3.40.1 $\int \frac{e^{\frac{16+6x-x^2+24x^3+9x^6}{x}}(-16+x-x^2+48x^3+45x^6)}{x}dx$
  3.40.2 $\int \frac{-8\log (x)\log (\log (x))+(-16+8\log (2x))\log (2-\log (2x))}{(-2x\log (x)+x\log (x)\log (2x)){\log }^2(2-\log (2x))}dx$
  3.40.3 $\int \frac{4x-6x^3-3\log (4)+(x-x^3-\log (4))\log (\frac{-x^2+x^4+x\log (4)}{\log (4)})}{-x+x^3+\log (4)}dx$
  3.40.4 $\int \frac{-490000+7791x+2401x^2+(-7791x-4802x^2)\log (x)}{100000000x-3180000x^2-954719x^3+15582x^4+2401x^5}dx$
  3.40.5 $\int \frac{-25x-15x^2-2x^3+(5+27x+15x^2+2x^3)\log (1+5x+x^2)}{(1+5x+x^2){\log }^2(1+5x+x^2)}dx$
  3.40.6 $\int \frac{-18-18e^9+36x}{(8000+1200x-1140x^2-119x^3+57x^4+3x^5-x^6+e^{27}(64+48x+12x^2+x^3)+e^{18}(960+528x+36x^2-21x^3-3x^4)+e^9(4800+1680x-348x^2-141x^3+6x^4+3x^5)){\log }^2(5)}dx$
  3.40.7 $\int \frac{48+e^{2e^{\frac{x^2}{2}}}(4+e^{3+x}(-1+x))+e^{3+x}(-12+12x)+e^{e^{\frac{x^2}{2}}}(-28+e^{3+x}(7-7x)+e^{\frac{x^2}{2}}(4x^2-e^{3+x}{x}^2))}{-48x+12e^{3+x}x+e^{e^{\frac{x^2}{2}}}(28x-7e^{3+x}x)+e^{2e^{\frac{x^2}{2}}}(-4x+e^{3+x}x)}dx$
  3.40.8 $\int \frac{-3375x^2+2025x^3-405x^4+27x^5+e^2(-117+81x)+(9e^2+675x^2-270x^3+27x^4)\log (x)+(-45x^2+9x^3){\log }^2(x)+x^2{\log }^3(x)}{-3375x^2+2025x^3-405x^4+27x^5+(675x^2-270x^3+27x^4)\log (x)+(-45x^2+9x^3){\log }^2(x)+x^2{\log }^3(x)}dx$
  3.40.9 $\int \frac{200x^2+80x^3+(-50x^3-20x^4)\log (x)+(-400x-160x^2+(100x^2+40x^3)\log (x))\log (x^2)+(200+80x+(-50x-20x^2)\log (x)){\log }^2(x^2)+(\frac{4-x\log (x)}{x}{)}^{\frac{x}{-2x+2\log (x^2)}}(-100x-85x^2-5x^3+10x^3\log (x)+(100+125x+5x^2-20x^2\log (x))\log (x^2)+(-40+10x\log (x)){\log }^2(x^2)+(200+40x+(-50x-10x^2)\log (x)+(-100-20x+(25x+5x^2)\log (x))\log (x^2))\log (\frac{4-x\log (x)}{x}))}{-8x^2+2x^3\log (x)+(16x-4x^2\log (x))\log (x^2)+(-8+2x\log (x)){\log }^2(x^2)}dx$
  3.40.10 $\int \frac{e^{-x+\frac{e^{-x}(45x^3+e^x(15-10x-x^3))}{-15+x^3}}(-2025x^2+675x^3-45x^6+e^x(150+20x^3))}{225-30x^3+x^6}dx$
  3.40.11 $\int \frac{e^{\frac{-12-6x-x^2+(4+x)\log (4x^2)}{-3-x+\log (4x^2)}}(4+6x+x^2+(-5-2x)\log (4x^2)+{\log }^2(4x^2))}{9+6x+x^2+(-6-2x)\log (4x^2)+{\log }^2(4x^2)}dx$
  3.40.12 $\int \frac{-4096x^3-768x^6-48x^9-x^{12}+(-73728+442368x-516096x^2-446976x^3-18432x^4-105984x^5-82944x^6-12096x^7-7200x^8-5184x^9-864x^{10}-162x^{11}-108x^{12}-18x^{13})\log (x)+(73728-221184x-202752x^3-142848x^4-13824x^5-41472x^6-17280x^7-864x^8-2592x^9-864x^{10}-54x^{12}-18x^{13}){\log }^2(x)}{4096x^3+768x^6+48x^9+x^{12}}dx$
  3.40.13 $\int e^{-x}(e^x(-71+8x)+e^{e^{-x}(2x+x^2+x^3)}(-2-2x^2+x^3))dx$
  3.40.14 $\int \frac{2+e^{-5+2x}(-16+24x-12x^2+2x^3)-2\log (2)}{-8+12x-6x^2+x^3}dx$
  3.40.15 $\int \frac{-32-32x-3136x^2-5856x^3-135264x^4-361536x^5-3470656x^6-11342464x^7-60505088x^8-209432832x^9-761634048x^{10}-2431822848x^{11}-6896916992x^{12}-18247276544x^{13}-42386477056x^{14}-87747545088x^{15}-160647395328x^{16}-251744145408x^{17}-329327366144x^{18}-354061008896x^{19}-305923072000x^{20}-201710469120x^{21}-86671294464x^{22}-4145971200x^{23}+30720819200x^{24}+31082479616x^{25}+18860670976x^{26}+8172208128x^{27}+2618032128x^{28}+614203392x^{29}+100925440x^{30}+10485760x^{31}+524288x^{32}}{131072x^{17}+1114112x^{18}+4456448x^{19}+11141120x^{20}+19496960x^{21}+25346048x^{22}+25346048x^{23}+19914752x^{24}+12446720x^{25}+6223360x^{26}+2489344x^{27}+792064x^{28}+198016x^{29}+38080x^{30}+5440x^{31}+544x^{32}+34x^{33}+x^{34}}dx$
  3.40.16 $\int \frac{-3+4x+6x^2-11x^3+(x^2-2x^3)\log (x)}{x^2}dx$
  3.40.17 $\int \frac{e^{2+\frac{1}{4}(9+8x)}(160x+152x^2-16x^3)}{100-20x+x^2}dx$
  3.40.18 $\int \frac{e^{{\log }^2(4+2x)}(8+4x+(4+4x)\log (4+2x)\log (4+8x+4x^2))}{18+27x+9x^2}dx$
  3.40.19 $\int \frac{-9-14x+6x^2+4x^3}{17-9x-7x^2+2x^3+x^4}dx$
  3.40.20 $\int \frac{-3072+4608x-1152x^2+48x^3-16x^4+x^5+(-192x^2+48x^3+x^5)\log (3)+(1536-96x-96x^2-26x^3+2x^4+(-96x+6x^3+2x^4)\log (3))\log (\frac{256-32x+x^2+(-32x+2x^2)\log (3)+x^2{\log }^2(3)}{x^2})+(-16x^2+x^3+x^3\log (3)){\log }^2(\frac{256-32x+x^2+(-32x+2x^2)\log (3)+x^2{\log }^2(3)}{x^2})}{-16x^4+x^5+x^5\log (3)+(-32x^3+2x^4+2x^4\log (3))\log (\frac{256-32x+x^2+(-32x+2x^2)\log (3)+x^2{\log }^2(3)}{x^2})+(-16x^2+x^3+x^3\log (3)){\log }^2(\frac{256-32x+x^2+(-32x+2x^2)\log (3)+x^2{\log }^2(3)}{x^2})}dx$
  3.40.21 $\int \frac{2}{(4+x)\log (4+x)\log (\log (4+x))}dx$
  3.40.22 $\int \frac{(1+e^5-2x){\log }^2(1+e^5-2x)+e^{\frac{x}{\log (1+e^5-2x)}}(-2x^2\log (\frac{3x}{2})+(-x-e^{5}x+2x^2)\log (1+e^5-2x)\log (\frac{3x}{2}))}{(x+e^{5}x-2x^2){\log }^2(1+e^5-2x)\log (\frac{3x}{2})}dx$
  3.40.23 $\int \frac{1}{x}dx$
  3.40.24 $\int \frac{e^{.-\frac{8}{5}/x}(8-5x)+45x}{15x^3}dx$
  3.40.25 $\int \frac{1}{25}(45+5e^{28x/5}+(-5+e^{28x/5}(5+28x))\log (x))dx$
  3.40.26 $\int \frac{4x^2+e^{4-16x+16x^2+(-4+8x)\log (x)+{\log }^2(x)}(160+272x-992x^2-128x^3+(-64-264x-32x^2)\log (x))}{x^2}dx$
  3.40.27 $\int \frac{10x+2x^2+\frac{e^{-2x}(1+2x)}{x}+(-26+\frac{e^{-2x}}{x}-10x-x^2)\log (-26+\frac{e^{-2x}}{x}-10x-x^2)}{(-26+\frac{e^{-2x}}{x}-10x-x^2){\log }^2(-26+\frac{e^{-2x}}{x}-10x-x^2)}dx$
  3.40.28 $\int (e^{-5+x+{\log }^2(2)}-\log (\frac{e^{32}}{5}))dx$
  3.40.29 $\int \frac{-1+16x^2+4x^3-4x^4+(8x+2x^2-6x^3)\log (x)-2x^2{\log }^2(x)}{x}dx$
  3.40.30 $\int \frac{16e^{e^x+x}}{18e^{e^x}+9\log (3)}dx$
  3.40.31 $\int \frac{50x+e^{\frac{1}{625}{e}^2(9-150x+625x^2)}(-50x+e^2(-6x^2+50x^3))}{25-50e^{\frac{1}{625}{e}^2(9-150x+625x^2)}+25e^{\frac{2}{625}{e}^2(9-150x+625x^2)}}dx$
  3.40.32 $\int \frac{5x^2-4x^3-x^4+(5x+x^2)\log (\frac{15}{x})+(-5-6x-7x^2-6x^3+(-5-7x-2x^2)\log (\frac{15}{x}))\log (\frac{1+x}{4})}{400x^2+560x^3+176x^4+16x^5}dx$
  3.40.33 $\int \frac{e^{-\frac{2(-2x^3+2x^4)}{-4-6x^2+6x^3+e^4(-x^2+x^3)}}(-16-48x^2+96x^3-100x^4+96x^5-84x^6+24x^7+e^8(-x^4+2x^5-x^6)+e^4(-8x^2+8x^3-12x^4+28x^5-20x^6+4x^7))}{16+48x^2-48x^3+36x^4-72x^5+36x^6+e^8(x^4-2x^5+x^6)+e^4(8x^2-8x^3+12x^4-24x^5+12x^6)}dx$
  3.40.34 $\int \frac{-2-48x-102x^3+2e^{2x}{x}^3-280x^4+36x^5+36x^6+e^x(2x-2x^2-44x^3+16x^4+6x^5)}{x^3}dx$
  3.40.35 $\int \frac{6}{x}dx$
  3.40.36 $\int \frac{e^{-x}(e^{5+\frac{4}{-3+x}}(-1440-1120x+800x^2-160x^3)+e^5(180+60x-460x^2+260x^3-40x^4))}{9x^2-6x^3+x^4}dx$
  3.40.37 $\int \frac{-1280-1920x^2+128x^3-720x^4+e^x(-1280+1280x-1920x^2+1920x^3-720x^4+720x^5)+8x^4\log (x)+(160x+120x^3-4x^4+e^x(160x-160x^2+120x^3-120x^4)){\log }^2(x)+(-5x^2+e^x(-5x^2+5x^3)){\log }^4(x)}{1280x^2+1920x^4+720x^6+(-160x^3-120x^5){\log }^2(x)+5x^4{\log }^4(x)}dx$
  3.40.38 $\int \frac{e^{-2x}(-8x+(8x-8x^2)\log (-\frac{2x}{5}))}{25{\log }^3(-\frac{2x}{5})}dx$
  3.40.39 $\int \frac{e^{-2-e^{\frac{-x+(4-\log (3))\log (x^3)}{\log (x^3)}}-x}(e^{\frac{-x+(4-\log (3))\log (x^3)}{\log (x^3)}}(-3+\log (x^3))-{\log }^2(x^3))}{{\log }^2(x^3)}dx$
  3.40.40 $\int \frac{e^{-\frac{24}{x^2}}(96+2x^2)}{x^2}dx$
  3.40.41 $\int \frac{-105x-x^2-2x^3-2x^5+(-105-210x^3)\log (4)+(-105-210x^3)\log (x)}{x^4+105x^2\log (4)+105x^2\log (x)}dx$
  3.40.42 $\int \frac{e^{e^{\frac{-8-12x-28x^2-13x^3+e^x(4+4x+12x^2)}{4x^3}}+\frac{-8-12x-28x^2-13x^3+e^x(4+4x+12x^2)}{4x^3}}(e^4(6+6x+7x^2)+e^{4+x}(-3-x-2x^2+3x^3))}{x^4}dx$
  3.40.43 $\int \frac{125}{1-10x+25x^2+(8-40x)\log (16)+16{\log }^2(16)}dx$
  3.40.44 $\int \frac{-16x+3x^2}{(10-8x^2+x^3)\log (\frac{1}{5}(10-8x^2+x^3))}dx$
  3.40.45 $\int \frac{-800-800x+(1600-400x-800x^2)\log (x)+(-5x+2x^3){\log }^3(x)+((400+400x)\log (x)+(-x-x^2){\log }^3(x))\log (\frac{400-x{\log }^2(x)}{{\log }^2(x)})}{(-400-400x)\log (x)+(x+x^2){\log }^3(x)}dx$
  3.40.46 $\int \frac{(128x-18x^3+36x^4-18x^5+(-768-256x+324x^2-756x^3+252x^4+180x^5)\log (3+x))\log (\frac{4096\log (3+x)}{4096x^2-1152x^4+2304x^5-1071x^6-324x^7+486x^8-324x^9+81x^{10}})}{(-192x-64x^2+27x^3-45x^4+9x^5+9x^6)\log (3+x)}dx$
  3.40.47 $\int \frac{21+e^{-8+50x^2}(3-300x^2)-3\log (5)-3\log (x^2)}{25+e^{-16+100x^2}+10x+x^2+e^{-8+50x^2}(10+2x-2\log (5))+(-10-2x)\log (5)+{\log }^2(5)+(-10-2e^{-8+50x^2}-2x+2\log (5))\log (x^2)+{\log }^2(x^2)}dx$
  3.40.48 $\int \frac{-4-4x+2x^2+5x^3+2x^4+(7x^2+6x^3)\log (\frac{3e^{x+x^2}}{4})+(-2+3x+6x^2){\log }^2(\frac{3e^{x+x^2}}{4})+(1+2x){\log }^3(\frac{3e^{x+x^2}}{4})}{x^3+3x^2\log (\frac{3e^{x+x^2}}{4})+3x{\log }^2(\frac{3e^{x+x^2}}{4})+{\log }^3(\frac{3e^{x+x^2}}{4})}dx$
  3.40.49 $\int \frac{(16-8x)\log (x)+4x{\log }^2(x)+\sqrt{\frac{e^{x/2}}{x^2}}(-8\log (x)+(-4+x){\log }^2(x))}{\frac{4e^{x/2}}{x}+16x-16x^2+4x^3+\sqrt{\frac{e^{x/2}}{x^2}}(-16x+8x^2)}dx$
  3.40.50 $\int \frac{-80-15x+10x^2+5x^5+(3x^3-5x^5)\log (2)}{5x^5}dx$
  3.40.51 $\int (1-3x+2x^2+2x^3-3x^4+x^5+(8-16x+16x^3-8x^4)\log (25)+(28-32x-24x^2+32x^3-4x^4){\log }^2(25)+(56-24x-56x^2+24x^3){\log }^3(25)+(70+10x-54x^2+6x^3){\log }^4(25)+(56+32x-24x^2){\log }^5(25)+(28+24x-4x^2){\log }^6(25)+(8+8x){\log }^7(25)+(1+x){\log }^8(25)+(1-6x+6x^2+8x^3-15x^4+6x^5+(8-32x+64x^3-40x^4)\log (25)+(28-64x-72x^2+128x^3-20x^4){\log }^2(25)+(56-48x-168x^2+96x^3){\log }^3(25)+(70+20x-162x^2+24x^3){\log }^4(25)+(56+64x-72x^2){\log }^5(25)+(28+48x-12x^2){\log }^6(25)+(8+16x){\log }^7(25)+(1+2x){\log }^8(25))\log (x))dx$
  3.40.52 $\int (-2+\log (\frac{3x^3}{125}))dx$
  3.40.53 $\int \frac{e^5(-800-160x)+25600x+19200x^2+1920x^3-320x^4}{e^5(-125+75x-15x^2+x^3)}dx$
  3.40.54 $\int \frac{e^5(-4+4x^2)+e^5(-4+3x-4x^2)\log (\frac{12-9x+12x^2}{4x})+(8x-6x^2+8x^3){\log }^2(\frac{12-9x+12x^2}{4x})}{(20-15x+20x^2){\log }^2(\frac{12-9x+12x^2}{4x})}dx$
  3.40.55 $\int \frac{-6\log (4)+(6x^2-9x^3){\log }^2(x)+(6\log (4)\log (x)+(3x^2-3x^3){\log }^2(x))\log (\frac{4\log (4)+(2x^2-2x^3)\log (x)}{\log (x)})\log (\log (\frac{4\log (4)+(2x^2-2x^3)\log (x)}{\log (x)}))}{(-2x^2\log (4)\log (x)+(-x^4+x^5){\log }^2(x))\log (\frac{4\log (4)+(2x^2-2x^3)\log (x)}{\log (x)}){\log }^2(\log (\frac{4\log (4)+(2x^2-2x^3)\log (x)}{\log (x)}))}dx$
  3.40.56 $\int \frac{-40e^x{x}^2+e^{2x}(100x+140x^2+40x^3)+e^{1+x}(40e^x{x}^2+e^{2x}(-40x-40x^2))+(40x^2+e^x(-200x-180x^2-40x^3)+e^{1+x}(-40x^2+e^x(80x+40x^2)))\log (10-4e^{1+x}+4x)+(100x-40e^{1+x}x+40x^2){\log }^2(10-4e^{1+x}+4x)}{-125-50x+e^{2x}(-50x^2-20x^3)+e^{1+x}(50+20e^{2x}{x}^2+2e^{4x}{x}^4)+e^{4x}(-5x^4-2x^5)+(e^x(100x^2+40x^3)+e^{1+x}(-40e^x{x}^2-8e^{3x}{x}^4)+e^{3x}(20x^4+8x^5))\log (10-4e^{1+x}+4x)+(-50x^2-20x^3+e^{1+x}(20x^2+12e^{2x}{x}^4)+e^{2x}(-30x^4-12x^5)){\log }^2(10-4e^{1+x}+4x)+(-8e^{1+2x}{x}^4+e^x(20x^4+8x^5)){\log }^3(10-4e^{1+x}+4x)+(-5x^4+2e^{1+x}{x}^4-2x^5){\log }^4(10-4e^{1+x}+4x)}dx$
  3.40.57 $\int \frac{15+e^x(-10x-10x^2)}{-3+e^x{x}^2}dx$
  3.40.58 $\int \frac{750\log (\frac{x^3+2e^5{x}^3+e^{10}{x}^3}{e^{10}})-125{\log }^2(\frac{x^3+2e^5{x}^3+e^{10}{x}^3}{e^{10}})}{13x^2}dx$
  3.40.59 $\int \frac{e^{2x}(-5+10x)\log (4)+e^{\frac{3\log (4)-e^x\log (4)-2x\log (x^2)}{\log (4)}}(-e^{3x}x\log (4)+e^{2x}(-4x+(-1+2x)\log (4))-2e^{2x}x\log (x^2))}{x^2\log (4)}dx$
  3.40.60 $\int \frac{e^{5x+x^2}(-512+2560x+1024x^2)+e^{5x+x^2}(128x-640x^2-256x^3)\log (\frac{1+4\log (\frac{e^{5x+x^2}+4x}{x})}{\log (\frac{e^{5x+x^2}+4x}{x})})+((-128e^{5x+x^2}x-512x^2)\log (\frac{e^{5x+x^2}+4x}{x})+(-512e^{5x+x^2}x-2048x^2){\log }^2(\frac{e^{5x+x^2}+4x}{x})){\log }^2(\frac{1+4\log (\frac{e^{5x+x^2}+4x}{x})}{\log (\frac{e^{5x+x^2}+4x}{x})})+((32e^{5x+x^2}{x}^2+128x^3)\log (\frac{e^{5x+x^2}+4x}{x})+(128e^{5x+x^2}{x}^2+512x^3){\log }^2(\frac{e^{5x+x^2}+4x}{x})){\log }^3(\frac{1+4\log (\frac{e^{5x+x^2}+4x}{x})}{\log (\frac{e^{5x+x^2}+4x}{x})})}{((e^{5x+x^2}x+4x^2)\log (\frac{e^{5x+x^2}+4x}{x})+(4e^{5x+x^2}x+16x^2){\log }^2(\frac{e^{5x+x^2}+4x}{x})){\log }^3(\frac{1+4\log (\frac{e^{5x+x^2}+4x}{x})}{\log (\frac{e^{5x+x^2}+4x}{x})})}dx$
  3.40.61 $\int \frac{-6e^{2+2x}{x}^3+e^{\frac{e^{-2-2x}(-4+x-x^2+\log (x))}{x^2}}(27+21x-6x^2+3e^{2+2x}{x}^2+6x^3+(-6-6x)\log (x))}{e^{2+2x+\frac{2e^{-2-2x}(-4+x-x^2+\log (x))}{x^2}}{x}^4-2e^{2+2x+\frac{e^{-2-2x}(-4+x-x^2+\log (x))}{x^2}}{x}^5+e^{2+2x}{x}^6}dx$
  3.40.62 $\int \frac{800e^{4}x+(100e^2-800e^{4}x)\log (x)-100e^2{\log }^2(x)}{1000e^6{x}^3+300e^4{x}^2\log (x)+30e^{2}x{\log }^2(x)+{\log }^3(x)}dx$
  3.40.63 $\int \frac{-4+4x^5-\log (x)}{x^2}dx$
  3.40.64 $\int \frac{e^{\frac{3+16e^{4}x-16x^2+48e^{3/4}{x}^2}{16x}}(-3-16x^2+48e^{3/4}{x}^2)}{16x^2}dx$
  3.40.65 $\int \frac{-18x+2x\log (25)}{-8-9x^2+x^2\log (25)}dx$
  3.40.66 $\int \frac{-1000-1500x-1500x^2+e^{x^2}(200+340x+300x^2-60x^3)+(400+300x+600x^2+e^{x^2}(-80-60x-120x^2))\log (5-e^{x^2})+(-40-60x^2+e^{x^2}(8+12x^2)){\log }^2(5-e^{x^2})}{-500+1500x^2-1125x^4+e^{x^2}(100-300x^2+225x^4)+(200-600x^2+450x^4+e^{x^2}(-40+120x^2-90x^4))\log (5-e^{x^2})+(-20+60x^2-45x^4+e^{x^2}(4-12x^2+9x^4)){\log }^2(5-e^{x^2})}dx$
  3.40.67 $\int \frac{e^x(4-4x)+e^x(-1+x)\log (4\log (5)+\log (5)\log (25))}{-6x^2+x^2\log (4\log (5)+\log (5)\log (25))}dx$
  3.40.68 $\int \frac{-29+290x-290x^2+58x^3+e^x(1-9x+9x^2-2x^3)}{29x-29x^2+e^x(-x+x^2)}dx$
  3.40.69 $\int \frac{-216x+216x^3-54x^5+e^{4/x}(-216+54x+108x^2+27x^3)+(-54x-27x^3)\log (2)}{16x^3+e^{8/x}{x}^3-16x^5+4x^7+(8x^3-4x^5)\log (2)+x^3{\log }^2(2)+e^{4/x}(-8x^3+4x^5-2x^3\log (2))}dx$
  3.40.70 $\int (5-16x+3x^2+(-6+4x)\log (x^2)+{\log }^2(x^2))dx$
  3.40.71 $\int \frac{-10x^7\log (2)+(45x^4+5x^9){\log }^2(2)+(10x^5+(-54x^2-6x^7)\log (2))\log (9+x^5)+(9+x^5){\log }^2(9+x^5)}{(9+x^5){\log }^2(2)}dx$
  3.40.72 $\int \frac{3x+\frac{x^3(-27+18x-3x^2)}{e^{16}}}{9x-6x^2+x^3}dx$
  3.40.73 $\int \frac{-9+24x+32x^3+16x^4+e^4(-12x-16x^3)+e^{4x}(16x^4+32x^5)+e^{2x}(8x^3+96x^4+32x^5+e^4(-16x^3-32x^4))}{8x^3}dx$
  3.40.74 $\int \frac{1}{3}(e^x(1+x)-5^x\log (5))dx$
  3.40.75 $\int \frac{-4-e^x+4x+8x\log (2x)}{-e^x-4x+4x^2\log (2x)}dx$
  3.40.76 $\int \frac{e^x{x}^3+x^4+e^{e^x}(-6x^2-6e^x{x}^2)+(e^{2e^x}(2x+2e^{x}x)+e^{e^x}(6x^2-6e^{2x}{x}^2+e^x(6x-6x^3)))\log (2e^x+2x)+e^{2e^x}(-2x+2e^{2x}x+e^x(-2+2x^2)){\log }^2(2e^x+2x)}{e^x{x}^3+x^4}dx$
  3.40.77 $\int \frac{e^{4x}(50x^2+100x^3)+e^{-2x+2{\log }^2(x)}(2e^{4x}x+4e^{4x}\log (x))+e^{-x+{\log }^2(x)}(e^{4x}(-10x-30x^2)-20e^{4x}x\log (x))}{x}dx$
  3.40.78 $\int \frac{12+e^x(3+3x+x^2)}{16x^2+8e^x{x}^2+e^{2x}{x}^2}dx$
  3.40.79 $\int \frac{-10-3x^2+x^2\log (x)}{6x^2}dx$
  3.40.80 $\int \frac{-14-4\log (\frac{4}{x})+\log (x)}{-9x-4x\log (\frac{4}{x})+x\log (x)}dx$
  3.40.81 $\int \frac{1+x+2e{x}^2+(-8x+2x^2+2e{x}^3+2x\log (x))\log (4-x-e{x}^2-\log (x))}{(-4x+x^2+e{x}^3+x\log (x))\log (4-x-e{x}^2-\log (x))}dx$
  3.40.82 $\int \frac{-2e{x}^2+e^{\frac{1}{2}(28+e^4)}(-2e^5+4ex)}{e^8{x}^2-2e^4{x}^3+x^4}dx$
  3.40.83 $\int \frac{-2+2x-3e^{x}x-3e^{x^3}{x}^3}{x}dx$
  3.40.84 $\int \frac{e^{-2x}(2e^{2x}{x}^2+e^{\frac{e^{-2x}(-1+e^{2x}x{\log }^2(4))}{2x}}(1+2x))}{2x^2}dx$
  3.40.85 $\int \frac{(-25x+9x^2-8x^3+16x^4-50\log (x))\log (\frac{e^{\frac{25}{16x^2}}}{x-x^2+2\log (x)})}{4x^4-4x^5+8x^3\log (x)}dx$
  3.40.86 $\int \frac{e^4(480x-144x^2-120x^3+12x^4)+e^2(1600x^2-640x^3-1200x^4+160x^5)}{25600x^2+19200x^4+4800x^6+400x^8+e^4(576+432x^2+108x^4+9x^6)+e^2(7680x+5760x^3+1440x^5+120x^7)}dx$
  3.40.87 $\int \frac{e^{1+e^{3+x}}(-16-12x-2x^2+e^{3+x}(4x+4x^2+x^3))}{x^5}dx$
  3.40.88 $\int \frac{6}{2x+3x\log (x)}dx$
  3.40.89 $\int \frac{3e^{{\log }^8(4)}\log (x)+e^{{\log }^8(4)}(-3-8x)\log (\frac{3+8x}{x})+3e^{{\log }^8(4)}\log (\log (2))}{(3x+8x^2){\log }^2(x){\log }^2(\frac{3+8x}{x})+(6x+16x^2)\log (x){\log }^2(\frac{3+8x}{x})\log (\log (2))+(3x+8x^2){\log }^2(\frac{3+8x}{x}){\log }^2(\log (2))}dx$
  3.40.90 $\int \frac{\log (x)+(8e-16e\log (x)+(1-2\log (x))\log (2x))\log (\frac{8e+\log (2x)}{4e})}{72e{x}^3+9x^3\log (2x)}dx$
  3.40.91 $\int \frac{x+10x^2+x^4-25x^6+e^{2x}(x^2+2x^3-17x^4-10x^5)+e^x(-2x^3-2x^4+42x^5+10x^6)+(-1-4x+5x^2)\log (x+5x^2)}{-x^6-5x^7+e^{2x}(-x^4-5x^5)+e^x(2x^5+10x^6)+(x^2+5x^3)\log (x+5x^2)}dx$
  3.40.92 $\int \frac{35+7x+(-6+2x)\log (5+x)+(-5-x){\log }^2(5+x)}{45-21x-x^2+x^3}dx$
  3.40.93 $\int \frac{-50x^4-50x\log (x)+(-100-25x-300x^3-75x^4)\log (4+x)}{(4x^7+x^8+(8x^4+2x^5)\log (x)+(4x+x^2){\log }^2(x)){\log }^3(4+x)}dx$
  3.40.94 $\int \frac{1}{4}{e}^{-3+x^2}(e^{3-x^2}(8e+8x)+e^{30e^{-3+x^2}}(e^{3-x^2}{x}^3+15x^5)+e^{15e^{-3+x^2}}(60e{x}^3+60x^4+e^{3-x^2}(4ex+6x^2)))dx$
  3.40.95 $\int \frac{e^{-3+e^{-\frac{x}{5-x+\log (2)}}-\frac{x}{5-x+\log (2)}}(-15-3\log (2))}{50-20x+2x^2+(20-4x)\log (2)+2{\log }^2(2)}dx$
  3.40.96 $\int (-20+e^x(4+4x)+e^{5+x}(4+4x)+e^{5e^2}(-5+e^x(1+x)+e^{5+x}(1+x)))dx$
  3.40.97 $\int \frac{1}{3}(1+3e^3+4x+e^{5+x+e^{x}x}(3+3x))dx$
  3.40.98 $\int \frac{-10+e^{e^{x^2}}(2-4e^{x^2}{x}^2)}{-5x+e^{e^{x^2}}x+x^2}dx$
  3.40.99 $\int \frac{3+4x+(1+x)\log (1+x)}{9x^2+9x^3+(6x^2+6x^3)\log (1+x)+(x^2+x^3){\log }^2(1+x)}dx$
  3.40.100 $\int \frac{8e^x\log (-7+4x)+e^x(-7+4x){\log }^2(-7+4x)}{-175+100x}dx$