3.34.1 $\int \frac{e^{-2e^x}(-25+x^2+e^{2e^x}{x}^2+e^x(-50x-20x^2-2x^3)+(-20-4x)\log (x)+(10+e^x(20x+4x^2)){\log }^2(x)+4{\log }^3(x)+(-1-2e^{x}x){\log }^4(x))}{x^2}dx$
  3.34.2 $\int \frac{2e^{3x}x-6e^{2x}{x}^2-2x^4-8e^4{x}^4+e^x(6x^3+e^4(16x^3-8x^4))}{e^{4+3x}-3e^{4+2x}x+3e^{4+x}{x}^2-e^4{x}^3}dx$
  3.34.3 $\int \frac{-1+15x+(-1+5x)\log (x-10x^2+25x^3)}{(-1+5x)\log (2)}dx$
  3.34.4 $\int 4e^{4x}dx$
  3.34.5 $\int \frac{e^{\frac{e^{3}x+e^{2x}{x}^2\log (e^4+64x)}{e^3}}(e^7+64e^{3}x+64e^{2x}{x}^2+e^{2x}(128x^2+128x^3+e^4(2x+2x^2))\log (e^4+64x))}{e^7+64e^{3}x}dx$
  3.34.6 $\int \frac{-x-25e^{x}x+2x^2+10e^x\log (x)+5e^{x}x{\log }^2(x)}{x}dx$
  3.34.7 $\int \frac{48+184x+187x^2+90x^3+27x^4}{48x+152x^2+187x^3+114x^4+27x^5}dx$
  3.34.8 $\int \frac{(-200+100x)\log (10)+(64x^3-32x^4+4x^5)\log (2e^{\frac{x^2}{25}})}{400x^2-200x^3+25x^4}dx$
  3.34.9 $\int \frac{e^{-9+7x-x^2-x\log (\log (\log (x)))}(-24x+(24+168x-48x^2)\log (x)\log (\log (x))-24x\log (x)\log (\log (x))\log (\log (\log (x))))}{\log (x)\log (\log (x))}dx$
  3.34.10 $\int \frac{e^{98}(-3-x)+4x+x^2+(-e^{98}+x)\log (\frac{e^{-x}x}{2e^{98}-2x})}{e^{98}{x}^2-x^3}dx$
  3.34.11 $\int \frac{-1536-15e^{12}}{256x^2}dx$
  3.34.12 $\int \frac{-6-3x^2-24e^{{\log }^2(4+4x^2+x^4)}x\log (4+4x^2+x^4)}{(10+10x+5x^2+5x^3+e^{{\log }^2(4+4x^2+x^4)}(10+5x^2)){\log }^2(1+e^{{\log }^2(4+4x^2+x^4)}+x)}dx$
  3.34.13 $\int e^{\frac{1}{2}(-12-8e^2+2x+x^2)}(5+e^{\frac{1}{2}(12+8e^2-2x-x^2)}+5x)dx$
  3.34.14 $\int \frac{-x+x^2+2x^3+(-1+x+2x^2)\log (x)+(1-2x^2+x^3+(-1-x+2x^2)\log (x))\log (-x+x^2)}{(-x^2-x^3+x^4+x^5){\log }^2(-x+x^2)}dx$
  3.34.15 $\int \frac{-208x^5+16x^6+e^{2x}(-50x^3+4x^4)+e^x(2x^3-206x^4+16x^5)+(308x^4-24x^5+e^{2x}(74x^2-6x^3)+e^x(-2x^2+304x^3-24x^4))\log (\frac{e^x(12-x)+25x-2x^2}{6e^x+12x})+(-100x^3+8x^4+e^{2x}(-24x+2x^2)+e^x(-98x^2+8x^3)){\log }^2(\frac{e^x(12-x)+25x-2x^2}{6e^x+12x})}{e^{2x}(-12+x)-50x^2+4x^3+e^x(-49x+4x^2)}dx$
  3.34.16 $\int \frac{(-2x^2+e^{e^{e^{x+x^2}}+e^{x+x^2}+x+x^2}(2x^2+4x^3))\log (-e^{e^{e^{x+x^2}}}+x)+(2e^{e^{e^{x+x^2}}}x-2x^2){\log }^2(-e^{e^{e^{x+x^2}}}+x)}{27e^{e^{e^{x+x^2}}}-27x}dx$
  3.34.17 $\int \frac{-18-83x-15e^{2x}x-e^{3x}x-12x^2+e^x(-51x-14x^2+2x^3)+(69x+30e^{x}x+3e^{2x}x+2x^2)\log (x)+(-15x-3e^{x}x){\log }^2(x)+x{\log }^3(x)}{-125x-75e^{x}x-15e^{2x}x-e^{3x}x+(75x+30e^{x}x+3e^{2x}x)\log (x)+(-15x-3e^{x}x){\log }^2(x)+x{\log }^3(x)}dx$
  3.34.18 $\int \frac{-120x-6x^3+(-120x-6x^2+6x^3)\log (\frac{400+40x-39x^2-2x^3+x^4}{x^2})}{e(-20-x+x^2){\log }^2(\frac{400+40x-39x^2-2x^3+x^4}{x^2})}dx$
  3.34.19 $\int (1+32x+48x^2+16x^3+e^{2e^4}(32x+e^5(-64-48x^2)+e^{10}(64x+16x^3))+e^{e^4}(-64x-48x^2+e^5(64+64x+48x^2+32x^3)))dx$
  3.34.20 $\int \frac{e^{-4-x}(4+10x+e^{4+x}x-10x^2-4x\log (x))}{x}dx$
  3.34.21 $\int \frac{e^{3+x}(-1+x)-2x^2-2e^{8-2x}{x}^2+2x^3+e^{4-x}(2x-2x^2+2x^3)+(2x-2x^2-2e^{4-x}{x}^2)\log (x)}{x^2}dx$
  3.34.22 $\int \frac{-30+80x-20x^2+(15-10x^2)\log (4x^2)}{2x^2}dx$
  3.34.23 $\int \frac{-2-x+(-6-4x)\log (\frac{3}{x})}{48x^4+48x^5+12x^6}dx$
  3.34.24 $\int e^{1-5e^4}(3+e^{-1+5e^4}(-18x+18x^2))dx$
  3.34.25 $\int (-24+e^x(-6-6x)+e^{100+40x+4x^2}(6+240x+48x^2))dx$
  3.34.26 $\int \frac{e^{-\frac{-e^{5x^2}\log (4)\log (5)+(1+4\log (4))\log (5)}{\log (4)}}(-2+20e^{5x^2}{x}^2\log (5))}{x^2}dx$
  3.34.27 $\int \frac{-2e^{-\frac{x}{10+5x}}+e^{-6-2x}(40+40x+10x^2)}{20+20x+5x^2}dx$
  3.34.28 $\int \frac{-20-16x-15x^2-4x^3+e^{3x}(20+24x+36x^2+16x^3)+e^{2x}(-60-64x-88x^2-40x^3-4x^4)+e^x(60+56x+67x^2+26x^3+2x^4)}{-16+48e^x-48e^{2x}+16e^{3x}}dx$
  3.34.29 $\int \frac{-32+8x+e^{2x}(-2+2x)+e^x(16-10x+2x^2)+e^{4+8x-2x^2+(-4+x)\log (x)}(96-344x+280x^2-82x^3+8x^4+e^{2x}(6-16x+8x^2)+e^x(-48+150x-98x^2+16x^3)+(-32x-2e^{2x}x+16x^2-2x^3+e^x(16x-4x^2))\log (x))}{x^3+3e^{4+8x-2x^2+(-4+x)\log (x)}{x}^3+3e^{8+16x-4x^2+2(-4+x)\log (x)}{x}^3+e^{12+24x-6x^2+3(-4+x)\log (x)}{x}^3}dx$
  3.34.30 $\int \frac{(e^x(1+4x+4{\log }^2(3))+\log (x)){\log }^2(e^x(1+4x+4{\log }^2(3))+\log (x))+e^{\frac{x}{\log (e^x(1+4x+4{\log }^2(3))+\log (x))}}(-1+e^x(-5x-4x^2-4x{\log }^2(3))+(e^x(1+4x+4{\log }^2(3))+\log (x))\log (e^x(1+4x+4{\log }^2(3))+\log (x)))}{(e^x(1+4x+4{\log }^2(3))+\log (x)){\log }^2(e^x(1+4x+4{\log }^2(3))+\log (x))}dx$
  3.34.31 $\int \frac{1}{5}{e}^{\frac{2e^{4}x}{5}}(10x+2e^4{x}^2)dx$
  3.34.32 $\int \frac{-390625x-19530625x^2+15625x^3+(781250x+19531250x^2)\log (x+25x^2)}{x^2+25x^3+(1250x+31250x^2)\log (x+25x^2)+(390625+9765625x){\log }^2(x+25x^2)}dx$
  3.34.33 $\int \frac{e^{-x}(15-10x-5x^2+e^5(3+x)(42-19x-16x^2))}{3+x}dx$
  3.34.34 $\int \frac{e^{\frac{{\log }^2(x)+(-8x-4x^2+2x\log (3))\log (x)\log (5+x)+(16x^2+16x^3+4x^4+(-8x^2-4x^3)\log (3)+x^2{\log }^2(3)){\log }^2(5+x)}{x^2{\log }^2(5+x)}}(-2x{\log }^2(x)+((10+2x+8x^2+4x^3-2x^2\log (3))\log (x)+(-10-2x){\log }^2(x))\log (5+x)+(-40x-28x^2-4x^3+(10x+2x^2)\log (3)+(40x+8x^2+(-10x-2x^2)\log (3))\log (x)){\log }^2(5+x)+(80x^3+56x^4+8x^5+(-20x^3-4x^4)\log (3)){\log }^3(5+x))}{(5x^3+x^4){\log }^3(5+x)}dx$
  3.34.35 $\int (4x^3+(2x+3x^2)\log (2))dx$
  3.34.36 $\int \frac{660+775x-241x^2-31x^3+8x^4+e^2(24-10x+x^2)+(160+120x-72x^2+8x^3)\log (4-x)}{660x-137x^2-39x^3+8x^4+e^2(20-9x+x^2)+(160x-72x^2+8x^3)\log (4-x)}dx$
  3.34.37 $\int \frac{-1-4x+e^{-3+x+(4-x+x^2)\log (4)}(x+(-x+2x^2)\log (4))}{x}dx$
  3.34.38 $\int \frac{-9x^2+x^2{\log }^2(36)+2\log (x)-3{\log }^2(x)}{9x^3-x^3{\log }^2(36)+x{\log }^2(x)}dx$
  3.34.39 $\int \frac{e^{e^{\frac{4e^6{x}^2-x^3+x^4}{-1+x}}+e^{e^{\frac{4e^6{x}^2-x^3+x^4}{-1+x}}}{x}^2}(2x-4x^2+2x^3+e^{\frac{4e^6{x}^2-x^3+x^4}{-1+x}}(3x^4-6x^5+3x^6+e^6(-8x^3+4x^4)))}{1-2x+x^2}dx$
  3.34.40 $\int \frac{(-2x^2-2x^3+(18x+38x^2+4x^3)\log (9+x)\log (\log (9+x))+(18+20x-34x^2-4x^3)\log (9+x){\log }^2(\log (9+x)))\log (\frac{x+x^2+(2+x-x^2+\log (x))\log (\log (9+x))}{\log (\log (9+x))})}{(9x^2+10x^3+x^4)\log (9+x)\log (\log (9+x))+(18x+11x^2-8x^3-x^4+(9x+x^2)\log (x))\log (9+x){\log }^2(\log (9+x))}dx$
  3.34.41 $\int \frac{1800-600x-550x^2+100x^3+50x^4+(600-100x-100x^2)\log (x)+50{\log }^2(x)+(1500-250x+50x^2-50x^3-50x^4+(550-50x)\log (x)+50{\log }^2(x))\log (x^2)+x^3{\log }^2(x^2)}{x^3{\log }^2(x^2)}dx$
  3.34.42 $\int \frac{e^x(2-x)-3x+3x^5-x\log (4)-x\log (x)}{x^3}dx$
  3.34.43 $\int \frac{230+50\log (3x)}{x}dx$
  3.34.44 $\int \frac{8+2x^2+e^x{x}^2-2x^3}{2x^2}dx$
  3.34.45 $\int \frac{-256-16\log (3)}{4096+640x+25x^2+(512+40x)\log (3)+16{\log }^2(3)}dx$
  3.34.46 $\int e^{3-x-x^2}(-6e^{-3+2x+x^2}+e^x(-6+12x^2))dx$
  3.34.47 $\int \frac{2x^2+e^{e^x+x}x(-1-x-e^{x}x)}{x}dx$
  3.34.48 $\int \frac{(-x^3-25x^5)\log (4)+(3x^3+15x^5)\log (4)\log (x+10x^3+25x^5)+(-1-5x^2){\log }^2(x+10x^3+25x^5)+(1+5x^2)\log (4^{-\frac{x^3}{\log (x+10x^3+25x^5)}}x){\log }^2(x+10x^3+25x^5)}{(1+5x^2){\log }^2(4^{-\frac{x^3}{\log (x+10x^3+25x^5)}}x){\log }^2(x+10x^3+25x^5)}dx$
  3.34.49 $\int \frac{e^3(4x^3+x^4)+e^3(4x^2+x^3)\log (4+x)+(4x^3+x^4+(4x^2+x^3)\log (4+x))\log (x+\log (4+x))+e^{e^{\frac{{\log }^2(e^3+\log (x+\log (4+x)))}{x}}+\frac{{\log }^2(e^3+\log (x+\log (4+x)))}{x}}((-10x-2x^2)\log (e^3+\log (x+\log (4+x)))+(e^3(4x+x^2)+e^3(4+x)\log (4+x)+(4x+x^2+(4+x)\log (4+x))\log (x+\log (4+x))){\log }^2(e^3+\log (x+\log (4+x))))}{e^3(4x^3+x^4)\log (4)+e^3(4x^2+x^3)\log (4)\log (4+x)+((4x^3+x^4)\log (4)+(4x^2+x^3)\log (4)\log (4+x))\log (x+\log (4+x))}dx$
  3.34.50 $\int \frac{1}{2}(3+7x+3x^2+2x^3+e^2(1+2x))dx$
  3.34.51 $\int \frac{6x+2x^2-25x^3-81x^4-63x^5-19x^6-2x^7+(6x+81x^2+243x^3+189x^4+57x^5+6x^6)\log (\frac{e^2}{3x})+(-81x-243x^2-189x^3-57x^4-6x^5){\log }^2(\frac{e^2}{3x})+(27+81x+63x^2+19x^3+2x^4){\log }^3(\frac{e^2}{3x})}{-27x^3-27x^4-9x^5-x^6+(81x^2+81x^3+27x^4+3x^5)\log (\frac{e^2}{3x})+(-81x-81x^2-27x^3-3x^4){\log }^2(\frac{e^2}{3x})+(27+27x+9x^2+x^3){\log }^3(\frac{e^2}{3x})}dx$
  3.34.52 $\int \frac{1}{3}(-7-e+3e^2+6x-9x^2)dx$
  3.34.53 $\int \frac{-5+x-x\log (x)}{(-5x+x^2)\log (x)}dx$
  3.34.54 $\int \frac{e^{16/625}+e^{\frac{2(-3-x+e^{16/625}(9+x))}{e^{16/625}}}(-2x+e^{16/625}(1+2x))}{e^{16/625}}dx$
  3.34.55 $\int \frac{-486-243x-18x^3-18x^4-3x^5}{x^3}dx$
  3.34.56 $\int \frac{-1576x^4+36x^6+e^8(-300x^2-80x^3-4x^4)+e^4(1600x^3+280x^4)}{620944x^4+370360x^5+83593x^6+8460x^7+324x^8+e^{16}(2500+2000x+600x^2+80x^3+4x^4)+e^{12}(-40000x-30000x^2-8400x^3-1040x^4-48x^5)+e^8(238800x^2+167020x^3+43552x^4+5020x^5+216x^6)+e^4(-630400x^3-408640x^4-99112x^5-10680x^6-432x^7)}dx$
  3.34.57 $\int \frac{e^{-\frac{e^{2x}}{-25+5x}}(e^{2x}(143+e(11-2x)-26x)+e^{\frac{e^{2x}}{-25+5x}}(250x-100x^2+10x^3))}{125-50x+5x^2}dx$
  3.34.58 $\int \frac{1}{256}(e^5(3125-1250x)-6250x+1875x^2)dx$
  3.34.59 $\int (-1+e^{36+e^{-16+24x}+36x+21x^2+6x^3+x^4+e^{-8+12x}(-12-6x-2x^2)}(36+24e^{-16+24x}+42x+18x^2+4x^3+e^{-8+12x}(-150-76x-24x^2)))dx$
  3.34.60 $\int \frac{120-29x+e^{2}x+(70-10x)\log (x)+10{\log }^2(x)}{80x-39x^2+e^2{x}^2+5x^3+(40x-10x^2)\log (x)+5x{\log }^2(x)}dx$
  3.34.61 $\int \frac{-4096x-64x^3+(-256x+60x^3+x^5)\log (-4+x^2)+(4096x+(256x-64x^3)\log (-4+x^2))\log (\log (-4+x^2))}{(-4096+1024x^2)\log (-4+x^2)}dx$
  3.34.62 $\int \frac{1728x^2+864e{x}^2-864x^3+e^{2x}(12x^2+12x^3-6x^4+e(6x^2+6x^3))+e^x(288x^2+72x^3-72x^4+e(144x^2+72x^3))+(e^x(216x+72ex-72x^2)+e^{2x}(18x+6ex-6x^2)){\log }^2(3+e-x)+(-432x-144ex+144x^2+e^x(-36x-12ex+12x^2))\log (x)+(-144x-72ex+72x^2+e^x(-12x-12x^2+6x^3+e(-6x-6x^2))){\log }^2(x)+(36+12e-12x){\log }^3(x)+\log (3+e-x)(1728x+864ex-864x^2+e^{2x}(12x+30x^2-12x^3+e(6x+12x^2))+e^x(288x+288x^2-144x^3+e(144x+144x^2))+(-432-144e+144x+e^x(-36-12e+12x))\log (x)+e^x(-18x-6ex+6x^2){\log }^2(x))}{3x+ex-x^2}dx$
  3.34.63 $\int \frac{3+2x^2+(1-4x)\log (4)+2{\log }^2(4)}{x^2-2x\log (4)+{\log }^2(4)}dx$
  3.34.64 $\int \frac{e^{\frac{2(-10+(13x+4x^2)\log (4))}{x\log (4)}}(20+8x^2\log (4))+e^{\frac{-10+(13x+4x^2)\log (4)}{x\log (4)}}(100+40x^2\log (4))}{x^2\log (4)}dx$
  3.34.65 $\int \frac{-4x^3+e^{\frac{2x+4\log (3)}{x^2}}(30x-6x^2+x^3+(120-24x)\log (3))+(-12x^3+3e^{\frac{2x+4\log (3)}{x^2}}{x}^3)\log (-4+e^{\frac{2x+4\log (3)}{x^2}})}{-12x^3+3e^{\frac{2x+4\log (3)}{x^2}}{x}^3}dx$
  3.34.66 $\int \frac{e^{200+40x+2x^2-2x^3}(-2+(40x+4x^2-6x^3)\log (x)\log (\log (x)))}{x\log (x){\log }^3(\log (x))}dx$
  3.34.67 $\int \frac{160x^2+6x^3-80x^4+10x^6+e^2(240-120x^2+15x^4)}{80x^2-40x^4+5x^6}dx$
  3.34.68 $\int \frac{-32x^7+(x^2{)}^x(32x^7-16x^8-8x^8\log (x^2))+32x^7\log (\log (4))}{-1+(x^2{)}^{3x}+3\log (\log (4))-3{\log }^2(\log (4))+{\log }^3(\log (4))+(x^2{)}^{2x}(-3+3\log (\log (4)))+(x^2{)}^x(3-6\log (\log (4))+3{\log }^2(\log (4)))}dx$
  3.34.69 $\int \frac{1}{25}{e}^{e^x+\frac{1}{25}(-100+10x^2+x^3)}(25e^x+20x+3x^2)dx$
  3.34.70 $\int \frac{e^{8-x}(e^4(-3-x)-x^2-x^3+(-2x-x^2)\log (2))}{5x^4}dx$
  3.34.71 $\int \frac{e^{\frac{x^2}{1+x+x^2}}(2x+x^2)}{1+2x+3x^2+2x^3+x^4}dx$
  3.34.72 $\int \frac{e^{-x}(124-150e+330x+(14+70e-154x)\log (\frac{1}{5}(-2-10e+22x)))}{1+5e-11x}dx$
  3.34.73 $\int \frac{10+15x^3+e^x(10x+5x^2)+5\log (\frac{e^{9+e^x(-1-x)-x^3}}{x^2})}{{\log }^2(\frac{e^{9+e^x(-1-x)-x^3}}{x^2})}dx$
  3.34.74 $\int \frac{390625x-1562500x^2-100000000x^4+400000000x^5+e^{8e}(-x^4+4x^5)+e^{6e}(-400x^4+1600x^5)+e^{4e}(-60000x^4+240000x^5)+e^{2e}(-4000000x^4+16000000x^5)+(781250x-4687500x^2-500000000x^4+2400000000x^5+e^{8e}(-5x^4+24x^5)+e^{6e}(-2000x^4+9600x^5)+e^{4e}(-300000x^4+1440000x^5)+e^{2e}(-20000000x^4+96000000x^5))\log (x)}{390625}dx$
  3.34.75 $\int \frac{(-2x^3+10x^4){\log }^2(\frac{4}{x})-8x^3{\log }^2(\frac{4}{x})\log (x)+e^{\frac{1}{2}(-10+e^{\frac{3}{\log (\frac{4}{x})}})}((-2x+6x^2){\log }^2(\frac{4}{x})-4x{\log }^2(\frac{4}{x})\log (x)+e^{\frac{3}{\log (\frac{4}{x})}}(3x^2-3x\log (x)))}{2{\log }^2(\frac{4}{x})}dx$
  3.34.76 $\int -\frac{4\log (4)}{1+2x+x^2}dx$
  3.34.77 $\int -\frac{4\log (2)\log (9)}{x^2+(-16x-32e^{3}x)\log (2)+(64+256e^3+256e^6){\log }^2(2)}dx$
  3.34.78 $\int \frac{-8x+2e^{2x}{x}^3+e^x(-4x+4x^3)+(8x+6e^{2x}{x}^2+e^x(-4+4x+8x^2))\log (3x)+(6e^{2x}x+e^x(4+4x)){\log }^2(3x)+2e^{2x}{\log }^3(3x)}{-e^4{x}^3+4e^x{x}^3+e^{2x}{x}^3+(-8x^2-3e^4{x}^2+8e^x{x}^2+3e^{2x}{x}^2)\log (3x)+(-12x-3e^{4}x+4e^{x}x+3e^{2x}x){\log }^2(3x)+(-4-e^4+e^{2x}){\log }^3(3x)}dx$
  3.34.79 $\int \frac{e^{\frac{2e^{x^2}+x^3\log (e^{x^2}+2x)}{\log (e^{x^2}+2x)}}(-4e^{x^2}-4e^{2x^2}x+(4e^{2x^2}x+8e^{x^2}{x}^2)\log (e^{x^2}+2x)+(3e^{x^2}{x}^2+6x^3){\log }^2(e^{x^2}+2x))}{(e^{x^2}+2x){\log }^2(e^{x^2}+2x)}dx$
  3.34.80 $\int \frac{6+e^x-4x}{6e^{1+x}+e(12-12x)}dx$
  3.34.81 $\int \frac{(648+792x+242x^2)\log (x)+(396x+242x^2){\log }^2(x)+e^{2{\log }^2(\log (x))}(18\log (x)+36\log (x)\log (\log (x)))+e^{{\log }^2(\log (x))}((-216-132x)\log (x)-66x{\log }^2(x)+(-216-132x)\log (x)\log (\log (x)))}{9x}dx$
  3.34.82 $\int \frac{-e^{x}x+e^{12+4x}{x}^3(3+2x)}{x+2e^{12+3x}{x}^4+e^{24+6x}{x}^7}dx$
  3.34.83 $\int \frac{(4-4e^4+e^8){\log }^2(x)+(-4+2e^4){\log }^2(x)\log (4x^2)+{\log }^2(x){\log }^2(4x^2)+e^{\frac{4}{-2+e^4+\log (4x^2)}}(4-4e^4+e^8+(4+4e^4-e^8)\log (x)+(-4+2e^4+(4-2e^4)\log (x))\log (4x^2)+(1-\log (x)){\log }^2(4x^2))}{(4-4e^4+e^8){\log }^2(x)+(-4+2e^4){\log }^2(x)\log (4x^2)+{\log }^2(x){\log }^2(4x^2)}dx$
  3.34.84 $\int \frac{9e^{2e}+15e^e{x}^2+2x^4}{9e^{2e}+6e^e{x}^2+x^4}dx$
  3.34.85 $\int \frac{e^x(16+24x+e^{4}x+12x^2+2x^3+(-8-20x-18x^2-7x^3-x^4)\log (7))}{8+12x+6x^2+x^3}dx$
  3.34.86 $\int \frac{e^{e^{\frac{1}{2x\log (x)}}+\frac{1}{2x\log (x)}}(-3-3\log (x))-6x^2{\log }^2(x)}{8e^{4+e^{\frac{1}{2x\log (x)}}}{x}^2{\log }^2(x)-8e^4{x}^3{\log }^2(x)}dx$
  3.34.87 $\int \frac{-3+e^4(9-4x^2)}{15e^4{x}^4}dx$
  3.34.88 $\int \frac{e^8(-16+\frac{320}{e^4}+\frac{4(-400-32x^3+3x^4)}{e^8})}{24x^2}dx$
  3.34.89 $\int \frac{(-80-256e^2-192x)\log (2)}{625x^2+20480e^6{x}^2+1500x^3+1200x^4+320x^5+e^4(19200x^2+15360x^3)+e^2(6000x^2+9600x^3+3840x^4)}dx$
  3.34.90 $\int \frac{e^{e^5-x}(-1-x)+4x^2+4e^x{x}^2}{2x^2}dx$
  3.34.91 $\int \frac{-8e^{\frac{3}{5}+x}+e^{e^3}(-42+2e^x-2x)+e^{3/5}(168+8x)+(4e^{3/5}x-4e^{\frac{3}{5}+x}x+e^{e^3}(-x+e^{x}x))\log (x^2)}{x}dx$
  3.34.92 $\int \frac{1}{2}(360x^2-96x^3-56x^6+9x^2\log (2))dx$
  3.34.93 $\int \frac{e^{2{\log }^2(x)}(-216+27x+90x^3+216x^4-27x^5-12x^7-72x^8+9x^9-6x^{11}+8x^{12}-x^{13}+(-864-108x-72x^3+864x^4+108x^5+48x^7-288x^8-36x^9-8x^{11}+32x^{12}+4x^{13})\log (x))}{-13824-5184x-648x^2-3483x^3+12960x^4+5130x^5+360x^6+2295x^7-4032x^8-1700x^9-120x^{10}-381x^{11}+416x^{12}+186x^{13}+24x^{14}+x^{15}}dx$
  3.34.94 $\int \frac{e^{-1-x+{\log }^2(\frac{-60+20x}{x})}(3x-x^2+6\log (\frac{-60+20x}{x}))}{-3x+x^2}dx$
  3.34.95 $\int \frac{6+2x}{8+6x+x^2}dx$
  3.34.96 $\int \frac{3+x}{4+x}dx$
  3.34.97 $\int (-2+e^{16}x)dx$
  3.34.98 $\int e^{2+x}dx$
  3.34.99 $\int e^{-x}(2-e^x+e(1-x)-2x)dx$
  3.34.100 $\int \frac{e^{2e^x}(-4+12x^2-4x^3)+e^6(12x^2-4x^3)+e^{e^x}(4e^{3+x}x+e^3(-4+24x^2-8x^3))}{e^{2e^x}(4-20x+49x^2-64x^3+46x^4-12x^5+x^6)+e^6(25x^2-60x^3+46x^4-12x^5+x^6)+e^{3+e^x}(-20x+74x^2-124x^3+92x^4-24x^5+2x^6)}dx$