Animals and phenotypic data
A total of 1,065 Chinese Holstein cows from44 sire families was used in this study which were detailed described by Shi et al. [40]. We collected milk samples of these 1,065 cows to measure milk fatty acids in the laboratory of Beijing Dairy Cattle Center (www.bdcc.com.cn). By gas chromatograph, the contents of 16 kinds of main milk fatty acids were directly detected, including SFA: C6:0, C8:0, C10:0, C11:0, C12:0, C13:0, C14:0, C15:0, C16:0, C17:0, C18:0, C20:0; and UFA: C14:1, C16:1, C17:1 and C18:1cis-9. Based on these phenotype values, we obtained five index traits (C14index, C16index, C17index, C18index, and total index) calculated with the formulas:
![](data:image/jpeg;base64,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)
and summarized the SFA, UFA, SFA/UFA.
SNP identification and genotyping
We extracted genomic DNA from the blood samples of 1,065 cows and the semen samples of 44 sires using TIANamp Blood DNA Kit (Tiangen, Beijing, China) and salt-out procedure, respectively. DNA quantity and quality were measured by NanoDropTM ND-2000 Spectrophotometer (Thermo Scientific, Hudson, DE, USA) and 2.0% agarose gel electrophoresis.
A total of 15 pairs of primers (Additional file 4: Table S4) were designed using the Primer 3.0 (http://primer3.wi.mit.edu/) based on the sequences of all the exons, and 3,000 bp of 5' and 3' flanking regions of the bovine HTR1B gene (Gene ID: 317707), and were synthesized in the Beijing Genomics Institute (Beijing, China). Two DNA pools’ construction and polymerase chain reaction (PCR) procedure used the same method as those in our previous study [40]. By sequencing PCR products, we identified potential polymorphic sites and further genotyped identified SNPs in 1,065 cows by matrix-assisted laser desorption/ionization time of flight mass spectrometry (MALDI-TOF MS, Sequenom MassARRAY, Bioyong Technologies Inc. HK).
Statistical analysis
First, we used the Haploview 4.1 software (Broad Institute of MIT and Harvard, Cambridge, MA, USA) to identify the LD extent among the identified SNPs of the HTR1B gene.
Subsequently, we performed single SNP-based and haplotype-based association analysis. We traced the pedigrees of the 1,065 Chinese Holstein cows back to three generations, as a result, a total of 3,335 individuals were included for association analysis, which kinship matrix (A-matrix) were constructed with SAS9.2 (SAS Institute, Cary, NC, USA). Then, associations between the identified SNPs and haplotype blocks with 24 milk fatty acid traits were performed by SAS9.2 on the basis of the following mixed animal model:
![](data:image/jpeg;base64,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)
Prediction of the secondary structure and function changes of the HTR1B protein
We used the NPSA SOPMA SERVER program (https://npsa-prabi.ibcp.fr/cgi-bin/npsa_automat.pl?page=npsa_sopma.html) to predict whether the identified missense mutation in coding region changed HTR1B protein secondary structure, and set the parameters with similarity threshold (8), and number of states (4-Helix, Sheet, Turn, Coil). Also, we used the SIFT (http://sift.bii.a-star.edu.sg/) and PROVEAN (http://sift.jcvi.org/index.php) to investigate whether the missense mutation altered the protein function. The score thresholds of the SIFT and PROVEAN were 0.05 [43] and -2.5 [44], respectively. When the score is below the threshold, the protein function is considered changed.
Prediction of the changes of transcription factor binding sites (TFBSs)
We predicted whether the SNPs in 5′ UTR and flanking region of the HTR1B gene impacted on TFBSs by using the Genomatix suite v3.9 (http://www.genomatix.de/cgi-bin/welcome/welcome.pl?s=d1b5c9a9015b02bb3b1a806f9c03293f).
Construction of recombinant plasmid, cell culture and luciferase assay
We constructed six luciferase reporter gene fragments with Kpn1 and Nhel restriction sites at the 5' to 3' termini (Figure 3), which contained alleles A and T of g.17307103A>T, T and G of g.17305206T>G, and C and T of g.17303761C>T. The six fragments were synthesized in Genewiz (Suzhou, China), and were cloned into the pGL4.14 Luciferase Assay Vector (Promega, Madison, USA). Subsequently, the plasmids were purified by Endo-free Plasmid DNA Mini Kit Ⅱ (OMEGA, omega bio-tek, Norcross, Georgia, USA), and then were sequenced to confirm the integrity of each construct's insertions.
Human Embryonic Kidney (HEK)-293T cells were cultured in Dulbecco's modified Eagle's medium (DMEM) including 10% heat-inactivated fetal bovine serum (FBS; Gibco, Life Technologies) at 5% CO2 and 37℃. We seeded approximately 2×105 cells per well into 24-well plates, and transfected the cells using Lipofectamine 2000 (Invitrogen, CA, USA). For each well, we transfected 500ng of the constructed plasmid DNA along with 10ng of pRL-TK renilla luciferase reporter vector (Promega), and conducted three replicates for each construct. The cells were cultured for about 36-48h after transfection and then were measured the activities of firefly and renilla luciferases using a Dual-Luciferase Reporter Assay System (Promega) with a Modulus microplate multimode reader (Turner Biosystems, CA, USA). Finally, average statistics of three replicates were calculated as the normalized luciferase data (firefly/renilla).