 02, after different periods of stay before slaughter. Averages of the confidence intervals for the predicted and corrected averages, using the confidence intervals obtained for the actual averages of each slaughtered lot.

The actual BW averages were (100%) within the CI of the predicted averages by INRAPORC® , and 75% were within the CI of the corrected averages (Table 3). These data agree with the paired t-test results that the actual averages were similar to those predicted by the system (P = 0.26) (Table 1). For the BT data, 25% of the actual averages were contained in the CI predicted averages, and the t-test confirmed this as non- similar data (P = 0.02); however 87.5% of the actual averages were within the corrected averages of the CI.

The mean deviation between the actual and predicted averages was 1.9 mm, and between the actual and corrected averages was -0.2 mm (Table 3). These results agreed with the fixed-effect error previously observed, overestimating the BT predicted values (2.37 mm). The correction of these values with the equation obtained by the BT prediction calibration curve, presented satisfactory results, and most actual averages were within the CI of the corrected averages.

CONCLUSION:

System calibrations using data from small groups of animals reared in laboratory conditions were effective at predicting the body weights of commercial pig populations, without needing to apply corrections to the predicted data. INRAPORC® overestimated the backfat thickness values, while the procedure for correcting the predicted data, based on the prediction calibration curves, was effective.

ACKNOWLEDGEMENTS

The authors thank CAPES-PNPD for their support of this study (Was financed in part by the Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES), Brasil - Finance code 001). We also thank INRA-CIRAD-AFZ for providing the INRAPORC® system license to LABSISZOOT of Paraná Federal University and to Editage (www.editage.com) for their writing support.

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  • 0
    CR-2020-0916.R2

Publication Dates

  • Publication in this collection
    25 June 2021
  • Date of issue
    2021

History

  • Received
    04 Oct 2020
  • Accepted
    17 Feb 2021
  • Reviewed
    27 Mar 2021
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