3.69.1 $\int \frac{e^5(5-2x)-e^5\log (4)+e^{\frac{e^e-2x^2}{e^5}}(-e^5+4x^2+4x\log (4))}{e^5}dx$
  3.69.2 $\int \frac{e^x(10x+14x^2+4x^3+(16x+8x^2)\log (3)+4x{\log }^2(3))+(e^x(2x+5x^2+5x^3+2x^4+(4x+8x^2+4x^3)\log (3)+(2x+2x^2){\log }^2(3))+e^x(2+5x+5x^2+2x^3+(4+8x+4x^2)\log (3)+(2+2x){\log }^2(3))\log (-2-3x-2x^2+(-4-4x)\log (3)-2{\log }^2(3)))\log (x+\log (-2-3x-2x^2+(-4-4x)\log (3)-2{\log }^2(3)))\log ({\log }^2(x+\log (-2-3x-2x^2+(-4-4x)\log (3)-2{\log }^2(3))))}{(2x+3x^2+2x^3+(4x+4x^2)\log (3)+2x{\log }^2(3)+(2+3x+2x^2+(4+4x)\log (3)+2{\log }^2(3))\log (-2-3x-2x^2+(-4-4x)\log (3)-2{\log }^2(3)))\log (x+\log (-2-3x-2x^2+(-4-4x)\log (3)-2{\log }^2(3)))}dx$
  3.69.3 $\int \frac{1+2x+e^{1-2x+x^2}(-2x+2x^2)}{x}dx$
  3.69.4 $\int \frac{-10-25x+5x^2+5x^3+e^x(-x^3-x^4)-20\log (x)}{x^3}dx$
  3.69.5 $\int (-36x+12e^3{x}^2-e^6{x}^3+(-12x+2e^3{x}^2)\log (4)-x{\log }^2(4)+(-72x+36e^3{x}^2-4e^6{x}^3+(-24x+6e^3{x}^2)\log (4)-2x{\log }^2(4))\log (x))dx$
  3.69.6 $\int e^{1+x}(1+2x+x^2+x^3)dx$
  3.69.7 $\int \frac{(48600x+20250e^{2+2x}x)\log (\log (x))+(48600x+e^{2+2x}(20250x-81000x^2))\log (x){\log }^2(\log (x))}{(248832+518400e^{2+2x}+432000e^{4+4x}+180000e^{6+6x}+37500e^{8+8x}+3125e^{10+10x})\log (x)}dx$
  3.69.8 $\int \frac{10x+2x^2-10x^3-2x^4+(-60+30x+23x^2-10x^3-x^4)\log (\frac{1}{10}(-20+10x+x^2))}{(-20x^4+10x^5+x^6){\log }^2(\frac{1}{10}(-20+10x+x^2))}dx$
  3.69.9 $\int \frac{e^{2x}(-20+4x)\log (\frac{1}{3}(-5+x))+\log (3+e^x)(-12e^x-4e^{2x}+(e^{2x}(-20+4x)+e^x(-60+12x))\log (\frac{1}{3}(-5+x)))}{(-15+e^x(-5+x)+3x){\log }^2(\frac{1}{3}(-5+x))}dx$
  3.69.10 $\int \frac{-20-160x-315x^2-195x^3-25x^4+e^4(96+256x+190x^2+25x^3)+(-20x-45x^2-25x^3+e^4(16+40x+25x^2))\log (\frac{e^4(-4-5x)+5x+5x^2}{4+5x})}{-100x-245x^2-170x^3-25x^4+e^4(80+216x+165x^2+25x^3)+(-20x-45x^2-25x^3+e^4(16+40x+25x^2))\log (\frac{e^4(-4-5x)+5x+5x^2}{4+5x})}dx$
  3.69.11 $\int \frac{392-49x+9x^3{\log }^2(3)+e^{2x}(72-81x+18x^2){\log }^2(3)+e^x((336-210x+42x^2)\log (3)+(72-45x+9x^2){\log }^2(3))}{-196x+49x^2+9x^4{\log }^2(3)+e^{2x}(-36x+9x^2){\log }^2(3)+e^x((-168x+42x^2)\log (3)+(-36x+9x^2){\log }^2(3))}dx$
  3.69.12 $\int \frac{e^{\frac{3e^{x^2}+2x-3\log (x)}{6x}}(-1+e^{x^2}(-1+2x^2)+\log (x))}{8x^2}dx$
  3.69.13 $\int \frac{-100x^2+40x^3-4x^4+(200x^2-120x^3+16x^4)\log (x)+(-1-76x^2+24x^3){\log }^2(x)-\log (3e^{\frac{100x^2-40x^3+4x^4+(-40x^2+8x^3)\log (x)+4x^2{\log }^2(x)}{\log (x)}}){\log }^2(x)+8x^2{\log }^3(x)}{x^2{\log }^2(x)}dx$
  3.69.14 $\int \frac{-e^{-x}+8e^{8x}}{-5+e^{-x}+e^{8x}}dx$
  3.69.15 $\int \frac{30+20x+e^{(\frac{3+2x}{x}{)}^{5x}}(15+10x+(\frac{3+2x}{x}{)}^{5x}(75x+(-75x-50x^2)\log (\frac{3+2x}{x})))}{6x^2+4x^3}dx$
  3.69.16 $\int \frac{-54x+(162+54x)\log (\frac{25x}{4e^4})-162{\log }^2(\frac{25x}{4e^4})}{x^3}dx$
  3.69.17 $\int \frac{e^{-2+e^{5e^x}}(-50x^2+50e^{-3+x}{x}^2)+e^{-4+2e^{5e^x}}(50e^{-3+x}x-50x^2+e^{5e^x+x}(250e^{-3+x}{x}^2-250x^3))\log (e^{-3+x}-x)\log (\log (e^{-3+x}-x))+(-50x^2+50e^{-3+x}{x}^2+e^{-2+e^{5e^x}}(100e^{-3+x}x-100x^2+e^{5e^x+x}(250e^{-3+x}{x}^2-250x^3))\log (e^{-3+x}-x)\log (\log (e^{-3+x}-x)))\log (\log (\log (e^{-3+x}-x)))+(50e^{-3+x}x-50x^2)\log (e^{-3+x}-x)\log (\log (e^{-3+x}-x)){\log }^2(\log (\log (e^{-3+x}-x)))}{(e^{-3+x}-x)\log (e^{-3+x}-x)\log (\log (e^{-3+x}-x))}dx$
  3.69.18 $\int \frac{45+26x+112x^2+18x^3+(-36-6x)\log (6+x)}{6+x}dx$
  3.69.19 $\int \frac{1326-260x+25x^2}{676-260x+25x^2}dx$
  3.69.20 $\int e^{-3-2x}(4e^{2+2x}+e(1+4x-4x^2)+e(1-2x)\log (x))dx$
  3.69.21 $\int \frac{-4x-6x^2-2x^3+e^x(2x+2x^2)+e^{\frac{x^2+{\log }^2(-2x+e^{x}x-x^2)}{x}}(-2x-3x^2-x^3+e^x(x+x^2)+(-4-4x+e^x(2+2x))\log (-2x+e^{x}x-x^2)+(2-e^x+x){\log }^2(-2x+e^{x}x-x^2))}{-2x+e^{x}x-x^2}dx$
  3.69.22 $\int \frac{-384e^{\frac{4(16-x)}{x}}-10x^3+10e^3{x}^3}{-x^2+e^3{x}^2}dx$
  3.69.23 $\int e^{4+8x+4x^2}(-24-24x)dx$
  3.69.24 $\int \frac{16+4x-8\log (x)}{(4x+x^2)\log (x)}dx$
  3.69.25 $\int \frac{4+37x+32x^2+(-1-17x-16x^2)\log (1+x)+(2x+2x^2){\log }^2(1+x)}{16+16x+(-8-8x)\log (1+x)+(1+x){\log }^2(1+x)}dx$
  3.69.26 $\int (5+e)dx$
  3.69.27 $\int \frac{36+49x+(-33x-52x^2)\log (9x)+(6x^2+13x^3){\log }^2(9x)}{4x^3-4x^4\log (9x)+x^5{\log }^2(9x)}dx$
  3.69.28 $\int \frac{x-x\log (x)+(-4x^6\log (x)+4x^5{\log }^2(x))\log (\frac{-5x+5\log (x)}{\log (x)})+(x\log (x)-{\log }^2(x))\log (\frac{-5x+5\log (x)}{\log (x)})\log (\log (\frac{-5x+5\log (x)}{\log (x)}))}{(-x^3\log (x)+x^2{\log }^2(x))\log (\frac{-5x+5\log (x)}{\log (x)})}dx$
  3.69.29 $\int \frac{(-10x^3-2x^4){\log }^2(8)+(10+2x){\log }^2(8)\log (x)+(10-2x-30x^3+6x^4){\log }^2(8)\log (\frac{x}{25-10x+x^2})}{(45x^{10}-9x^{11}){\log }^3(\frac{x}{25-10x+x^2})+(-135x^7+27x^8)\log (x){\log }^3(\frac{x}{25-10x+x^2})+(135x^4-27x^5){\log }^2(x){\log }^3(\frac{x}{25-10x+x^2})+(-45x+9x^2){\log }^3(x){\log }^3(\frac{x}{25-10x+x^2})}dx$
  3.69.30 $\int \frac{e^{\frac{e^{16-x}{\log }^2(x)}{-x\log (5)+x\log (\frac{16}{x^2})}}((-2e^{16-x}\log (5)+2e^{16-x}\log (\frac{16}{x^2}))\log (x)+(e^{16-x}(2+(1+x)\log (5))+e^{16-x}(-1-x)\log (\frac{16}{x^2})){\log }^2(x))}{x^2{\log }^2(5)-2x^2\log (5)\log (\frac{16}{x^2})+x^2{\log }^2(\frac{16}{x^2})}dx$
  3.69.31 $\int (1-6e^9+9e^{18}-\log (4)+(2-6e^9)\log (x)+{\log }^2(x))dx$
  3.69.32 $\int \frac{4-x-3e^{x}x}{x}dx$
  3.69.33 $\int (1+e^{e^{\frac{-1+5e^{16+x}+e^{16}x}{e^{16}}}+\frac{-1+5e^{16+x}+e^{16}x}{e^{16}}}(1+5e^x))dx$
  3.69.34 $\int \frac{e^x(2x+x^2)-4x\log (3)+2x\log (3)\log (\log (3))}{\log (3)}dx$
  3.69.35 $\int -\frac{2\log (-\frac{1}{5+x})}{5+x}dx$
  3.69.36 $\int \frac{6+2e^8-6e^8\log (\frac{4}{x})}{(-x+e^{8}x\log (\frac{4}{x})){\log }^2(\frac{-x^3+e^8{x}^3\log (\frac{4}{x})}{5e^8})}dx$
  3.69.37 $\int \frac{-112-96x^2+2x^3+16x^4}{x^2+x^4}dx$
  3.69.38 $\int \frac{4x-5x^2-8x^3+10x^4+(-x+2x^3)\log (5)+(4x-10x^2+e^{x^2}(40-100x-10\log (5))-x\log (5))\log (e^{-x^2}(10e^{x^2}+x))}{10e^{x^2}+x}dx$
  3.69.39 $\int \frac{4+4x-x^2+(4+4x-x^2)\log (\frac{4+4x-x^2}{x})+\log (x)(6x^2-x^3+(-4+5x^2-x^3)\log (\frac{4+4x-x^2}{x}))\log (\log (x))}{\log (x)(-4x-4x^2+x^3+(-4x-4x^2+x^3)\log (\frac{4+4x-x^2}{x}))\log (\log (x))}dx$
  3.69.40 $\int \frac{18+6\log (\log (\frac{-4+16x^3}{9x^3}))}{(-x+4x^4)\log (\frac{-4+16x^3}{9x^3})}dx$
  3.69.41 $\int \frac{e^{30+8x}(56+8e^{10}+e^5(24-16x)-24x+8x^2)+e^{15+4x}(-2016-8e^{30}+2208x-1760x^2+800x^3-280x^4+56x^5-8x^6+e^{25}(-56+48x)+e^{20}(-280+280x-120x^2)+e^{15}(-800+1120x-560x^2+160x^3)+e^{10}(-1760+2400x-1680x^2+560x^3-120x^4)+e^5(-2208+3520x-2400x^2+1120x^3-280x^4+48x^5))\log (3)}{7776+e^{50}+e^{45}(10-10x)-12960x+15120x^2-11520x^3+6960x^4-3152x^5+1160x^6-320x^7+70x^8-10x^9+x^{10}+e^{40}(70-90x+45x^2)+e^{35}(320-560x+360x^2-120x^3)+e^{30}(1160-2240x+1960x^2-840x^3+210x^4)+e^{25}(3152-6960x+6720x^2-3920x^3+1260x^4-252x^5)+e^{20}(6960-15760x+17400x^2-11200x^3+4900x^4-1260x^5+210x^6)+e^{15}(11520-27840x+31520x^2-23200x^3+11200x^4-3920x^5+840x^6-120x^7)+e^{10}(15120-34560x+41760x^2-31520x^3+17400x^4-6720x^5+1960x^6-360x^7+45x^8)+e^5(12960-30240x+34560x^2-27840x^3+15760x^4-6960x^5+2240x^6-560x^7+90x^8-10x^9)}dx$
  3.69.42 $\int \frac{-41x+x^2-120x^3-72x^5+(-19x^2-24x^4)\log (\frac{36}{x})-2x^3{\log }^2(\frac{36}{x})+(-18x-24x^3-4x^2\log (\frac{36}{x}))\log (x)-2x{\log }^2(x)}{25+60x^2+36x^4+(10x+12x^3)\log (\frac{36}{x})+x^2{\log }^2(\frac{36}{x})+(10+12x^2+2x\log (\frac{36}{x}))\log (x)+{\log }^2(x)}dx$
  3.69.43 $\int (-1+{\log }^2(2)\log (\log (\frac{23}{3})))dx$
  3.69.44 $\int \frac{128-480x+600x^2-154x^3-240x^4+150x^5+24x^6-30x^7+2x^9+e^{10}(32x-16x^4)}{64-240x+300x^2-77x^3-120x^4+75x^5+12x^6-15x^7+x^9}dx$
  3.69.45 $\int \frac{e^2(e^{2x}-e^{-12+6x-3e^{x}x})(-2e^{2x}+e^{-12+6x-3e^{x}x}(6+e^x(-3-3x)))}{-e^{2x}+e^{-12+6x-3e^{x}x}}dx$
  3.69.46 $\int \frac{-7+14x+2e^{-2x/7}x+7x\log (x)}{-7e^{-2x/7}x+7x^2+(-7x+7x^2)\log (x)}dx$
  3.69.47 $\int \frac{-244140000-e^{12}-585938000x-644531700x^2-429687600x^3-193359382x^4-61875000x^5-14437500x^6-2475000x^7-309375x^8-27500x^9-1650x^{10}-60x^{11}-x^{12}+e^8(-1875-1500x-450x^2-60x^3-3x^4)+e^4(-1171874-1875000x-1312500x^2-525000x^3-131250x^4-21000x^5-2100x^6-120x^7-3x^8)}{488280000x+2e^{12}x+1171874000x^2+1289062200x^3+859374960x^4+386718748x^5+123750000x^6+28875000x^7+4950000x^8+618750x^9+55000x^{10}+3300x^{11}+120x^{12}+2x^{13}+e^8(3750x+3000x^2+900x^3+120x^4+6x^5)+e^4(2343748x+3750000x^2+2625000x^3+1050000x^4+262500x^5+42000x^6+4200x^7+240x^8+6x^9)}dx$
  3.69.48 $\int \frac{3-x-2e^{3/2}{x}^2+e^{\frac{3}{2}+x}(-3x+x^2)+e^{3/2}(6x-2x^2)\log (-3+x)}{e^{3/2}(-3x+x^2)}dx$
  3.69.49 $\int \frac{200+100x+e^{6x^2-2x^3}(8+4x)+e^{3x^2-x^3}(80+40x)+e^{\frac{2(39x+8e^{3x^2-x^3}x)}{20+4e^{3x^2-x^3}}}(100x+195x^2+e^{6x^2-2x^3}(4x+8x^2)+e^{3x^2-x^3}(40x+79x^2+6x^4-3x^5))+e^{\frac{39x+8e^{3x^2-x^3}x}{20+4e^{3x^2-x^3}}}(-200-590x-195x^2+e^{6x^2-2x^3}(-8-24x-8x^2)+e^{3x^2-x^3}(-80-238x-79x^2-12x^3+3x^5))}{50+2e^{6x^2-2x^3}+20e^{3x^2-x^3}}dx$
  3.69.50 $\int -\frac{288e^{15}{x}^2}{e^{30}+32e^{15}{x}^3+256x^6}dx$
  3.69.51 $\int e^{(4x+3x^2+4x^3)\log (2)-3x\log (2)\log (4)}((4+6x+12x^2)\log (2)-3\log (2)\log (4))dx$
  3.69.52 $\int e^{-18-2e^6-2e^3(2-2x)+6x-2x^2}(1-e^{18+2e^6+2e^3(2-2x)-6x+2x^2}+6x+4e^{3}x-4x^2)dx$
  3.69.53 $\int \frac{-6x-16x^3+e^{10}(1-6x+4x^2-16x^3)+e^5(12x+32x^3)}{1-2e^5+e^{10}}dx$
  3.69.54 $\int \frac{6+2\log (4)+(3+3x+(1+x)\log (4))\log (x^2)}{x\log (x^2)}dx$
  3.69.55 $\int \frac{-900+300x+(462x-4x^2)\log (4)-6x^2{\log }^2(4)+((-462x+154x^2)\log (4)+(12x^2-2x^3){\log }^2(4))\log (-3+x)+(-6x^2+2x^3){\log }^2(4){\log }^2(-3+x)+(-12+4x+6x\log (4)+(-6x+2x^2)\log (4)\log (-3+x))\log (9x^2)}{-1875x+625x^2}dx$
  3.69.56 $\int \frac{-20x+85x^2-63x^3-33x^4+x^6+(-40x+x^2+86x^3-2x^5)\log (x)+(32x-48x^2+x^4){\log }^2(x)}{800+880x+242x^2-80x^3-44x^4+2x^6+(-1280-704x+80x^2+108x^3-4x^5)\log (x)+(512-64x^2+2x^4){\log }^2(x)}dx$
  3.69.57 $\int \frac{e^{{\log }^2(\frac{900x^4+60x^2\log (x)+{\log }^2(x)}{100x^4})}(-30e{x}^3-ex\log (x)+(e(16-4x)+e(-32+8x)\log (x))\log (\frac{900x^4+60x^2\log (x)+{\log }^2(x)}{100x^4}))}{30x^3+x\log (x)}dx$
  3.69.58 $\int \frac{-12+6x-2x^6+e^2(-20x^4-40x^5-20x^6)+e^4(-10x^2-40x^3-60x^4-40x^5-10x^6)+e^5(2x+10x^2+20x^3+20x^4+10x^5+2x^6)+e(14-6x+10x^5+10x^6)+e^3(20x^3+60x^4+60x^5+20x^6)}{-x^5+e^2(-10x^3-20x^4-10x^5)+e^4(-5x-20x^2-30x^3-20x^4-5x^5)+e^5(1+5x+10x^2+10x^3+5x^4+x^5)+e(5x^4+5x^5)+e^3(10x^2+30x^3+30x^4+10x^5)}dx$
  3.69.59 $\int \frac{e^{-x}(e^x(-4+2x+17x^2)+e(-64x^2+32x^3-4x^4))}{64x^2-32x^3+4x^4}dx$
  3.69.60 $\int \frac{e^{\frac{x}{3e^2}}}{(12e^2+3e^{2+\frac{x}{3e^2}})\log (4+e^{\frac{x}{3e^2}})}dx$
  3.69.61 $\int \frac{6x^2+10x^3+(4x+20x^2)\log (400)+10x{\log }^2(400)}{4+20x+25x^2+(20+50x)\log (400)+25{\log }^2(400)}dx$
  3.69.62 $\int \frac{-x^2+x^3+e^{-1+x}(2x-2x^2)\log (4)+e^{-2+2x}(-1+x){\log }^2(4)+(9x+3x^2+3x^3+x^4+e^{-1+x}(-6x-11x^2-3x^3)\log (4)+e^{-2+2x}(3x+x^2){\log }^2(4)+(-3x-x^3+e^{-1+x}(2x+3x^2)\log (4)-e^{-2+2x}x{\log }^2(4))\log (x))\log (3+x-\log (x))}{(-3x^3-x^4+e^{-1+x}(6x^2+2x^3)\log (4)+e^{-2+2x}(-3x-x^2){\log }^2(4)+(x^3-2e^{-1+x}{x}^2\log (4)+e^{-2+2x}x{\log }^2(4))\log (x))\log (3+x-\log (x))}dx$
  3.69.63 $\int \frac{-9-24x^2+4x^3+e^{x^2}(-3+6x^2)-24x^2\log (x)}{24x^2}dx$
  3.69.64 $\int \frac{4e^{4}x+24e^{2}x\log (5)+32x{\log }^2(5)+(6e^{4}x+16e^{2}x\log (5))\log (2x)+2e^{4}x{\log }^2(2x)}{e^4}dx$
  3.69.65 $\int (6+5e^{e^x+x}+2x)dx$
  3.69.66 $\int \frac{e^{\frac{1+e^3}{4+e^x-x}}(e^x(-1-e^3)\log (4)+(1+e^3)\log (4))}{32+2e^{2x}+e^x(16-4x)-16x+2x^2}dx$
  3.69.67 $\int \frac{1}{8}(12+16e^{5+2e^{5+x}+x}+x+e^{e^{5+x}}(4+e^{5+x}(48+4x)))dx$
  3.69.68 $\int \frac{10-5\log (\log (6))}{x{\log }^2(x)}dx$
  3.69.69 $\int \frac{e^5(-10-2x+10x^2+2x^3)+e^{10}(10-8x-2x^2){\log }^2(5+x)+\log (\frac{3e^x}{x})(e^5(-10x-2x^2)+4e^{10}x\log (5+x))}{5x+11x^2+7x^3+x^4+e^5(-10x-12x^2-2x^3){\log }^2(5+x)+e^{10}(5x+x^2){\log }^4(5+x)}dx$
  3.69.70 $\int \frac{e^2(-1-2x)+6x+14x^2+4x^3+(e^2-6x-2x^2)\log (\frac{-e^2+6x+2x^2}{2x})+\log (x)(-3e^2+12x+2x^2+(e^2-6x-2x^2)\log (\frac{-e^2+6x+2x^2}{2x}))}{e^2-6x-2x^2}dx$
  3.69.71 $\int \frac{-75+140x+20x^3+e^{2x}(-3x^2+9x^4+6x^5)+e^x(30x-29x^2-61x^3-4x^4-x^5+x^6)}{25+e^x(-10x-10x^2)+e^{2x}(x^2+2x^3+x^4)}dx$
  3.69.72 $\int \frac{1}{10}{e}^{-x}(-10+4x-x^2+(-4x+2x^2)\log (3))dx$
  3.69.73 $\int \frac{18-36x+e^{x^2}(-18-36x^2)}{-729-243x+216x^2+53x^3+e^{3x^2}{x}^3-24x^4-3x^5+x^6+(-243-54x+51x^2+6x^3-3x^4)\log (4)+(-27-3x+3x^2){\log }^2(4)-{\log }^3(4)+e^{2x^2}(-27x^2-3x^3+3x^4-3x^2\log (4))+e^{x^2}(243x+54x^2-51x^3-6x^4+3x^5+(54x+6x^2-6x^3)\log (4)+3x{\log }^2(4))}dx$
  3.69.74 $\int \frac{4-9x-4e^{-2+x}x+(-4e^{-2+x}-9x+4\log (x))\log (\frac{1}{4}(4e^{-2+x}+9x-4\log (x)))+(4e^{-2+x}+9x-4\log (x))\log (\frac{1}{4}(4e^{-2+x}+9x-4\log (x)))\log (x\log (\frac{1}{4}(4e^{-2+x}+9x-4\log (x))))}{(-4e^{-2+x}{x}^2-9x^3+4x^2\log (x))\log (\frac{1}{4}(4e^{-2+x}+9x-4\log (x)))}dx$
  3.69.75 $\int \frac{152^{1-2e^{e^2}}{e}^{e^2}(6-2e^6-3x{)}^{2e^{e^2}}}{-6+2e^6+3x}dx$
  3.69.76 $\int \frac{e^{\frac{-x^3+\log (\frac{x^4}{{\log }^2(x)})+x\log (\frac{\log (3x)}{\log (x)})}{-x^2+\log (\frac{\log (3x)}{\log (x)})}}((2x^2+(-4x^2+x^5)\log (x))\log (3x)+(-\log (x)+(1+2x^2\log (x))\log (3x))\log (\frac{x^4}{{\log }^2(x)})+(-2+(4-2x^3)\log (x))\log (3x)\log (\frac{\log (3x)}{\log (x)})+x\log (x)\log (3x){\log }^2(\frac{\log (3x)}{\log (x)}))}{x^5\log (x)\log (3x)-2x^3\log (x)\log (3x)\log (\frac{\log (3x)}{\log (x)})+x\log (x)\log (3x){\log }^2(\frac{\log (3x)}{\log (x)})}dx$
  3.69.77 $\int \frac{300x-100x^2+e^x(-60+20x)+e^{3x}(-6x-3x^2-5x^3+2x^4)+e^{2x}(55x^3+15x^4-10x^5)+(e^{3x}(6+6x+10x^2-4x^3)+e^{2x}(-70x^2-40x^3+20x^4))\log (\frac{e^x(-3+x)+15x-5x^2}{x})+(e^{3x}(-3-5x+2x^2)+e^{2x}(15x+25x^2-10x^3)){\log }^2(\frac{e^x(-3+x)+15x-5x^2}{x})}{300x-100x^2+e^x(-60+20x)}dx$
  3.69.78 $\int \frac{-4e^4+2x^2-4x\log (625)+2{\log }^2(625)}{x^2-2x\log (625)+{\log }^2(625)}dx$
  3.69.79 $\int (1+512e^{2x}+e^x(-192-192x)+72x)dx$
  3.69.80 $\int e^{-5+x^2}(-4x+e^5(1-12x-2ex+2e^{3}x+2x^2))dx$
  3.69.81 $\int \frac{11264+83968x+107520x^2+50688x^3+8192x^4+(2304+14592x+12864x^2+3072x^3)\log (5)+(144+840x+384x^2){\log }^2(5)+(3+16x){\log }^3(5)}{32768+49152x+24576x^2+4096x^3+(6144+6144x+1536x^2)\log (5)+(384+192x){\log }^2(5)+8{\log }^3(5)}dx$
  3.69.82 $\int e^{-24x^2}(12x^3{\log }^3(x^3)+(4x^3-48x^5){\log }^4(x^3))dx$
  3.69.83 $\int \frac{-16-7x+31x^2+8x^3-16x^4+(-16-31x^2-16x^3+48x^4)\log (x)}{x^2{\log }^2(x)}dx$
  3.69.84 $\int \frac{200x+120x^2-22x^3-12x^4+2x^5+(-60x^2+22x^3+18x^4-4x^5)\log (x)+(-400x-360x^2+88x^3+60x^4-12x^5){\log }^2(x)+(-200x-180x^2+44x^3+30x^4-6x^5){\log }^3(x)}{3{\log }^3(x)}dx$
  3.69.85 $\int \frac{x^{-\frac{25}{-84+8x+x^2+e^{-4-2x+2x^2}{x}^2+e^{-2-x+x^2}x(8+2x)}}(2100-200x-25x^2+(200x+50x^2)\log (x)+e^{-4-2x+2x^2}{x}^2(-25+(50-50x+100x^2)\log (x))+e^{-2-x+x^2}x(-200-50x+(200-100x+350x^2+100x^3)\log (x)))}{7056x-1344x^2-104x^3+16x^4+x^5+e^{-8-4x+4x^2}{x}^5+e^{-6-3x+3x^2}{x}^3(16x+4x^2)+e^{-4-2x+2x^2}{x}^2(-104x+48x^2+6x^3)+e^{-2-x+x^2}x(-1344x-208x^2+48x^3+4x^4)}dx$
  3.69.86 $\int \log (2)dx$
  3.69.87 $\int \frac{-10+e^x(2-x)}{-5x+e^{x}x}dx$
  3.69.88 $\int \frac{3x^2+x^3+e^{x+x^2}(-6x+6x^2+21x^3+6x^4)+(6x+2x^2+e^{x+x^2}(9x+21x^2+6x^3))\log (\frac{2}{e^{5/3}(3+x)})+(3+x){\log }^2(\frac{2}{e^{5/3}(3+x)})}{3x^3+x^4+(6x^2+2x^3)\log (\frac{2}{e^{5/3}(3+x)})+(3x+x^2){\log }^2(\frac{2}{e^{5/3}(3+x)})}dx$
  3.69.89 $\int \frac{4e^{10}+3x^2+e^5(-1+7x)}{4e^{10}+7e^{5}x+3x^2}dx$
  3.69.90 $\int \frac{(-e^{2x}+3e^{x}x-2x^2)\log (\frac{e^{2x}x-2e^x{x}^2}{e^{2x}-2e^{x}x+x^2})+(e^{2x}-3e^{x}x+2x^3)\log (x)\log (\log (x))+(e^{2x}-3e^{x}x+2x^2)\log (x)\log (\frac{e^{2x}x-2e^x{x}^2}{e^{2x}-2e^{x}x+x^2})\log (\log (x))\log (\frac{\log (\frac{e^{2x}x-2e^x{x}^2}{e^{2x}-2e^{x}x+x^2})}{\log (\log (x))})}{(e^{2x}-3e^{x}x+2x^2)\log (x)\log (\frac{e^{2x}x-2e^x{x}^2}{e^{2x}-2e^{x}x+x^2})\log (\log (x))}dx$
  3.69.91 $\int \frac{-2-x+x^2+3\log (x)}{(-x^2-x^3+x\log (x))\log (\frac{4x^3}{x^2+2x^3+x^4+(-2x-2x^2)\log (x)+{\log }^2(x)})}dx$
  3.69.92 $\int \frac{e^{\frac{1}{e^2}}(50-10x)+e^x(10-2x)+(5e^{\frac{1}{e^2}}x+e^x(-4x+x^2))\log (x)}{5x{\log }^3(x)}dx$
  3.69.93 $\int (2+e^x-2x)dx$
  3.69.94 $\int \frac{-60e^{\frac{19}{9}+\frac{20e^2}{x}}+x^2}{3\sqrt[9]{e}{x}^2+3e^{\frac{1}{9}+\frac{20e^2}{x}}{x}^2+x^3}dx$
  3.69.95 $\int (-3x^2+e^{1-4x+{\log }^2(\log (3))}(2x-4x^2))dx$
  3.69.96 $\int \frac{3+e+e^x(9+e^2+36x+36x^2+e(6+12x))}{-27-3e^2+e(-18-35x)-105x-102x^2+e^x(9+e^2+36x+36x^2+e(6+12x))}dx$
  3.69.97 $\int \frac{e^{\frac{67837+6x-3x^2}{768x}}(-67837-3x^2)}{3072x^2}dx$
  3.69.98 $\int \frac{18+e^x(-8-4x)-6x-6\log (\frac{3}{2})+e^x(36-4x^2-(12+4x)\log (\frac{3}{2}))\log (3-x-\log (\frac{3}{2}))}{9-3x-3\log (\frac{3}{2})}dx$
  3.69.99 $\int (6e^{3x}+\frac{6x^2}{e^5})dx$
  3.69.100 $\int \frac{-90x^2-18x^3-2x^4-2x^3\log (x)+(-10x^2+18x^3+4x^4+(30x^2+6x^3)\log (x))\log (5+x)}{45+9x+(-30x-6x^2+(-30-6x)\log (x))\log (5+x)+(5x^2+x^3+(10x+2x^2)\log (x)+(5+x){\log }^2(x)){\log }^2(5+x)}dx$