| Literature DB >> 35953971 |
Nicole M Lewis1, Carla Canedo-Ribeiro1, Claudia C Rathje1, Rebecca L Jennings1, Maxim Danihel1, Lisa M Bosman1, Giuseppe Silvestri1, Darren K Griffin1.
Abstract
The cattle breeding industry, through both of its derivatives (dairy and beef), provides 81% of milk and 22% of meat required globally. If a breeding bull is sub-fertile, this impacts herd conception and birth rates, and it is generally accepted that having a proactive genetic screening programme can prevent further losses. Chromosome translocations are the leading genetic cause of infertility in livestock and, in cattle, this extends beyond the classical 1:29 to other Robertsonian translocations (RobTs) and to reciprocal translocations (RECTs). The incidence of both (collectively termed RTs) varies between breeds and herds; however, we estimate that RECTs are, most likely, at least twice as common as RobTs. The purpose of this study was to develop an industry economic model to estimate the financial impact of an RT event at the herd level. If we assume a conservative incidence rate of 0.4% for Rob1:29 with each one impacting the conception rate by 5%, we calculate that actively screening for and removing a Rob1:29 bull could benefit an impacted herd by GBP 2.3 million (approx. USD 2.8 million) over six years. A recently updated screening protocol developed in our lab for all RTs, however (with a projected combined incidence of 1.2%, impacting conception rates by 10%), could benefit an impacted herd by GBP 7.2 million (nearly USD 9 million) for each RT found. For an industry worth USD 827.4 billion (dairy) and USD 467.7 billion (beef), expanding knowledge on incidence and further dissection of the potential costs (financial and environmental) from RTs is essential to prevent further losses.Entities:
Keywords: 1:29; AI; FISH; Robertsonian translocation; chromosome; cytogenetic screening; fertility; financial model; reciprocal translocation
Year: 2022 PMID: 35953971 PMCID: PMC9367566 DOI: 10.3390/ani12151982
Source DB: PubMed Journal: Animals (Basel) ISSN: 2076-2615 Impact factor: 3.231
Calculations leading to relative opportunity cost of a bull with an RT assuming 5% reduction in conception rate as reported for Rob1:29 [9,10] and 10% reduction in italics if all RTs are taken into account.
| Conception Rate | Successful Live Births per Year a | Cows not Impregnated and Thus Not Lactating per Year a | Days per Year without Milk b | Opportunity Cost p.a. (Expressed as Value of Milk Lost GBP) c | Opportunity Cost p.a. (Expressed as Value of Calf That Could Be Sold GBP) d | Total Opportunity Cost per Year from Days without Milk (GBP) e | |
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| Without RT | 55% | 12,650 | 10,350 | 569,250 | 3,073,950.00 | 358,627.50 | 3,432,577.50 |
| With an RT | 50% | 11,500 | 11,500 | 632,500 | 3,415,500.00 | 389,475.00 | 3,813,975.00 |
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| Difference (i.e., RT cost) | 5% f | 1150 | 1150 | 63,250 | 339,550.00 | 41,847.50 | 381,397.50 |
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a. Assuming 23,000 matings; b. Assuming 55 days until another attempt at insemination. c. Calculated as GBP 5.40 per day as follows: 4 months is subtracted from a total calving index of 13 months to account for dry and non-peak times for milking, meaning that we used a calving index of 9 months in this calculation as an estimate of the persistency of lactation, cows milked three times per day will on average lose 6% of their peak milk per month. Using a peak of 50 L, if we take this 9-month value into account, this gives a reduction in milk yield of 54% (27 L). Multiplying this value in time by the margin over purchased feed value works out at GBP 0.20 per litre milk produced. 27 L × 0.20 = 5.40 multiplied by days per year without milk b. d. Calculated as GBP 0.63 per day based on the average value of a calf being GBP 250 and dividing that by the calving interval of 395 days, then multiplied by days per year without milk b. e. Calculated as GBP 6.03 per day (c + d). f. Note, if only RobTs (or 1:29 alone) were screened then only a proportion of the benefits would be realized. g. Note, RECTs lead to a smaller proportion of chromosomally normal gametes than RobTs meaning that the impact on conception rate of RECTs is greater.
Chromosomal errors detected by FISH screening among n = 59 individuals. RobT = Robertsonian translocation; RECT = Reciprocal translocation. * Chimeric bull 10 cell analysed 50:50 XX/XY.
| Karyotype | Total Number of Cases |
|---|---|
| Heterozygous RobT (1:29) | 5 |
| Homozygous RobT (1:29) | 2 |
| RECT (1:25) | 1 |
| RECT (12:23) | 2 |
| Complex Translocation (26) | 1 |
| XX/XY chimeric * | 1 |
| Normal | 47 |
Figure 1(A) Probes for proximal 1q (green) and distal 1q (red) both correctly hybridize to the normal chromosome 1; however, a translocation is detected due to the distal q-arm signal localizing on chromosome 25 instead (arrow). (B) Probes for proximal 25q (green) and distal 25q (red) both correctly hybridize to the normal chromosome 25; however, a translocation is detected due to the distal q-arm signal localizing on chromosome 1 instead (arrow). Together, the two images (A,B) establish this was a case of reciprocal translocation (RECT) t (1:25). DNA counterstained in DAPI (grey). Scale bar = 5 µm.