40    const complex_type z1(float_type(12U) / 10U, float_type(34U) / 10U);  in test()  local
46 …const complex_type result_01 = z1 / z2;                      // N[((12/10) + ((34 I)/10)) / ((56/1…  in test()
47    const complex_type result_02 = complex_type(z1) /= z2;       // Same as above.  in test()
48 …const complex_type result_03 = z1 / (i * z2);                // N[((12/10) + ((34 I)/10)) / ((-78/…  in test()
49    const complex_type result_04 = complex_type(z1) /= (i * z2); // Same as above.  in test()
50 …const complex_type result_05 = z1.real() / z2;               // N[((12/10) / ((56/10) + ((78 I)/10…  in test()
51 …const complex_type result_06 = z1.real() / (i * z2);         // N[((12/10) / ((-78/10) + ((56 I)/1…  in test()
52 …const complex_type result_07 = sqrt(z1);                     // N[Sqrt[(12/10) + ((34 I)/10)], 100]  in test()
53 …const complex_type result_08 = sqrt(-z1);                    // N[Sqrt[(-12/10) - ((34 I)/10)], 10…  in test()
54 … const complex_type result_09 = sin(z1);                      // N[Sin[(12/10) + ((34 I)/10)], 100]  in test()
55 …const complex_type result_10 = sinh(z1);                     // N[Sinh[(12/10) + ((34 I)/10)], 100]  in test()
56 …const complex_type result_11 = cosh(z1);                     // N[Cosh[(12/10) + ((34 I)/10)], 100]  in test()
57 … const complex_type result_12 = log(z1);                      // N[Log[(12/10) + ((34 I)/10)], 100]  in test()
58 …const complex_type result_13 = asin(z1);                     // N[ArcSin[(12/10) + ((34 I)/10)], 1…  in test()
59 …const complex_type result_14 = acos(z1);                     // N[ArcCos[(12/10) + ((34 I)/10)], 1…  in test()
60 …const complex_type result_15 = atan(z1);                     // N[ArcTan[(12/10) + ((34 I)/10)], 1…  in test()
61 …const complex_type result_16 = acosh(z1);                    // N[ArcCosh[(12/10) + ((34 I)/10)], …  in test()
62 …const complex_type result_17 = atanh(z1);                    // N[ArcTanh[(12/10) + ((34 I)/10)], …  in test()
63 … const complex_type result_18 = exp(z1);                      // N[Exp[(12/10) + ((34 I)/10)], 100]  in test()
64 …const complex_type result_19 = pow(z1, 5);                   // N[((12/10) + ((34 I)/10)) ^ 5, 100]  in test()
65 …const complex_type result_20 = pow(z1, z2);                  // N[((12/10) + ((34 I)/10)) ^ ((56/1…  in test()
66 …const complex_type result_21 = pow(z1.real(), z2);           // N[(12/10)^((56/10) + ((78 I)/10)),…  in test()
67    const complex_type result_22 = cos(z1);  in test()
68    const complex_type result_23 = asinh(z1);  in test()
69    const complex_type result_24 = tanh(z1);  in test()
70    const complex_type result_25 = log10(z1);  in test()
71    const complex_type result_26 = tan(z1);  in test()
153 …BOOST_CHECK_CLOSE_FRACTION(abs(z1), boost::lexical_cast<float_type>("3.605551275463989293119221267…  in test()