Description of the study area
The experiment was done at the Department of Aquaculture and Fisheries, University of Ilorin, Nigeria. Ilorin, the Kwara State capital is in North Central Zone of Nigeria and situated on latitude 8°30’N and longitude 4°32’E.
Collection and transportation of fish specimens
A multisampling technique was adopted for this research study. The fish farms selected in Ilorin metropolis were stratified into large, medium and small scales using stratified methods as described by Fagbenro and Adebayo (2007). Thirty (30) African catfish were randomly selected comprises of ten (10) fish from each stratified group. The fish specimen collected was transported alive after purchase in their original water in a plastic container properly covered and well aerated to the laboratory at the Department of Aquaculture and Fisheries, University of Ilorin. The sex differential of African catfish was performed using genital papillae commonly used in C. gariepinus as described by Omitoyin (2006). The fish were weighed using sensitive scale and the lengths were measured using meter board calibrated in centimeter.
Collection of fish organs
Four (4) organs (muscle, fin, gill and eyes) of the fish specimen were collected for examination of G. malalai from each of the fish specimen which led to one hundred and twenty (120) samples. The fins, gills and eyes were aseptically collected while the fish muscles were trimmed carefully to expose any embedded parasite cysts. The organs were collected in triplicates. The whole gills were rinsed and examined under a compound microscope with magnification of 10 xs, 40 xs and 100 xs. Tissue specimen from fins, eyes and gills pieces were cut, rinsed with normal saline solution and placed in 4% formalin buffer 10% for 24hrs in vials, shaken and the sediment examined under the microscope (Model: XSZ-170BN).
Parasites identification
All the parasites recovered from the organs of the fish specimen were manually counted and recorded. Morphological features were used to identify the parasites as described by Ravichandran et al. (2009).
Calculation of parasitological indices
The analysis for G. malalai infestation to find percentage, density, intensity and index of infestation were calculated by following the formula given by Adeshina et al. (2016).
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W+bNqSH7FZXB8jVbmEszGTOdkgyvAAU/KOgArr9V8C2Wp6h4fuo7++sF8Ptus7e0Mfl/d2YbejEjb8vUcH15puqeArDU/FR8QRajqenXktsLS5FjcCNbmIEkB/lJBGThlKsPWgDk49ZbwR448aWutXuo3tvNYJqmlxTXksmUyUeCMFjtbzSoG3n519BXb+DNGvdC8I2Flq17cX2oCMPdz3Fy85MrcsAzknaDwB6CuFsb7Rfi7410DVLKxn8rw2ZZrqaaNkVJyQEt8kAOQyCQkZA2r/er1egDzbSftPjnx14tg1TU9RtrLRbmOys7XT72S12ny9zSu0bAuxJ4B+UAdDXGeIdSvfEv7MviceILmS9utHvpbNbreU+0+VcIFdguA3BHByMqD1r1S88C2sviC81rStV1PRL3UERL1tPePbchRhSyyI4DAHG5cH3qHU/htouofD0+DIJrzT9Kcgym1kXzZfm3nc7q2Szck9T64yKAOj0zTYNJsha2sl1JGGLbrq7luX5/wBuVmbHtmuL8ItPN8RviHpVxfX09lDPaCCOW8lbyBLb73EZLZTLMT8pGOMYwK7q2he3tYoZJ5Ll40CtNKF3yED7x2gDJ9gB7Vz+l+C4tJ8Ra9rVtrGpNda4F88SGEpEyLtRox5fBVeBnIPcGgDye2/tx/2cn8Vf8JXrf9q6c1xNbSm9cjEd067ZBn96CFI+fOAQBwK6z4g6bb6z41+HU121yjz3cyMba8mgKg27MdpRgVOQORzjjOOK2oPhbp0Hw3uPBK6zq7aZOzFpGeEzKrPvZA3lYwWJPIzyeavah4Fh1K+8PXdxreqrNoB3W5QwASsV2lpB5XJK5HG0cnGDzQByOpanqOqfE3VPDiWWv32laHY2wSDR9TW2laSUE+ZLK88cj4C4GGIzktyRUn2f4kN8KTbvDdDWLbUsFHu4Vu7uwEmdvmoSqSlDtyDn5Sc5NdZrXgWz1XxCuvWepalo2q+R9nkutOlRTNGDkK6ujq2CeDjPvS3/AIHttQ0exsn1bV45rC8+3QX4ug1wJtrrnLqy4xIw27duDjGKAOL0VtM17SPGFvDqPiKFVsBHdaDrN1cfaLJwrnesjSFijjAwGIIU84OKt+ANJg074J6fqVprdzpNzPoiZvru9luILQlAfMEMsnlrg9gAO3Suv0fwdZaXeale3F1d6rfapGkV3dXzIWkjUEKm1FVFUbj0UZzzWLb/AAl0WLwndeGrjUdYvNImhMEVrcXYK2yFw+E2qM4ZVwX3EAYHBIIBy/8AbS6b8UvBkGg61r17b6p9og1D+0PtJt7rbFuSSPzR5YO4Z/dcYxxg83PCPhrT5fjF4+Jm1JDa3dhKgj1W5QMWtw53hZAHGc8NkAcAY4rpH+G1pPqej6ne69rd5qOkTGW3urieJmIKlShXy9mCCckKGPGTwMWp/AVhJ4wuvEVtqGp2NxfLEt9BaThIrsRjCb/l3ZA4yrLxxQBy+la7e6E3xSu/tNzeposjXFpDd3LyrHi1EpRdxJVS2eBWLq8ur6N8D7P4g23iLU5NdFrbajMZrt2tphKyFoTBny1XD7QVUNwOa9F0fwRZ6RquvXrX99fjXn33dvd+UYs7duFCopA2/Lgk8D15rOg+FulRafbaVNqerXWh2kqywaRcTI1uhVtyqSEEjKDghWcjgccUAZnixr+4+K3geGx1bUNOg1S1vvtkMFw2yRY40ZRsJ2hvnYbtufTBAIseAXvtP+IPjXw7Pql7qGn6e1lPZ/bp2nli86Ny672JJGUGM9K39V8HQat4y0fxJLqeoQXGkLItvbwmLySJABJuDIWO4AD7wxgYweaXSvB8Gk+MtY8RxanfzXGsLGtxbzGLyQIwRHtAQMNoJH3jnJzk80AXfEc3kaHK/wBt1Kxwy/v9Ms/tU68j7sflSZB7/IcDnjrXFf2p/wBTf8QP/CV/+91ek0UAYnhSf7RpUj/2lrGo4mI83WNP+xyj5V+UJ5MWV77tp5JGeMCTVbnxHDdKuh6Vpd5b7AWkvNTkt3DZOQFWCQEYxzkdTxxk69FAHN/bvG//AEL3h/8A8H0//wAh0fbvG/8A0L3h/wD8H0//AMh1f8UX15pnhPVNQ0xoFu7S1knj+0RmSMlFLYIDKeQMdeM556VyngXx7qPi7wdqX2yK007xPpgZbq3MbPEpK74pAu8MUZcH73ODzQBufbvG/wD0L3h//wAH0/8A8h0fbvG//QveH/8AwfT/APyHS+ANZ1PxF4D0rWdbNp9q1C3W4K2kTRoisMhcMzEkDqc/hXR0Ac39u8b/APQveH//AAfT/wDyHR9u8b/9C94f/wDB9P8A/IddJRQBzf27xv8A9C94f/8AB9P/APIdH27xv/0L3h//AMH0/wD8h1nfEDVtW0XVvCMul6lJbwX+uw6fd23lRss0bq7HllLKfkxwR1rtaAOb+3eN/wDoXvD/AP4Pp/8A5Do+3eN/+he8P/8Ag+n/APkOukooA5v7d43/AOhe8P8A/g+n/wDkOj7d43/6F7w//wCD6f8A+Q66SigDm/t3jf8A6F7w/wD+D6f/AOQ6Pt3jf/oXvD//AIPp/wD5Dp3j/wAUHwZ4B1fX0jSWSzgzEjnCtIxCoD7bmFWNB0rWdOubqTWPEMurxzJF5UMtrFF9ncbvM2tGq7lYlcBgSu3qc0AVft3jf/oXvD//AIPp/wD5Do+3eN/+he8P/wDg+n/+Q61LL+2P7Y1L+0PsP9m7o/7P8jf52Nn7zzc/Lnfnbt7dea0KAOb+3eN/+he8P/8Ag+n/APkOj7d43/6F7w//AOD6f/5DqHxx4hutIfQ9N02VYLvW9SSyWcqGMCbWd3VTwWwuBkEZYEg9Ds6HYajp1g0GraxJrE3nOyXMsEcTiMn5VIjAUkDjcAM+goAzPt3jf/oXvD//AIPp/wD5Do+3eN/+he8P/wDg+n/+Q66SmTSx28DzTOEjjUs7HooAyTQBz327xv8A9C94f/8AB9P/APIdH27xv/0L3h//AMH0/wD8h1oeGtftfFPhqx1zT45o7a+iEsaTqA4B9QCRn8TWpQBzf27xv/0L3h//AMH0/wD8h0fbvG//AEL3h/8A8H0//wAh10FxG01tLFHNJbu6FVmjCloyR94bgRkdeQR6g1xnwh17VfEnw6ttR1+8+23pubiJ5zEke4JKyj5UAA4A7UAaf27xv/0L3h//AMH0/wD8h0fbvG//AEL3h/8A8H0//wAh10lFAHN/bvG//QveH/8AwfT/APyHR9u8b/8AQveH/wDwfT//ACHXSUUAc39u8b/9C94f/wDB9P8A/IdH27xv/wBC94f/APB9P/8AIddJRQBzf27xv/0L3h//AMH0/wD8h0fbvG//AEL3h/8A8H0//wAh1J49u73Tvh7r2oaVeSWV5ZafNdQzRojkNGhcAh1YEHbg8dDxjrUvgrULrV/APh/UtQl867vNMtp55NoXe7xKzHAAAySeAMUAVvt3jf8A6F7w/wD+D6f/AOQ6Pt3jf/oXvD//AIPp/wD5DrpKKAOb+3eN/wDoXvD/AP4Pp/8A5Do+3eN/+he8P/8Ag+n/APkOukooAo6VLqs1qza5Z2dncbyFjs7trhCuBglmjjIOc8YPQc84F6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMXxn/wAiHr//AGDbn/0U1eaahBL4O0rwj8RdOjZreHS7Wy16BAT5toyLtlwOrRsc+uD2Ar1rVdLtdb0m503UVke1ukMcyRzPEWU9RuQhgD0ODyOKhtdB0208OroUduX01YDbCCeV5cxEY2FnJYjHHJ6cUAePeIorc/si6RcXMcZNtZ6bIkjrkxnzoQSD2+UkfQmuu8ZC3Pxp+G7DyvtBfUcHjeU+yt+OM113/CLaL/wia+GWsEfR1txbC0kZnHlgYAyTnjA5znvmsuH4aeFbefTZ4dOlW40t99pP9unMsfGMFy+5lxkbWJABIxyaAOUtPC2j6v8AHHxhBqFmktrLp1lJNa9Ip3bzAWdRwx47/XrgjjbDw9Y6h+z34hvr/wA+5u9FkvV0yaWZi1ksMjGMRnPy89+pHGcAAe2W3hDRrTxLe6/bw3CanfRiK4m+2zEOo6DYX2jHbAGO2KpQ/Dnwzb+Gb3w/FZ3I0u+kMlxbnULg+YxOW+YybgCeoBwe+aAOU+IqnU/Dvw6W6nlVrnxDYeZLG+xyWglzhhyCc9RzzxRNpNp4T+PPhyDwvALSHWrK8Oq20LEIwjAaOZl6Fix27utdte+CtA1HQ9P0fULE3VjpzrJaxzTyOY2VGRW3FtxIDnBJOOCOQMP0jwlo2h30l9Y28z3ssYia6u7qW6m2A5CCSVmYLnnAOKAPINH0LW/iDoHiS9bS9FvNXm1K7t4NWvNSliutMdG2xrGq27eWEwrYVxuzzya6DxNoj3Xj/wCFkevmOTVGiuoL66tGK+cVtCzqGwGKFt3Bxwx6ZNdlefDrwtf6tcajNprJcXR3XP2e6mhS4PrJGjhXP+8DmrV/4L0LUtU0rUbq0lFzo67bAwXUsK24xghURgvI4ORyODxxQA7wv4T0vwfY3dnoaPFbXV5JdmJiCsbPjKrgcLxwOcVxGg6Xp/jb4jeNl8W2sOqf2XdQ2lna3aB0tYTHu3Ih+6zEk7+vHBGK9SrB1TwToOsao2pXdpNHeyRiGWe0u5rZ5UHRXMTrvHs2aAPGdRaTUf2XfE8eps2oR6Xfz2+nXN1+8cxJcKqMGPJIyy59BivedM0nTtFshZ6PYWun2oYsILWFYkBPU7VAGazNT8EeHtX8KJ4ZvNOUaMgUCzt5XgTCnIB8tlJGecHvz1rZtrdLS1it4TIY4kCKZJGkbAGOWYksfckmgDz3wXp9m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)
Statistical analysis
Descriptive statistics were used to analyze the data, while the significance of parasite occurrence between males and females was analyzed using Chi-square test. Also, Mann–Whitney U test was performed for the significance of difference in the intensity of the infection between males and females (p > 0.05) while infestation among the organs were analyzed using one-way analysis of variance with the aid IBM SPSS, version 20.