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The analyses determined the values of critical parameters  \\(T_{C} \\approx 204\\)  K,  \\(\\beta = 0.654~\\pm ~0.016\\) ,  \\(\\gamma = 1.11~\\pm ~0.009\\) , and  \\(\\delta = 2.70~\\pm ~0.009\\)  for  \\(x = 0.4\\) , and  \\(T_{C} \\approx 218\\)  K,  \\(\\beta = 0.495~\\pm ~0.004\\) ,  \\(\\gamma =0.991~\\pm ~0.003\\) , and  \\(\\delta = 2.86~\\pm ~0.009\\)  for  \\(x = 0.5\\) . With these critical values, the  \\(M(H\\) ) data around the  \\(T_{C}\\)  of the samples fall into two universal branches of a scaling function  \\(M(H\\) ,  \\(\\varepsilon ) ={} \\vert \\varepsilon \\vert ^{\\beta }\\!f_{\\pm }\\)  ( \\(H\u002F \\vert \\varepsilon \\vert ^{\\beta +\\gamma }\\) ), where  \\(\\varepsilon =(T\\) – \\(T_{C}\\) )\u002F \\(T_{C}\\) , and  \\(f_{+}\\)  for  \\(T > T_{C}\\)  and  \\(f_{-}\\)  for  \\(T \u003C T_{C}\\) . 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