These are links to each test report. The number in square brackets to right of the link is the number of integrals in the test. The list of numbers in the curly brackets after that (if any) is the list of the integrals in that specific test which were solved by any CAS which are known not to have antiderivative. This makes it easier to find these integrals and do more investigation into them.
1_Algebraic_functions/1.1_Binomial_products/1.1.1_Linear/1.1.1.2-a+b_x-m-c+ d_x-n [1603]
1_Algebraic_functions/1.1_Binomial_products/1.1.1_Linear/1.1.1.3-a+b_x-m-c+ d_x-n-e+f_x-p [2554]
1_Algebraic_functions/1.1_Binomial_products/1.1.1_Linear/1.1.1.4-a+b_x-m-c+ d_x-n-e+f_x-p-g+h_x-q [48]
1_Algebraic_functions/1.1_Binomial_products/1.1.1_Linear/1.1.1.5_P-x-a+b_x- m -c+d_x-n [28]
1_Algebraic_functions/1.1_Binomial_products/1.1.1_Linear/1.1.1.6_P-x-a+b_x- m -c+d_x-n-e+f_x-p [60]
1_Algebraic_functions/1.1_Binomial_products/1.1.2_Quadratic/1.1.2.2-c_x-m- a+b_x2-p [697]
1_Algebraic_functions/1.1_Binomial_products/1.1.2_Quadratic/1.1.2.3-a+b_x2- p -c+d_x2-q [158]
1_Algebraic_functions/1.1_Binomial_products/1.1.2_Quadratic/1.1.2.4-e_x-m- a+b_x2-p-c+d_x2-q [884]
1_Algebraic_functions/1.1_Binomial_products/1.1.2_Quadratic/1.1.2.5-a+b_x2- p -c+d_x2-q-e+f_x2-r [30]
1_Algebraic_functions/1.1_Binomial_products/1.1.2_Quadratic/1.1.2.8_P-x-c_ x-m-a+b_x2-p [170]
1_Algebraic_functions/1.1_Binomial_products/1.1.3_General/1.1.3.2-c_x-m-a+ b_xn-p [2466]
1_Algebraic_functions/1.1_Binomial_products/1.1.3_General/1.1.3.3-a+b_xn-p- c+d_xn-q [239]
1_Algebraic_functions/1.1_Binomial_products/1.1.3_General/1.1.3.4-e_x-m-a+ b_xn-p-c+d_xn-q [702]
1_Algebraic_functions/1.1_Binomial_products/1.1.3_General/1.1.3.6-g_x-m-a+ b_xn-p-c+d_xn-q-e+f_xn-r [12]
1_Algebraic_functions/1.1_Binomial_products/1.1.3_General/1.1.3.8_P-x-c_x- m -a+b_xn-p [427]
1_Algebraic_functions/1.1_Binomial_products/1.1.4_Improper/1.1.4.2-c_x-m-a_ xj+b_xn-p [340]
1_Algebraic_functions/1.1_Binomial_products/1.1.4_Improper/1.1.4.3-e_x-m-a_ xj+b_xk-p-c+d_xn-q [228]
1_Algebraic_functions/1.2_Trinomial_products/1.2.1_Quadratic/1.2.1.1-a+b_x+ c_x2-p [113]
1_Algebraic_functions/1.2_Trinomial_products/1.2.1_Quadratic/1.2.1.2-d+e_x- m -a+b_x+c_x2-p [2119]
1_Algebraic_functions/1.2_Trinomial_products/1.2.1_Quadratic/1.2.1.3-d+e_x- m -f+g_x-a+b_x+c_x2-p [2337]
1_Algebraic_functions/1.2_Trinomial_products/1.2.1_Quadratic/1.2.1.4-d+e_x- m -f+g_x-n-a+b_x+c_x2-p [632]
1_Algebraic_functions/1.2_Trinomial_products/1.2.1_Quadratic/1.2.1.5-a+b_x+ c_x2-p-d+e_x+f_x2-q [118]
1_Algebraic_functions/1.2_Trinomial_products/1.2.1_Quadratic/1.2.1.9_P-x-d+ e_x-m-a+b_x+c_x2-p [375]
1_Algebraic_functions/1.2_Trinomial_products/1.2.2_Quartic/1.2.2.2-d_x-m-a+ b_x2+c_x4-p [858]
1_Algebraic_functions/1.2_Trinomial_products/1.2.2_Quartic/1.2.2.3-d+e_x2- m -a+b_x2+c_x4-p [212]
1_Algebraic_functions/1.2_Trinomial_products/1.2.2_Quartic/1.2.2.4-f_x-m-d+ e_x2-q-a+b_x2+c_x4-p [300]
1_Algebraic_functions/1.2_Trinomial_products/1.2.2_Quartic/1.2.2.5_P-x-a+b_ x2+c_x4-p [106]
1_Algebraic_functions/1.2_Trinomial_products/1.2.2_Quartic/1.2.2.6_P-x-d_x- m -a+b_x2+c_x4-p [143]
1_Algebraic_functions/1.2_Trinomial_products/1.2.2_Quartic/1.2.2.7_P-x-d+e_ x2-q-a+b_x2+c_x4-p [9]
1_Algebraic_functions/1.2_Trinomial_products/1.2.3_General/1.2.3.2-d_x-m-a+ b_xn+c_x-2_n-p [549]
1_Algebraic_functions/1.2_Trinomial_products/1.2.3_General/1.2.3.3-d+e_xn- q -a+b_xn+c_x-2_n-p [44]
1_Algebraic_functions/1.2_Trinomial_products/1.2.3_General/1.2.3.4-f_x-m-d+ e_xn-q-a+b_xn+c_x-2_n-p [119]
1_Algebraic_functions/1.2_Trinomial_products/1.2.3_General/1.2.3.5_P-x-d_x- m -a+b_xn+c_x-2_n-p [8]
1_Algebraic_functions/1.2_Trinomial_products/1.2.4_Improper/1.2.4.2-d_x-m- a_xq+b_xn+c_x-2_n-q-p [130]
1_Algebraic_functions/1.3_Miscellaneous/1.3.1_Rational_functions [490]
1_Algebraic_functions/1.3_Miscellaneous/1.3.2_Algebraic_functions [714]
9_Blake_problems [2443]