3.14.1 $\int \frac{2x^3+e^{\frac{2(3x^2+(16+4x)\log (x))}{x^2}}(-32-8x-x^2+(64+8x)\log (x))}{x^2}dx$
  3.14.2 $\int \frac{-12000-15601x-12e^{\frac{4}{5}(1+5x)}x-3960x^2-372x^3-12x^4+e^{\frac{3}{5}(1+5x)}(-12-372x-36x^2)+e^{\frac{2}{5}(1+5x)}(-360-3996x-756x^2-36x^3)+e^{\frac{1}{5}(1+5x)}(-3600-16320x-4356x^2-396x^3-12x^4)+(-3600-4320x-36e^{\frac{3}{5}(1+5x)}x-756x^2-36x^3+e^{\frac{2}{5}(1+5x)}(-36-756x-72x^2)+e^{\frac{1}{5}(1+5x)}(-720-4392x-792x^2-36x^3))\log (x)+(-360-396x-36e^{\frac{2}{5}(1+5x)}x-36x^2+e^{\frac{1}{5}(1+5x)}(-36-396x-36x^2)){\log }^2(x)+(-12-12x-12e^{\frac{1}{5}(1+5x)}x){\log }^3(x)}{x}dx$
  3.14.3 $\int \frac{1+x}{x}dx$
  3.14.4 $\int \frac{-10x+15x^2+10x^4+28x^5+7x^6+2x^8+14x^9+(10x+20x^4+6x^5+12x^8)\log (\frac{1+2x^3}{x^2})}{1+2x^3}dx$
  3.14.5 $\int \frac{6x^2+6x^3+(-216+1296x+54x^2-396x^3)\log (x)+(108-648x-9x^2+210x^3)\log (x)\log (\log (x))+(-18+108x-36x^3)\log (x){\log }^2(\log (x))+(1-6x+2x^3)\log (x){\log }^3(\log (x))}{(-216-432x-216x^2)\log (x)+(108+216x+108x^2)\log (x)\log (\log (x))+(-18-36x-18x^2)\log (x){\log }^2(\log (x))+(1+2x+x^2)\log (x){\log }^3(\log (x))}dx$
  3.14.6 $\int e^{16-4e^3-4x}((2-2x-2x\log (x))\log (x^{1-x})+(1-4x){\log }^2(x^{1-x}))dx$
  3.14.7 $\int \frac{100-40e^2+4e^4-x^3+(10x^4+2x^5)\log (x)+x^5{\log }^2(x)}{x^5}dx$
  3.14.8 $\int \frac{3e^5+2e^{5+2x}+e^{5+x}(5-2x)+e^{5+x}x\log (x)}{4x+8e^{x}x+4e^{2x}x+(-4x-8e^{x}x-4e^{2x}x)\log (x)+(x+2e^{x}x+e^{2x}x){\log }^2(x)}dx$
  3.14.9 $\int \frac{-x^3+2e^{e^{2x}+2x}{x}^3-4\log (x^2)+2{\log }^2(x^2)}{x^3}dx$
  3.14.10 $\int \frac{-1+x+e^x(2x^2+x^3)+6x\log (\frac{e^{x+e^x{x}^2}}{x})}{x\log (\frac{e^{x+e^x{x}^2}}{x})}dx$
  3.14.11 $\int \frac{e^{-1-3x}{\log }^2(-x+x^2)((-9+18x)\log (x)+(-3+3x+(9-9x^2)\log (x))\log (-x+x^2))}{-x^4+x^5}dx$
  3.14.12 $\int (8e^{4}x-12x^2-\log (2e^3))\log (\log (5))dx$
  3.14.13 $\int \frac{5+10e^{x^2}x+e^{5+e^{36x^4}}(1+2e^{x^2}x+e^{36x^4}(288x^3-144e^{x^2}{x}^3-144x^4))}{25+10e^{5+e^{36x^4}}+e^{10+2e^{36x^4}}}dx$
  3.14.14 $\int \frac{e^{\frac{6400-220x+4x^2-1280x^3+172x^4-4x^5+64x^6-15x^7+x^8+(6400-860x+20x^2-640x^3+150x^4-10x^5)\log (2)+(1600-375x+25x^2){\log }^2(2)}{100-20x^3+x^6+(100-10x^3)\log (2)+25{\log }^2(2)}}(-2200+80x+5780x^3-184x^4-706x^6+76x^7+15x^9-2x^{10}+(-9700+440x+5140x^3-520x^4-225x^6+30x^7)\log (2)+(-8050+700x+1125x^3-150x^4){\log }^2(2)+(-1875+250x){\log }^3(2))}{1000-300x^3+30x^6-x^9+(1500-300x^3+15x^6)\log (2)+(750-75x^3){\log }^2(2)+125{\log }^3(2)}dx$
  3.14.15 $\int \frac{1}{4}(e^{e^x}(-1+e^x(-64-x))+80x)dx$
  3.14.16 $\int \frac{20992-80852x+116568x^2-74529x^3+17820x^4+(-10512+35460x-43308x^2+22248x^3-3888x^4)\log (x)+(1296-3888x+3888x^2-1296x^3){\log }^2(x)}{-8x^3+24x^4-24x^5+8x^6}dx$
  3.14.17 $\int \frac{50{\log }^2(3)+e^{8}x\log (-\frac{x}{2}){\log }^3(5\log (-\frac{x}{2}))}{-25x{\log }^2(3)\log (-\frac{x}{2})\log (5\log (-\frac{x}{2}))+e^8{x}^2\log (-\frac{x}{2}){\log }^3(5\log (-\frac{x}{2}))}dx$
  3.14.18 $\int \frac{e^{-x}(e^x{x}^2+e^{\frac{1-e^{e^{e^{-x}(-x+e^x{x}^6)}}+x^2}{x}}(e^x(-1+x^2)+e^{e^{e^{-x}(-x+e^x{x}^6)}}(e^x+e^{e^{-x}(-x+e^x{x}^6)}(x-x^2-6e^x{x}^6))))}{x^2}dx$
  3.14.19 $\int \frac{256}{1+256x}dx$
  3.14.20 $\int \frac{240x+120e^{4}x+15e^{8}x-5x^2+(-240-120e^4-15e^8+5x)\log (5)+(5x^2+(-240-120e^4-15e^8)\log (5))\log (x)\log (\log (x))}{(2304x^2+144e^{12}{x}^2+9e^{16}{x}^2-96x^3+x^4+e^4(2304x^2-48x^3)+e^8(864x^2-6x^3)+(-4608x-288e^{12}x-18e^{16}x+192x^2-2x^3+e^8(-1728x+12x^2)+e^4(-4608x+96x^2))\log (5)+(2304+144e^{12}+9e^{16}+e^4(2304-48x)+e^8(864-6x)-96x+x^2){\log }^2(5))\log (x)}dx$
  3.14.21 $\int \frac{-3-x-x^2+(x+2x^2)\log (x)-e^{1+e^4+e^{1+e^4-x}-x}x{\log }^2(x)}{x{\log }^2(x)}dx$
  3.14.22 $\int \frac{-40-10x-e^{8}x+e^4(-30x-10x^2)+(-30x-2e^{4}x-10x^2)\log (x)-x{\log }^2(x)}{3e^{8}x+e^4(120x+30x^2)+(120x+6e^{4}x+30x^2)\log (x)+3x{\log }^2(x)}dx$
  3.14.23 $\int \frac{-2x-7x^2-9x^3+27x^4-9x^5+e^3(6x^2-6x^3)+(-2+6e^{3}x+9x^3)\log (x)}{9x^4-9x^5+9x^3\log (x)}dx$
  3.14.24 $\int \frac{15+15x+2x^2+6x^3+x^7-5x^8+3x^9+(4x^7-3x^8)\log (x)}{-5x-2x^3-x^9+x^8\log (x)}dx$
  3.14.25 $\int \frac{e^{\frac{2(1+i\pi +\log (-3+2\log (5)))}{x}}(-2-2(i\pi +\log (-3+2\log (5))))}{x^2}dx$
  3.14.26 $\int \frac{2e^{x}x+2x^3+e^{(e^x+x^2{)}^{\frac{x+\log (x)}{x}}}(e^x+x^2{)}^{\frac{x+\log (x)}{x}}(e^x{x}^2+2x^3+(e^{x}x+2x^2)\log (x)+(e^x+x^2+(-e^x-x^2)\log (x))\log (e^x+x^2))}{-e^x{x}^2-x^4+e^{(e^x+x^2{)}^{\frac{x+\log (x)}{x}}}(e^x{x}^2+x^4)+(e^x{x}^2+x^4)\log (x^2)}dx$
  3.14.27 $\int (e^{2e^{2x}{\log }^2(\frac{2}{x})}(-10e^{10}+40e^{10+2x}\log (\frac{2}{x})-40e^{10+2x}x{\log }^2(\frac{2}{x}))+e^{4e^{2x}{\log }^2(\frac{2}{x})}(2e^{20}x-8e^{20+2x}x\log (\frac{2}{x})+8e^{20+2x}{x}^2{\log }^2(\frac{2}{x})))dx$
  3.14.28 $\int \frac{-20+360x-270x^2+15x\log (x)}{-18x^2+x\log (x)}dx$
  3.14.29 $\int \frac{e^{2+x}(1-2x+x^2)+e^{\frac{-5+4x-x^2+x^3}{-1+x}}(1-2x+x^2)+(e^{2+x}(x-2x^2+x^3)+e^{\frac{-5+4x-x^2+x^3}{-1+x}}(x+2x^2-4x^3+2x^4))\log (x)}{(e^{2+x}(x-2x^2+x^3)+e^{\frac{-5+4x-x^2+x^3}{-1+x}}(x-2x^2+x^3))\log (x)}dx$
  3.14.30 $\int \frac{1}{16}{e}^{-16-8x-x^2}(15e^{16+8x+x^2}+40x-160x^2-40x^3)dx$
  3.14.31 $\int \frac{100+40x+4x^2+(-50-40x-6x^2)\log (x)+(10x+2x^2){\log }^2(x)-4x{\log }^3(x)+(-4+2x){\log }^4(x)+2{\log }^5(x)+((-100-20x)\log (x)-20{\log }^3(x))\log (-2+\log (x))+(-200-40x+(100+40x)\log (x)-10x{\log }^2(x)){\log }^2(-2+\log (x))+100\log (x){\log }^3(-2+\log (x))+(100-50\log (x)){\log }^4(-2+\log (x))}{-2x{\log }^3(x)+x{\log }^4(x)}dx$
  3.14.32 $\int \frac{16+8x+2x^4-2x^5+(16+16x^3-16x^4)\log (x)+(32x^2-32x^3){\log }^2(x)}{x^4+8x^3\log (x)+16x^2{\log }^2(x)}dx$
  3.14.33 $\int \frac{729+27x-972x^3+270x^6-28x^9+x^{12}+e(81-2187x^2+729x^5-81x^8+3x^{11})+(729-891x^3+171x^6-9x^9+e(-2187x^2+486x^5-27x^8))\log (\frac{1}{3}(3e+x))+(243-270x^3+27x^6+e(-729x^2+81x^5)){\log }^2(\frac{1}{3}(3e+x))+(27-81e{x}^2-27x^3){\log }^3(\frac{1}{3}(3e+x))}{81e+27x}dx$
  3.14.34 $\int \frac{132-25x^2+e^{-10+4x}{x}^2+x^4+e^{-5+2x}x(24+2x-2x^2)}{144-24x^2+e^{-10+4x}{x}^2+x^4+e^{-5+2x}x(24-2x^2)}dx$
  3.14.35 $\int \frac{2x^2-4x^3+e(-8-2x^2)+e^x(e(-4-x)+x^2-2x^3)+(2e+e^{1+x})\log (2+e^x)}{2x^2+e^x{x}^2}dx$
  3.14.36 $\int e^{-2x}(6x^5-2x^6+e^x(-6x^2-6x^3+2x^4+10e^{-2+x}{x}^4+12x^5-2x^6)+e^{2x}(2+2x-6x^2-8x^3+6x^5+e^{-4+2x}(4x^3+2x^4)+e^{-2+x}(-4x-8x^2-2x^3+10x^4+2x^5)))dx$
  3.14.37 $\int \frac{-14x-16x^2-4x^3+\frac{e^{2x}(-2e^x-x)}{(2e^x+x{)}^2}+e^x(-28-32x-8x^2)+\frac{e^x(1+7x+4x^2+e^x(16+8x))}{2e^x+x}}{16x+16x^2+4x^3+\frac{e^{2x}}{2e^x+x}+\frac{e^x(e^x(-16-8x)-8x-4x^2)}{2e^x+x}+e^x(32+32x+8x^2)}dx$
  3.14.38 $\int \frac{1}{72}(-288x+432x^2+e^{4x}(1+4x)+(288-576x)\log (x)+144{\log }^2(x))dx$
  3.14.39 $\int \frac{-e^{-e+e^{-e+x}+x}-2x}{e^{2e^{-e+x}}+2e^{e^{-e+x}}{x}^2+x^4}dx$
  3.14.40 $\int \frac{162x+e^{e(20x-20x^2+5x^3)}(x^2+e(-20x^3+40x^4-15x^5))}{6561+162e^{e(20x-20x^2+5x^3)}x+e^{2e(20x-20x^2+5x^3)}{x}^2}dx$
  3.14.41 $\int \frac{-e^{e^5}-x^2}{e^{e^5}x-x^3}dx$
  3.14.42 $\int \frac{1960+336x+12x^2}{196+28x+x^2}dx$
  3.14.43 $\int \frac{1}{128}{e}^{-2x}(x\log (x)+(x-x^2){\log }^2(x))dx$
  3.14.44 $\int \frac{1+3x+x^2-x\log (x)}{-4x+5e^{x}x-x^2+x\log (x)}dx$
  3.14.45 $\int \frac{-2+2x+2x^2-6x^3+4x^2\log (4)+(x-3x^3+2x^2\log (4))\log (x^2)+(4x^2+2x^2\log (x^2))\log (2+\log (x^2))}{2x^2-2x^4+2x^3\log (4)+(x^2-x^4+x^3\log (4))\log (x^2)+(-2x+2x^3+(-x+x^3)\log (x^2))\log (2+\log (x^2))}dx$
  3.14.46 $\int \frac{-15+12e^{-5+x}-24x}{-16+4e^{-5+x}-5x-4x^2}dx$
  3.14.47 $\int \frac{1}{8}(-16+3x^2+e^{2/x}(-8+8x))dx$
  3.14.48 $\int \frac{15e^{4e^x}+540e^{4x}+15e^{\frac{2e^{e^x}}{5}+4x}+e^{2e^x}(60e^{2x}+120e^{3x})+e^{\frac{e^{e^x}}{5}}(-180e^{4x}-30e^{2e^x+2x}-12e^{e^x+5x})}{5e^{4e^x}{x}^2+5e^{\frac{2e^{e^x}}{5}+4x}{x}^2+e^{2e^x+2x}(-40x+60x^2)+e^{4x}(80-240x+180x^2)+e^{\frac{e^{e^x}}{5}}(-10e^{2e^x+2x}{x}^2+e^{4x}(40x-60x^2))}dx$
  3.14.49 $\int -5e^{-x}dx$
  3.14.50 $\int \frac{-1215000+1761750x^2-972000x^4+256320x^6-32256x^8+1536x^{10}+e^{4x}(-120x^4-96x^5-18x^6+24x^7)+(-1296000+1814400x^2-977400x^4+254112x^6-31872x^8+1536x^{10})\log (2)+(-518400+699840x^2-367920x^4+94356x^6-11808x^8+576x^{10}){\log }^2(2)+(-92160+119808x^2-61440x^4+15552x^6-1944x^8+96x^{10}){\log }^3(2)+(-6144+7680x^2-3840x^4+960x^6-120x^8+6x^{10}){\log }^4(2)+e^{3x}(5760x^3+4320x^4-864x^5-2232x^6-192x^7+288x^8+(1536x^3+1152x^4-192x^5-576x^6-48x^7+72x^8)\log (2))+e^{2x}(-97200x^2-64800x^3+45900x^4+50760x^5-3168x^6-13248x^7-576x^8+1152x^9+(-51840x^2-34560x^3+23040x^4+26496x^5-1368x^6-6768x^7-288x^8+576x^9)\log (2)+(-6912x^2-4608x^3+2880x^4+3456x^5-144x^6-864x^7-36x^8+72x^9){\log }^2(2))+e^x(648000x+324000x^2-550800x^3-340200x^4+155520x^5+133920x^6-14592x^7-23424x^8+1536x^{10}+(518400x+259200x^2-423360x^3-267840x^4+114912x^5+103752x^6-10368x^7-17856x^8+1152x^{10})\log (2)+(138240x+69120x^2-108288x^3-70272x^4+28224x^5+26784x^6-2448x^7-4536x^8+288x^{10}){\log }^2(2)+(12288x+6144x^2-9216x^3-6144x^4+2304x^5+2304x^6-192x^7-384x^8+24x^{10}){\log }^3(2))}{-1024+1280x^2-640x^4+160x^6-20x^8+x^{10}}dx$
  3.14.51 $\int \frac{e^4(156-18x)-8x+e^2(-104+24x)}{e^4}dx$
  3.14.52 $\int ((-2-x)\log (4)-\log (4)\log (e^x{x}^2))dx$
  3.14.53 $\int \frac{2x^3+e^{.\frac{3}{2}/x}(3+2x)\log (2){\log }^2(\log (4))}{2x^3}dx$
  3.14.54 $\int \frac{(e^5+x^2+20x^6)\log (4)+e^{\frac{4x}{\log (4)}}(16x^3+4x^2\log (4))+e^{\frac{3x}{\log (4)}}(-48x^4-32x^3\log (4))+e^{\frac{2x}{\log (4)}}(48x^5+72x^4\log (4))+e^{\frac{x}{\log (4)}}(-16x^6-64x^5\log (4))}{4e^{\frac{4x}{\log (4)}}{x}^3\log (4)-16e^{\frac{3x}{\log (4)}}{x}^4\log (4)+24e^{\frac{2x}{\log (4)}}{x}^5\log (4)-16e^{\frac{x}{\log (4)}}{x}^6\log (4)+(-e^{5}x+x^3+4x^7)\log (4)}dx$
  3.14.55 $\int \frac{(25165824-524288x^2){\log }^4(4)-524288x^2{\log }^4(4)\log (x)+(-452984832x+18874368x^3-196608x^5){\log }^3(4){\log }^2(x)+(75497472x+6291456x^3-163840x^5){\log }^3(4){\log }^3(x)+(2717908992x^2-169869312x^4+3538944x^6-24576x^8){\log }^2(4){\log }^4(x)+(-1358954496x^2+28311552x^4+589824x^6-12288x^8){\log }^2(4){\log }^5(x)+(-5435817984x^3+452984832x^5-14155776x^7+196608x^9-1024x^{11})\log (4){\log }^6(x)+(8153726976x^3-566231040x^5+14155776x^7-147456x^9+512x^{11})\log (4){\log }^7(x)+(-16307453952x^4+1698693120x^6-70778880x^8+1474560x^{10}-15360x^{12}+64x^{14}){\log }^9(x)}{(-254803968x+26542080x^3-1105920x^5+23040x^7-240x^9+x^{11}){\log }^9(x)}dx$
  3.14.56 $\int \frac{-15-12x^3}{25x^2+10x^5+x^8+(10x+2x^4)\log (5)+{\log }^2(5)}dx$
  3.14.57 $\int \frac{36-288x-128x^2+82x^3+56x^4+8x^5+e^{\frac{-15-6x}{-3+5x+2x^2}}(9-30x+13x^2+20x^3+4x^4)+e^{\frac{-15-6x}{-3+5x+2x^2}}(18-51x-4x^2+53x^3+28x^4+4x^5)\log (x)}{18x-60x^2+26x^3+40x^4+8x^5+e^{\frac{-15-6x}{-3+5x+2x^2}}(9x-30x^2+13x^3+20x^4+4x^5)\log (x)}dx$
  3.14.58 $\int \frac{24e^{40-2x}+x^2+e^{20-x}(-8x+2x^2)}{32e^{40-2x}-16e^{20-x}x+2x^2}dx$
  3.14.59 $\int \frac{4^{-x}(\frac{4x^2+x^2\log (7)+\log (x)}{x^2}{)}^x(1-2\log (x)+(4x^2+x^2\log (7)+\log (x))\log (\frac{4x^2+x^2\log (7)+\log (x)}{4x^2}))}{4x^2+x^2\log (7)+\log (x)}dx$
  3.14.60 $\int \frac{27x^2-27x^3-45x^4-17x^5-2x^6+e^6(x^2-2x^3)+e^4(9x^2-15x^3-6x^4)+e^2(27x^2-36x^3-33x^4-6x^5)+e^{\frac{-125-15e^4+e^2(-90-30x)-90x-15x^2}{9x+e^{4}x+6x^2+x^3+e^2(6x+2x^2)}}(375+15e^6+375x+135x^2+15x^3+e^4(135+45x)+e^2(395+270x+45x^2))}{27x^2+e^6{x}^2+27x^3+9x^4+x^5+e^4(9x^2+3x^3)+e^2(27x^2+18x^3+3x^4)}dx$
  3.14.61 $\int \frac{-8+8x+6x^2+7x^3+x^4+(-8-10x+16x^2+2x^3)\log (\frac{4+9x+x^2}{15x+5e^{5}x})}{-4x^2-5x^3+8x^4+x^5}dx$
  3.14.62 $\int \frac{4x+8x^2+(8+8x)\log (5x)+(-4-4x+4x^2-\log (25)+8x\log (5x)+4{\log }^2(5x))\log (\frac{1}{4}(-4-4x+4x^2-\log (25)+8x\log (5x)+4{\log }^2(5x)))}{-4-4x+4x^2-\log (25)+8x\log (5x)+4{\log }^2(5x)}dx$
  3.14.63 $\int (1-64e^{-8+8e^2-32e^{2x}+2x}+4x^3+e^{-4+4e^2-16e^{2x}}(-4x+64e^{2x}{x}^2))dx$
  3.14.64 $\int \frac{1}{3}{e}^{\frac{1}{3}(-3x+24x^2-4e^{e^x}{x}^2+3\log (\frac{5}{4}))}(-12+192x+e^{e^x}(-32x-16e^x{x}^2))dx$
  3.14.65 $\int \frac{-4+6x+(-4+9x)\log (x)}{(-2x+3x^2)\log (x)}dx$
  3.14.66 $\int \frac{8x^2+e^4(64-32x+4x^2)}{4x^4+e^8(256-32x^2+x^4)+e^4(-64x^2+4x^4)}dx$
  3.14.67 $\int \frac{-96x+24x^2+e^{x^2}(-96+24x)+(-32x+16x^2+e^{x^2}(8x-64x^2+16x^3))\log (\frac{1}{x^3})}{16x^3-8x^4+x^5+e^{2x^2}(16x-8x^2+x^3)+e^{x^2}(32x^2-16x^3+2x^4)}dx$
  3.14.68 $\int \frac{1}{50}{e}^{-e^2-x+\frac{1}{50}{e}^{-e^2-x}{x}^2(5+\frac{50e^{e^2+x}\log (\frac{\log (4)}{x})}{x^2})}(10-\frac{50e^{e^2+x}}{x^2}-5x)xdx$
  3.14.69 $\int \frac{25000e^{\frac{25+3x}{5+x}}-315000e^{\frac{25+3x}{5+x}}\log (2+e^{\frac{25+3x}{5+x}})+1318000e^{\frac{25+3x}{5+x}}{\log }^2(2+e^{\frac{25+3x}{5+x}})-1831200e^{\frac{25+3x}{5+x}}{\log }^3(2+e^{\frac{25+3x}{5+x}})}{(50+20x+2x^2+e^{\frac{25+3x}{5+x}}(25+10x+x^2)){\log }^5(2+e^{\frac{25+3x}{5+x}})}dx$
  3.14.70 $\int \frac{-56x^2+62x^4+28x^5+10x^6+4x^7+e^5(-14-28x-2x^2-4x^3)+(-112x^2-168x^3-72x^4-24x^5-8x^6)\log (5)+(56+112x+106x^2+44x^3+14x^4+4x^5){\log }^2(5)+(56x^2+48x^3+22x^4+18x^5+6x^6+e^5(-14-2x-6x^2)+(-112x-112x^2-60x^3-40x^4-12x^5)\log (5)+(56+64x+38x^2+22x^3+6x^4){\log }^2(5))\log (-\frac{5x}{-e^5+4x^2+4x^3+x^4+(-8x-8x^2-2x^3)\log (5)+(4+4x+x^2){\log }^2(5)})+(-2e^{5}x+8x^3+8x^4+2x^5+(-16x^2-16x^3-4x^4)\log (5)+(8x+8x^2+2x^3){\log }^2(5)){\log }^2(-\frac{5x}{-e^5+4x^2+4x^3+x^4+(-8x-8x^2-2x^3)\log (5)+(4+4x+x^2){\log }^2(5)})}{-e^5+4x^2+4x^3+x^4+(-8x-8x^2-2x^3)\log (5)+(4+4x+x^2){\log }^2(5)}dx$
  3.14.71 $\int \frac{1}{125}{e}^{-x+x^2}(8-10x+17x^2-2x^3)dx$
  3.14.72 $\int \frac{-8x^2+2x^3+3x^4-x^5+(2-x)\log (5)+(-8x^2+4x^3+9x^4-4x^5-2\log (5))\log (x)}{x^2}dx$
  3.14.73 $\int \frac{11+e^{2x}{x}^2+e^x(-2x+10x^2)+(-11+12e^{x}x-e^{2x}{x}^2)\log (\frac{-44x+4e^x{x}^2}{-1+e^{x}x})\log (\log (\frac{-44x+4e^x{x}^2}{-1+e^{x}x}))}{(55x^2-60e^x{x}^3+5e^{2x}{x}^4)\log (\frac{-44x+4e^x{x}^2}{-1+e^{x}x})+(-110x+120e^x{x}^2-10e^{2x}{x}^3)\log (\frac{-44x+4e^x{x}^2}{-1+e^{x}x})\log (\log (\frac{-44x+4e^x{x}^2}{-1+e^{x}x}))+(55-60e^{x}x+5e^{2x}{x}^2)\log (\frac{-44x+4e^x{x}^2}{-1+e^{x}x}){\log }^2(\log (\frac{-44x+4e^x{x}^2}{-1+e^{x}x}))}dx$
  3.14.74 $\int \frac{x^2+e^{5+x}(4+x^2)+(-4-4e^{5+x}-x^3)\log (x)+(-e^{5+x}{x}^2+(x^2+e^{5+x}{x}^2)\log (x))\log (e^{-5-x}(-e^{5+x}+(1+e^{5+x})\log (x)))}{-e^{5+x}{x}^2+(x^2+e^{5+x}{x}^2)\log (x)}dx$
  3.14.75 $\int \frac{e^{-8+e^{e^{\frac{4x^6+e^4(2500x^3-200x^6+36x^7+4x^9)+e^8(390625-62500x^3+11250x^4+3750x^6-900x^7+81x^8-100x^9+18x^{10}+x^{12})}{e^8{x}^8}}}+e^{\frac{4x^6+e^4(2500x^3-200x^6+36x^7+4x^9)+e^8(390625-62500x^3+11250x^4+3750x^6-900x^7+81x^8-100x^9+18x^{10}+x^{12})}{e^8{x}^8}}+\frac{4x^6+e^4(2500x^3-200x^6+36x^7+4x^9)+e^8(390625-62500x^3+11250x^4+3750x^6-900x^7+81x^8-100x^9+18x^{10}+x^{12})}{e^8{x}^8}}(-8x^6+e^4(-12500x^3+400x^6-36x^7+4x^9)+e^8(-3125000+312500x^3-45000x^4-7500x^6+900x^7-100x^9+36x^{10}+4x^{12}))}{x^9}dx$
  3.14.76 $\int \frac{6x^5}{{\log }^2(-20+e^{24})}dx$
  3.14.77 $\int \frac{x^2+e^{\frac{-48+12x^2-12x^3+e^5(36x^2+12x^3)}{x}}(48+12x^2-24x^3+e^5(36x^2+24x^3))}{x^2}dx$
  3.14.78 $\int \frac{-10+12x-6x^2+e^{20+x}(-6+12x-6x^2)+(-9+23x-17x^2+3x^3+e^{20+x}(3-6x+3x^2))\log (\frac{36-72x+36x^2}{81-252x+250x^2-84x^3+9x^4+e^{40+2x}(9-18x+9x^2)+e^{20+x}(-54+138x-102x^2+18x^3)})}{(-9+23x-17x^2+3x^3+e^{20+x}(3-6x+3x^2))\log (\frac{36-72x+36x^2}{81-252x+250x^2-84x^3+9x^4+e^{40+2x}(9-18x+9x^2)+e^{20+x}(-54+138x-102x^2+18x^3)})}dx$
  3.14.79 $\int \frac{e^{-\frac{1}{-x+(-15+9x-3\log (4)+e^x(5-3x+\log (4)))\log (x)}}(-15+8x-3\log (4)+e^x(5-3x+\log (4))+(9x+e^x(2x-3x^2+x\log (4)))\log (x))}{x^3+(30x^2-18x^3+6x^2\log (4)+e^x(-10x^2+6x^3-2x^2\log (4)))\log (x)+(225x-270x^2+81x^3+(90x-54x^2)\log (4)+9x{\log }^2(4)+e^x(-150x+180x^2-54x^3+(-60x+36x^2)\log (4)-6x{\log }^2(4))+e^{2x}(25x-30x^2+9x^3+(10x-6x^2)\log (4)+x{\log }^2(4))){\log }^2(x)}dx$
  3.14.80 $\int \frac{e^{-e^{e^{-x}(e^x(-3-x)+x)}-x}(e^{e^{-x}(e^x(-3-x)+x)}(4x^2-4e^x{x}^2-4x^3)+e^{e^{e^{-x}(e^x(-3-x)+x)}}(e^{2x}(-1+x)+e^x(4-x^2)))}{x^2}dx$
  3.14.81 $\int -12e^{-10-x}dx$
  3.14.82 $\int \frac{e^{\frac{2(189x+198x^2+111x^3+30x^4+3x^5+e^8(432x+288x^2+48x^3)+e^4(216x+432x^2+192x^3+24x^4))}{9+6x+x^2}}(1134+1998x+1998x^2+942x^3+210x^4+18x^5+e^8(2592+2592x+864x^2+96x^3)+e^4(1296+4752x+3456x^2+960x^3+96x^4))}{27+27x+9x^2+x^3}dx$
  3.14.83 $\int \frac{3-3x-5x^2+3x^3+2x^4+(-3+6x+3x^2+6x^3+6x^4)\log (\frac{4x}{1+x^2})}{54x^2-108x^3+36x^4-36x^5+6x^6+72x^7+24x^8}dx$
  3.14.84 $\int \frac{e^{\frac{2}{9x^2+6x^3+x^4}}(-12-8x)+54x^4-108x^5-36x^6+56x^7+30x^8+4x^9+e^{\frac{1}{9x^2+6x^3+x^4}}(12x-4x^2-62x^3+54x^4+90x^5+34x^6+4x^7)}{27x^3+27x^4+9x^5+x^6}dx$
  3.14.85 $\int \frac{4+(4-x)\log (4-x)+(8x+6x^2-2x^3)\log (x)+(4x^2-x^3){\log }^2(x)}{-8x^2+2x^3}dx$
  3.14.86 $\int \frac{7x^2+4e^{e^{\frac{1+4x-x^2}{x}}+\frac{1+4x-x^2}{x}}(-2-2x^2)}{x^2}dx$
  3.14.87 $\int \frac{(64-16x)\log (x)+(-64x+16x^2)\log (x)\log (2x)+(64-16x+(64-48x)\log (x))\log (2x)\log (\frac{e^x}{\log (2x)})}{(-64x^2+48x^3-12x^4+x^5){\log }^2(x)\log (2x)}dx$
  3.14.88 $\int \frac{-5e^x+5x^2-20x^3+20x^4+(8x^2-16x^3)\log (x)+3x^2{\log }^2(x)}{-125-5e^x+x^3-4x^4+4x^5+(2x^3-4x^4)\log (x)+x^3{\log }^2(x)}dx$
  3.14.89 $\int \frac{e^x(25+10x+21x^2+4x^3+4x^4)+e^{\frac{e^3+5x+x^2+2x^3}{5+x+2x^2}}(25+e^3(-1-4x)+10x+21x^2+4x^3+4x^4)}{25+10x+21x^2+4x^3+4x^4}dx$
  3.14.90 $\int \frac{1875-3e+e^{2x}(1252-2e-4x)}{390625+e^2-2500x+4x^2+e(-1250+4x)}dx$
  3.14.91 $\int \frac{1}{5}(1+15x^2)dx$
  3.14.92 $\int \frac{e^{\frac{1}{4}(15-4e^x+20x-5\log (3))}(-e^{x}x\log (4)+(-1+5x)\log (4))}{x^2}dx$
  3.14.93 $\int \frac{-1-18x+2e^{2}x-3x^2}{1-x-9x^2+e^2{x}^2-x^3}dx$
  3.14.94 $\int \frac{e^{-e^{9-x}}(-40+10x+e^{9-x}(122-80x+10x^2)+e^{9-x}(61-40x+5x^2)\log (61-40x+5x^2))}{61-40x+5x^2}dx$
  3.14.95 $\int \frac{100-20x+20x^2-84x^3+76x^4-12x^5+(20+4x^2-16x^3+12x^4)\log (x)+e^2(-10+10x)\log (5-x+\log (x))+(e^2(25-5x)+5e^2\log (x)){\log }^2(5-x+\log (x))}{20x^2-4x^3+4x^2\log (x)}dx$
  3.14.96 $\int \frac{-2-79x-39x^2+(2+7x+6x^2)\log (x)+(6x+3x^2)\log (2x+x^2)}{8x^2+4x^3+(16x+632x^2+312x^3)\log (x)+(8+628x+12480x^2+6084x^3){\log }^2(x)+((-48x^2-24x^3)\log (x)+(-48x-1896x^2-936x^3){\log }^2(x))\log (2x+x^2)+(72x^2+36x^3){\log }^2(x){\log }^2(2x+x^2)}dx$
  3.14.97 $\int \frac{e^{e^{-2x}{x}^2(9+\frac{e^x(-48-18x)}{x}+\frac{e^{2x}(61+48x+9x^2)}{x^2})}(18-18x+\frac{e^x(-48+12x+18x^2)}{x}+\frac{e^{2x}(48x+18x^2)}{x^2})}{-\frac{2e^{2x}}{x}+\frac{e^{2x+e^{-2x}{x}^2(9+\frac{e^x(-48-18x)}{x}+\frac{e^{2x}(61+48x+9x^2)}{x^2})}}{x}}dx$
  3.14.98 $\int (2e^{x^2}x+2^{2x-2e^{50}x}(-2+2e^{50})\log (2))dx$
  3.14.99 $\int \frac{e^{-16+10x-2x^2}(7-x)(-69+38x-4x^2)+e^x(-7-6x+x^2)}{-63+9x}dx$
  3.14.100 $\int \frac{68x^4-68x^5+17x^6+e^{-2x^2+2x^3}(68-68x+17x^2)+e^{-\frac{x}{-2+x}}(-128x+160x^2-32x^3)+e^{-x^2+x^3}(-136x^2+136x^3-34x^4+e^{-\frac{x}{-2+x}}(-32-128x+320x^2-224x^3+48x^4))}{64x^4-64x^5+16x^6+e^{-2x^2+2x^3}(64-64x+16x^2)+e^{-x^2+x^3}(-128x^2+128x^3-32x^4)}dx$