3.18.1 $\int \frac{2x-2x^2+\frac{1}{27}{e}^{2\log (3)\log (x^2)}(x+(-16+4x)\log (3))}{x}dx$
  3.18.2 $\int \frac{-16-32x-16x^2+e^{2x+e^{2x}(3e^{\frac{2x}{2+2x}}x+6e^{\frac{x}{2+2x}}{x}^2+3x^3)}(-108x^2-288x^3-252x^4-72x^5+e^{\frac{2x}{2+2x}}(-36-180x-180x^2-72x^3)+e^{\frac{x}{2+2x}}(-144x-468x^2-432x^3-144x^4))}{16x^2+32x^3+16x^4+e^{2e^{2x}(3e^{\frac{2x}{2+2x}}x+6e^{\frac{x}{2+2x}}{x}^2+3x^3)}(9+18x+9x^2)+e^{e^{2x}(3e^{\frac{2x}{2+2x}}x+6e^{\frac{x}{2+2x}}{x}^2+3x^3)}(24x+48x^2+24x^3)}dx$
  3.18.3 $\int \frac{-x+(2+x)\log (\frac{2}{2+x})}{(2x+x^2)\log (\frac{2}{2+x})}dx$
  3.18.4 $\int \frac{128x+e^x(-8x+4x^2)+e^{\frac{1}{4}(-x+4x^3+4\log (4))}(16-192x^2+e^x(-5+12x^2))}{1024-128e^x+4e^{2x}}dx$
  3.18.5 $\int \frac{4x^5+x^3\log (x)+(-32x^3\log (\frac{4}{x})+64x^3\log (\frac{4}{x})\log (x))\log (\log (\frac{4}{x}))\log (\log (\log (\frac{4}{x})))\log (\log (\log (\log (\frac{4}{x}))))+(2x^3\log (\frac{4}{x})-4x^3\log (\frac{4}{x})\log (x))\log (\log (\frac{4}{x}))\log (\log (\log (\frac{4}{x})))\log (\log (\log (\log (\frac{4}{x}))))\log (\log (\log (\log (\log (\frac{4}{x})))))}{(64x^6\log (\frac{4}{x})+48x^4\log (\frac{4}{x})\log (x)+12x^2\log (\frac{4}{x}){\log }^2(x)+\log (\frac{4}{x}){\log }^3(x))\log (\log (\frac{4}{x}))\log (\log (\log (\frac{4}{x})))\log (\log (\log (\log (\frac{4}{x}))))}dx$
  3.18.6 $\int \frac{-378+150e}{-48+24x-3x^2+e(16-8x+x^2)}dx$
  3.18.7 $\int \frac{e^{\frac{1}{16}((1-2x)\log (2)+(4-8x)\log (\frac{-20+6x-4x^2+x^3}{-4+x}))}(-8+80x-160x^2+68x^3-8x^4+(-80+44x-22x^2+8x^3-x^4)\log (2)+(-320+176x-88x^2+32x^3-4x^4)\log (\frac{-20+6x-4x^2+x^3}{-4+x}))}{640-352x+176x^2-64x^3+8x^4}dx$
  3.18.8 $\int \frac{-478590418467834594293840-47676770628055685775360x+69931982822434036162560x^2-42944775086917313740800x^3+5269564078649052917760x^4+5370248695124695449600x^5-2540552850628977623040x^6+581300746103480647680x^7+35766029437092495360x^8-60238123722237542400x^9+18071437116671262720x^{10}-3285715839394775040x^{11}+273809653282897920x^{12}+(-95718083693566918858768-21454546782625058598912x+48952387975703825313792x^2-40797536332571448053760x^3+6323476894378863501312x^4+7786860607930808401920x^5-4318939846069261959168x^6+1133536454901787262976x^7+78685264761603489792x^8-147583403119481978880x^9+48792880215012409344x^{10}-9692861726214586368x^{11}+876190890505273344x^{12})\log (x)+(-2383838531402784288768x+11363947208645530876416x^2-14493861591834593387520x^3+3029999345223205427712x^4+4698967608234108518400x^5-3143934152653359808512x^6+966412490397036576768x^7+76896963289748865024x^8-162642934050041364480x^9+59861635448973557760x^{10}-13101791909586665472x^{11}+1293750611761692672x^{12}){\log }^2(x)+(874149785280425452032x^2-2281441176492482292480x^3+724565060814244776192x^4+1510382445503820595200x^5-1270276425314488811520x^6+470490291377504649216x^7+43813386060438306816x^8-106169693060443668480x^9+44049127971886202880x^{10}-10729915788023562240x^{11}+1167113647118352384x^{12}){\log }^3(x)+(-134202422146616605440x^3+86453785665336024432x^4+272707941549300940800x^5-307645071755852759040x^6+143054480486403440640x^7+16038828825696165888x^8-45460958996626145280x^9+21601014678521118720x^{10}-5929690303907758080x^{11}+717680770909470720x^{12}){\log }^4(x)+(4116846936444572592x^4+26221917456663552000x^5-44658155577462497280x^6+27816148983467335680x^7+3911909469681991680x^8-13341803183792455680x^9+7412112879884697600x^{10}-2329521190820904960x^{11}+317661980566487040x^{12}){\log }^5(x)+(1048876698266542080x^5-3597462532628923392x^6+3377675233706747904x^7+635685288823323648x^8-2717774722624389120x^9+1815967655571750912x^{10}-667090159189622784x^{11}+104122538074570752x^{12}){\log }^6(x)+(-124050432159618048x^6+234166560320005632x^7+66362749932105216x^8-379429587898859520x^9+317661980566487040x^{10}-140300708083531776x^{11}+25589437323411456x^{12}){\log }^7(x)+(7095956373333504x^7+4038522610999824x^8-34744279124459520x^9+38880502829752320x^{10}-21508363267522560x^{11}+4715295024033792x^{12}){\log }^8(x)+(109149259756752x^8-1884279687966720x^9+3171104840724480x^{10}-2343860099665920x^{11}+643412576378880x^{12}){\log }^9(x)+(-45958041169920x^9+155108388948480x^{10}-172342654387200x^{11}+63192306608640x^{12}){\log }^{10}(x)+(3446853087744x^{10}-7677081877248x^{11}+4230228789504x^{12}){\log }^{11}(x)+(-156675140352x^{11}+172995467472x^{12}){\log }^{12}(x)+3264065424x^{12}{\log }^{13}(x)}{-1391569403904+23656679866368x-189253438930944x^2+946267194654720x^3-3311935181291520x^4+8611031471357952x^5-17222062942715904x^6+27063241767124992x^7-33829052208906240x^8+33829052208906240x^9-27063241767124992x^{10}+17222062942715904x^{11}-8611031471357952x^{12}+3311935181291520x^{13}-946267194654720x^{14}+189253438930944x^{15}-23656679866368x^{16}+1391569403904x^{17}+(5914169966592x-94626719465472x^2+709700395991040x^3-3311935181291520x^4+10763789339197440x^5-25833094414073856x^6+47360673092468736x^7-67658104417812480x^8+76115367470039040x^9-67658104417812480x^{10}+47360673092468736x^{11}-25833094414073856x^{12}+10763789339197440x^{13}-3311935181291520x^{14}+709700395991040x^{15}-94626719465472x^{16}+5914169966592x^{17})\log (x)+(-11828339933184x^2+177425098997760x^3-1241975692984320x^4+5381894669598720x^5-16145684008796160x^6+35520504819351552x^7-59200841365585920x^8+76115367470039040x^9-76115367470039040x^{10}+59200841365585920x^{11}-35520504819351552x^{12}+16145684008796160x^{13}-5381894669598720x^{14}+1241975692984320x^{15}-177425098997760x^{16}+11828339933184x^{17}){\log }^2(x)+(14785424916480x^3-206995948830720x^4+1345473667399680x^5-5381894669598720x^6+14800210341396480x^7-29600420682792960x^8+44400631024189440x^9-50743578313359360x^{10}+44400631024189440x^{11}-29600420682792960x^{12}+14800210341396480x^{13}-5381894669598720x^{14}+1345473667399680x^{15}-206995948830720x^{16}+14785424916480x^{17}){\log }^3(x)+(-12937246801920x^4+168184208424960x^5-1009105250549760x^6+3700052585349120x^7-9250131463372800x^8+16650236634071040x^9-22200315512094720x^{10}+22200315512094720x^{11}-16650236634071040x^{12}+9250131463372800x^{13}-3700052585349120x^{14}+1009105250549760x^{15}-168184208424960x^{16}+12937246801920x^{17}){\log }^4(x)+(8409210421248x^5-100910525054976x^6+555007887802368x^7-1850026292674560x^8+4162559158517760x^9-6660094653628416x^{10}+7770110429233152x^{11}-6660094653628416x^{12}+4162559158517760x^{13}-1850026292674560x^{14}+555007887802368x^{15}-100910525054976x^{16}+8409210421248x^{17}){\log }^5(x)+(-4204605210624x^6+46250657316864x^7-231253286584320x^8+693759859752960x^9-1387519719505920x^{10}+1942527607308288x^{11}-1942527607308288x^{12}+1387519719505920x^{13}-693759859752960x^{14}+231253286584320x^{15}-46250657316864x^{16}+4204605210624x^{17}){\log }^6(x)+(1651809189888x^7-16518091898880x^8+74331413544960x^9-198217102786560x^{10}+346879929876480x^{11}-416255915851776x^{12}+346879929876480x^{13}-198217102786560x^{14}+74331413544960x^{15}-16518091898880x^{16}+1651809189888x^{17}){\log }^7(x)+(-516190371840x^8+4645713346560x^9-18582853386240x^{10}+43359991234560x^{11}-65039986851840x^{12}+65039986851840x^{13}-43359991234560x^{14}+18582853386240x^{15}-4645713346560x^{16}+516190371840x^{17}){\log }^8(x)+(129047592960x^9-1032380743680x^{10}+3613332602880x^{11}-7226665205760x^{12}+9033331507200x^{13}-7226665205760x^{14}+3613332602880x^{15}-1032380743680x^{16}+129047592960x^{17}){\log }^9(x)+(-25809518592x^{10}+180666630144x^{11}-541999890432x^{12}+903333150720x^{13}-903333150720x^{14}+541999890432x^{15}-180666630144x^{16}+25809518592x^{17}){\log }^{10}(x)+(4106059776x^{11}-24636358656x^{12}+61590896640x^{13}-82121195520x^{14}+61590896640x^{15}-24636358656x^{16}+4106059776x^{17}){\log }^{11}(x)+(-513257472x^{12}+2566287360x^{13}-5132574720x^{14}+5132574720x^{15}-2566287360x^{16}+513257472x^{17}){\log }^{12}(x)+(49351680x^{13}-197406720x^{14}+296110080x^{15}-197406720x^{16}+49351680x^{17}){\log }^{13}(x)+(-3525120x^{14}+10575360x^{15}-10575360x^{16}+3525120x^{17}){\log }^{14}(x)+(176256x^{15}-352512x^{16}+176256x^{17}){\log }^{15}(x)+(-5508x^{16}+5508x^{17}){\log }^{16}(x)+81x^{17}{\log }^{17}(x)}dx$
  3.18.9 $\int \frac{e^{\frac{x^4-2x^5+3x^6-2x^7+x^8}{x^2-2x\log (x)+{\log }^2(x)}}(2x^3-2x^4+8x^6-8x^7+6x^8+(-4x^3+10x^4-18x^5+14x^6-8x^7)\log (x))}{-x^3+3x^2\log (x)-3x{\log }^2(x)+{\log }^3(x)}dx$
  3.18.10 $\int \frac{-2+4x+(8-4x)\log (-2+x)}{(10-25x+10x^2)\log (-2+x)\log (\frac{{\log }^2(-2+x)}{1-4x+4x^2})}dx$
  3.18.11 $\int \frac{-e^{x^2}+2e^{x^2}{x}^2\log (x)+(-3x+x\log (6)){\log }^2(x)}{(-3x+x\log (6)){\log }^2(x)}dx$
  3.18.12 $\int \frac{54+84x+25x^2+2x^3+(-15-26x-4x^2)\log (5)+(1+2x){\log }^2(5)}{36+12x+x^2+(-12-2x)\log (5)+{\log }^2(5)}dx$
  3.18.13 $\int \frac{360+818x-320x^2-18x^3+e^x(1800+980x-560x^2+70x^3+10x^4)+e^{2x}(450x+200x^2-200x^3+50x^4)+(-1800+820x-350x^2+80x^3+e^x(-900x+50x^2+150x^3-50x^4))\log ((9-5x+x^2)\log (5))+(450x-250x^2+50x^3){\log }^2((9-5x+x^2)\log (5))}{9-5x+x^2}dx$
  3.18.14 $\int \frac{e^{\frac{21-4x\log (5)\log (2+x^2)}{4x}}(-42-21x^2-8x^3\log (5))}{8x^2+4x^4}dx$
  3.18.15 $\int \frac{e^{\frac{36+12\log (\frac{4}{x})}{x\log (e^{-e^{4}x}x)}}(-36+36e^{4}x+(-12+12e^{4}x)\log (\frac{4}{x})+(-48-12\log (\frac{4}{x}))\log (e^{-e^{4}x}x))}{x^2{\log }^2(e^{-e^{4}x}x)}dx$
  3.18.16 $\int \frac{495-648x+6905x^2-6540x^3+16420x^4-11712x^5+2304x^6+(-45+26x-244x^2+96x^3)\log (x)+{\log }^2(x)}{625-750x+6325x^2-6060x^3+16324x^4-11712x^5+2304x^6+(-50+30x-244x^2+96x^3)\log (x)+{\log }^2(x)}dx$
  3.18.17 $\int (-1+8x+2^{2{\log }^2(x)}(3x^2+4x^2\log (2)\log (x)))dx$
  3.18.18 $\int \frac{155x+240x^2+120x^3+20x^4+(31x+48x^2+24x^3+4x^4)\log (x)+(16+31x+24x^2+8x^3+x^4)\log (-16-31x-24x^2-8x^3-x^4)\log (\log (-16-31x-24x^2-8x^3-x^4))}{(16x+31x^2+24x^3+8x^4+x^5)\log (-16-31x-24x^2-8x^3-x^4)}dx$
  3.18.19 $\int -\frac{4}{x\log (2)}dx$
  3.18.20 $\int \frac{1}{4}{e}^{-1-3x}(-3x^2+3x^3+(4-12x)\log (2)+(-4+12x)\log (16))dx$
  3.18.21 $\int \frac{12x-12x^2-6x^4+4x^5+2x^6+(-8x+4x^2+16x^3-8x^4-4x^5)\log (x)+(-24x-14x^2+4x^3+2x^4){\log }^2(x)+(-12+20x-4x^2-4x^3+(48x+16x^2)\log (x))\log (3+x)+(-24x-8x^2){\log }^2(3+x)+((12x^3-8x^4-4x^5)\log (x)+(-12x^2+8x^3+4x^4){\log }^2(x)+(-12x^3+8x^4+4x^5+(12x^2-8x^3-4x^4)\log (x))\log (3+x))\log (1-2x+x^2)+((-6x^2+4x^3+2x^4){\log }^2(x)+(12x^2-8x^3-4x^4)\log (x)\log (3+x)+(-6x^2+4x^3+2x^4){\log }^2(3+x)){\log }^2(1-2x+x^2)}{-3x^3+2x^4+x^5+(6x^2-4x^3-2x^4)\log (x)+(-3x+2x^2+x^3){\log }^2(x)+((6x^2-4x^3-2x^4)\log (x)+(-6x+4x^2+2x^3){\log }^2(x)+(-6x^2+4x^3+2x^4+(6x-4x^2-2x^3)\log (x))\log (3+x))\log (1-2x+x^2)+((-3x+2x^2+x^3){\log }^2(x)+(6x-4x^2-2x^3)\log (x)\log (3+x)+(-3x+2x^2+x^3){\log }^2(3+x)){\log }^2(1-2x+x^2)}dx$
  3.18.22 $\int \frac{1}{12}{e}^{\frac{1}{12}(-3x+6e^{x}x+2e^{x}x\log (x^2))}(-3+e^x(10+6x)+e^x(2+2x)\log (x^2))dx$
  3.18.23 $\int (-2+4e^{1+4x}+2x+\log (x^3))dx$
  3.18.24 $\int \frac{9+6x(i\pi +\log (25))+(-1+x^2)(i\pi +\log (25){)}^2}{36+24x(i\pi +\log (25))+4x^2(i\pi +\log (25){)}^2}dx$
  3.18.25 $\int \frac{\frac{e^{4}x(2x+3x^3)}{2+x^2}+(4x+2x^3){\log }^2(2)}{\frac{e^8{x}^2(8+4x^2)}{(2+x^2{)}^2}+\frac{e^{4}x(16+8x^2){\log }^2(2)}{2+x^2}+(8+4x^2){\log }^4(2)}dx$
  3.18.26 $\int -\frac{84x}{(20e^6+21x^2)\log (20e^6+21x^2){\log }^3(\log (20e^6+21x^2))}dx$
  3.18.27 $\int \frac{e^2(7-6x)-7x+12x^2+e^x(-7+6x+6x^2)+(e^2(1-x)-x+2x^2+e^x(-1+x+x^2))\log (x)+(-6x-6e^{x}x+(-x-e^{x}x)\log (x))\log (\frac{1}{4}(6x+x\log (x)))}{6x+x\log (x)}dx$
  3.18.28 $\int \frac{4x^2+32x^3+e^{\frac{2+5x^2-4x^3}{4x}}(-2+5x^2-8x^3)}{4x^2}dx$
  3.18.29 $\int (2x+e^{-602x-160x^2\log (e^{-x}x)-10x^3{\log }^2(e^{-x}x)}(-602-160x+160x^2+(-320x-20x^2+20x^3)\log (e^{-x}x)-30x^2{\log }^2(e^{-x}x))+e^{-301x-80x^2\log (e^{-x}x)-5x^3{\log }^2(e^{-x}x)}(-2+602x+160x^2-160x^3+(320x^2+20x^3-20x^4)\log (e^{-x}x)+30x^3{\log }^2(e^{-x}x)))dx$
  3.18.30 $\int \frac{3x+e^{-5+x}(-e^{1-x}x+x^3)\log (x)+(e^{-5+x}(-e{x}^2-x^3+e^{1-x}(e+x))+e^{-5+x}(-2x^3-x^4+e(-2x^2-x^3))\log (x))\log (e+x)}{(ex+x^2){\log }^2(e+x)}dx$
  3.18.31 $\int \frac{e^{\frac{5(12+3x)}{3+x}}(90x+60x^2+10x^3)+e^{\frac{4(12+3x)}{3+x}}(-108x^3-186x^4-84x^5-10x^6)+e^{\frac{4(12+3x)}{3+x}}(-144x^2-168x^3-64x^4-8x^5)\log (x)+e^{\frac{4(12+3x)}{3+x}}(-36x^2-102x^3-52x^4-6x^5){\log }^2(x)}{288x^{10}+912x^{11}+1232x^{12}+920x^{13}+410x^{14}+109x^{15}+16x^{16}+x^{17}+e^{\frac{5(12+3x)}{3+x}}(28125+18750x+3125x^2)+e^{\frac{4(12+3x)}{3+x}}(56250x^2+65625x^3+25000x^4+3125x^5)+e^{\frac{3(12+3x)}{3+x}}(45000x^4+75000x^5+46250x^6+12500x^7+1250x^8)+e^{\frac{2(12+3x)}{3+x}}(18000x^6+39000x^7+33500x^8+14250x^9+3000x^{10}+250x^{11})+e^{\frac{12+3x}{3+x}}(3600x^8+9600x^9+10600x^{10}+6200x^{11}+2025x^{12}+350x^{13}+25x^{14})+(1440x^9+4560x^{10}+6160x^{11}+4600x^{12}+2050x^{13}+545x^{14}+80x^{15}+5x^{16}+e^{\frac{4(12+3x)}{3+x}}(56250x+65625x^2+25000x^3+3125x^4)+e^{\frac{3(12+3x)}{3+x}}(90000x^3+150000x^4+92500x^5+25000x^6+2500x^7)+e^{\frac{2(12+3x)}{3+x}}(54000x^5+117000x^6+100500x^7+42750x^8+9000x^9+750x^{10})+e^{\frac{12+3x}{3+x}}(14400x^7+38400x^8+42400x^9+24800x^{10}+8100x^{11}+1400x^{12}+100x^{13})){\log }^2(x)+(2880x^8+9120x^9+12320x^{10}+9200x^{11}+4100x^{12}+1090x^{13}+160x^{14}+10x^{15}+e^{\frac{3(12+3x)}{3+x}}(45000x^2+75000x^3+46250x^4+12500x^5+1250x^6)+e^{\frac{2(12+3x)}{3+x}}(54000x^4+117000x^5+100500x^6+42750x^7+9000x^8+750x^9)+e^{\frac{12+3x}{3+x}}(21600x^6+57600x^7+63600x^8+37200x^9+12150x^{10}+2100x^{11}+150x^{12})){\log }^4(x)+(2880x^7+9120x^8+12320x^9+9200x^{10}+4100x^{11}+1090x^{12}+160x^{13}+10x^{14}+e^{\frac{2(12+3x)}{3+x}}(18000x^3+39000x^4+33500x^5+14250x^6+3000x^7+250x^8)+e^{\frac{12+3x}{3+x}}(14400x^5+38400x^6+42400x^7+24800x^8+8100x^9+1400x^{10}+100x^{11})){\log }^6(x)+(1440x^6+4560x^7+6160x^8+4600x^9+2050x^{10}+545x^{11}+80x^{12}+5x^{13}+e^{\frac{12+3x}{3+x}}(3600x^4+9600x^5+10600x^6+6200x^7+2025x^8+350x^9+25x^{10})){\log }^8(x)+(288x^5+912x^6+1232x^7+920x^8+410x^9+109x^{10}+16x^{11}+x^{12}){\log }^{10}(x)}dx$
  3.18.32 $\int \frac{-3-2x+3x^2+\log (\frac{3}{\log (5)})}{-3x-x^2+x^3+x\log (\frac{3}{\log (5)})}dx$
  3.18.33 $\int \frac{50x^3+150x^4-300x^5+100x^6+e^{2x/5}(-50+10x)+e^{x/5}(-25x+5x^2-30x^3-10x^4)}{x^3}dx$
  3.18.34 $\int \frac{36+9e^{2+e^{2+x}+x}}{-24+e^{e^{2+x}}+4x}dx$
  3.18.35 $\int \frac{6e^x\log (5)+6e^{x}x\log (5)\log (x)}{x+6e^{x}x\log (5)\log (x)}dx$
  3.18.36 $\int \frac{e^{-2x}{x}^2(14x^4+x^5-2x^6+\frac{e^{2x}(2+x{)}^2(3174x^2+1955x^3+194x^4+5x^5)}{x^2}+\frac{e^x(2+x)(460x^3+116x^4-40x^5-2x^6)}{x})}{(2+x{)}^3}dx$
  3.18.37 $\int \frac{3}{-1+3e^2}dx$
  3.18.38 $\int \frac{e^{-2x}(4-12x+9x^2-2x^3+e^{2x}(4-8x+2x^2))}{4-4x+x^2}dx$
  3.18.39 $\int \frac{1-6x+2x^2+(-2+2x^2)\log (-\frac{x}{-6+6x})}{-1+x}dx$
  3.18.40 $\int \frac{e^x(-128+128x){\log }^2(5)}{(x^2+e^{x}x{\log }^2(5)){\log }^3(\frac{x{\log }^2(5)}{9x+9e^x{\log }^2(5)})}dx$
  3.18.41 $\int \frac{-x^2+\log (x)(8+x^2-4\log (\frac{x^2}{{\log }^2(5)}))-4\log (\frac{x^2}{{\log }^2(5)})}{e^5{x}^2{\log }^2(x)}dx$
  3.18.42 $\int \frac{1}{6}{e}^{-1+\frac{1}{16}(-5x+x^2)}(-5+2x)dx$
  3.18.43 $\int e^{x+{\log }^2(5)}(-28-10x+(6+6x)\log (4))dx$
  3.18.44 $\int \frac{1}{7}{e}^{\frac{1}{4}(-25+4x+20x^2-4x^4)}(1+10x-4x^3)dx$
  3.18.45 $\int \frac{-3+2x\log (4{\log }^2(5))}{2x\log (4{\log }^2(5))}dx$
  3.18.46 $\int \frac{1}{25}(175-80x-24x^2+50\log (x))dx$
  3.18.47 $\int \frac{2e^2+e^{16}(-x^2+e^5{x}^2)}{e^{16}{x}^2}dx$
  3.18.48 $\int \frac{1}{x}dx$
  3.18.49 $\int \frac{-16-5x\log (x){\log }^2(\log (x))}{32x\log (x){\log }^2(\log (x))}dx$
  3.18.50 $\int \frac{-2880x^2+1008x^3-252x^4+261x^5-90x^6+9x^7+(-320+240x-64x^2+48x^3)\log (5)}{-2880x^2+2160x^3-1116x^4+477x^5-108x^6+9x^7}dx$
  3.18.51 $\int \frac{-x^9-2x^{10}+e^{\frac{2(625-x^9)}{x^8}}(10000+4e^4{x}^8+2x^9)+e^{\frac{625-x^9}{x^8}}(-10000x+2x^9-8e^4{x}^9-2x^{10})+e^4(4x^9+4x^{10})+(e^{\frac{2(625-x^9)}{x^8}}{x}^8+x^9-2e^{\frac{625-x^9}{x^8}}{x}^9+x^{10})\log (e^{\frac{2(625-x^9)}{x^8}}+x-2e^{\frac{625-x^9}{x^8}}x+x^2)}{16e^{8+\frac{2(625-x^9)}{x^8}}{x}^8-32e^{8+\frac{625-x^9}{x^8}}{x}^9+e^8(16x^9+16x^{10})+(8e^{4+\frac{2(625-x^9)}{x^8}}{x}^8-16e^{4+\frac{625-x^9}{x^8}}{x}^9+e^4(8x^9+8x^{10}))\log (e^{\frac{2(625-x^9)}{x^8}}+x-2e^{\frac{625-x^9}{x^8}}x+x^2)+(e^{\frac{2(625-x^9)}{x^8}}{x}^8+x^9-2e^{\frac{625-x^9}{x^8}}{x}^9+x^{10}){\log }^2(e^{\frac{2(625-x^9)}{x^8}}+x-2e^{\frac{625-x^9}{x^8}}x+x^2)}dx$
  3.18.52 $\int \frac{-4+18x^2+x^2\log (x^2)}{4x+16x^2+16x^3+8x^2\log (4)+x^3\log (x^2)}dx$
  3.18.53 $\int \frac{2x^2+e^4(5+5x-x^2)}{-2x^2+e^4(-5x+x^2)}dx$
  3.18.54 $\int \frac{2e^{-11+x-x^2}+e^{-11+x-x^2}(2x-3x^2-2x^3)\log (\frac{x}{4+2x})}{e^2(2x+x^2)}dx$
  3.18.55 $\int \frac{-2+e^x(-1+x)+3x^2+2x^3}{x^2}dx$
  3.18.56 $\int \frac{1}{5}(2+2x)dx$
  3.18.57 $\int \frac{-2e^4+4x^2-8000x^3+4800x^5-960x^7+64x^9}{x^2}dx$
  3.18.58 $\int \frac{1}{3}{e}^{\frac{6-x}{3}}(-3e^{-7+\frac{1}{3}(-6+x)+x}+e^{e^x}(-5+15e^x))dx$
  3.18.59 $\int -\frac{32e^{-3+e}}{x^2}dx$
  3.18.60 $\int \frac{-36+24x-4x^2+(36-48x+12x^2)\log (x)}{5{\log }^2(x)}dx$
  3.18.61 $\int \frac{4+x-16x^5-8x^6-x^7+(1-8x^5-2x^6)\log (3)-x^5{\log }^2(3)+(-16-5x-4\log (3))\log (x)}{-16x^6-8x^7-x^8+(-8x^6-2x^7)\log (3)-x^6{\log }^2(3)+(4x+x^2+x\log (3))\log (x)}dx$
  3.18.62 $\int \frac{(-3+\log (4))\log (25)+e^{e^x-x}((-1-x)\log (25)+e^{x}x\log (25))}{5x^2}dx$
  3.18.63 $\int \frac{(-2x^2-8e^x{x}^2){\log }^2(x)+((-2x^2+8e^x{x}^3)\log (x)+(-2x^2+8e^x{x}^3){\log }^2(x))\log (e^{-x}(-2+8e^{x}x))+((2x+8e^{x}x){\log }^2(x)+((4x-16e^x{x}^2)\log (x)+(2x-8e^x{x}^2){\log }^2(x))\log (e^{-x}(-2+8e^{x}x)))\log (\log (e^{-x}(-2+8e^{x}x)))+(-2+8e^{x}x)\log (x)\log (e^{-x}(-2+8e^{x}x)){\log }^2(\log (e^{-x}(-2+8e^{x}x)))}{(-x+4e^x{x}^2)\log (e^{-x}(-2+8e^{x}x))}dx$
  3.18.64 $\int \frac{4096-5632x-1024x^2+256x^3-512x^4+256x^5+e^{2x^2}(-4+x^3)+e^{x^2}(-192-128x-320x^2-32x^3+32x^4)}{256x^3+e^{2x^2}{x}^3-512x^4+256x^5+e^{x^2}(-32x^3+32x^4)}dx$
  3.18.65 $\int \frac{e^{1-x+x^2}(1536-1024x)+e^x(-512+448x+32x^2)}{256e^{2-4x+2x^2}+256x^2+32x^3+x^4+e^{1-2x+x^2}(512x+32x^2)}dx$
  3.18.66 $\int \frac{7e^5+e^{e^3}(-1+x)+e^{e^3}(3-x)\log (-3+x)}{(-21+7x){\log }^2(-3+x)}dx$
  3.18.67 $\int \frac{e^{x^2}(1-2x^2)}{x^2}dx$
  3.18.68 $\int \frac{(-128+320x){\log }^2(9)+e^{x^2}(-20x\log (9)+(64x^3-160x^4){\log }^2(9))+e^{x^2}(-8+20x+16x^2-40x^3)\log (9)\log (2-5x)}{(-512+1280x){\log }^2(9)+e^{x^2}(-256x+640x^2){\log }^2(9)+e^{2x^2}(-32x^2+80x^3){\log }^2(9)+(e^{x^2}(-64+160x)\log (9)+e^{2x^2}(-16x+40x^2)\log (9))\log (2-5x)+e^{2x^2}(-2+5x){\log }^2(2-5x)}dx$
  3.18.69 $\int \frac{-16-56x+55x^2+146x^3-28x^4+x^5+e^3(8x^2+9x^3)+(8x^2+9x^3)\log (x)}{112x+488x^2+439x^3-199x^4+25x^5-x^6+e^3(16x+72x^2+73x^3-18x^4+x^5)+(16x+72x^2+73x^3-18x^4+x^5)\log (x)}dx$
  3.18.70 $\int \frac{-2e^{2e^x}+8x^2+2x^3+e^{e^x}(-25-16x-3x^2+e^x(25x+10x^2+x^3))}{2e^{2e^x}x-25x^2-8x^3-x^4+e^{e^x}(25x+6x^2+x^3)}dx$
  3.18.71 $\int \frac{-32x\log (x)+(1+32x)\log (\frac{1}{9}{e}^5(5+160x))}{(x+32x^2){\log }^2(\frac{1}{9}{e}^5(5+160x))}dx$
  3.18.72 $\int \frac{-107584-314880x-314496x^2-138240x^3-25920x^4+e^{5e^x}(16+24x^2+5x^4)+(-275520-770560x-844416x^2-414720x^3-95040x^4)\log (5)+(-386320-935040x-1083552x^2-564480x^3-162000x^4){\log }^2(5)+(-373760-739840x-901632x^2-455680x^3-168960x^4){\log }^3(5)+(-263040-404800x-551040x^2-238720x^3-119360x^4){\log }^4(5)+(-138624-151040x-259296x^2-83200x^3-59680x^4){\log }^5(5)+(-54560-36480x-93288x^2-18880x^3-21400x^4){\log }^6(5)+(-15360-5120x-24576x^2-2560x^3-5440x^4){\log }^7(5)+(-2880-320x-4416x^2-160x^3-940x^4){\log }^8(5)+(-320-480x^2-100x^4){\log }^9(5)+(-16-24x^2-5x^4){\log }^{10}(5)+e^{4e^x}(-320-320x-576x^2-160x^3-140x^4+e^x(160x^2+32x^3+40x^4+8x^5)+(-320-480x^2-100x^4)\log (5)+(-80-120x^2-25x^4){\log }^2(5))+e^{3e^x}(3360+5760x+7272x^2+3520x^3+1560x^4+(5120+5120x+9216x^2+2560x^3+2240x^4)\log (5)+(3840+1280x+6144x^2+640x^3+1360x^4){\log }^2(5)+(1280+1920x^2+400x^4){\log }^3(5)+(160+240x^2+50x^4){\log }^4(5)+e^x(-1600x-2560x^2-1648x^3-960x^4-144x^5+(-1920x^2-384x^3-480x^4-96x^5)\log (5)+(-480x^2-96x^3-120x^4-24x^5){\log }^2(5)))+e^{2e^x}(-19840-46400x-54528x^2-28800x^3-8640x^4+(-40320-69120x-87264x^2-42240x^3-18720x^4)\log (5)+(-40800-48000x-77112x^2-25920x^3-18120x^4){\log }^2(5)+(-25600-15360x-43008x^2-7680x^3-9920x^4){\log }^3(5)+(-9600-1920x-14976x^2-960x^3-3240x^4){\log }^4(5)+(-1920-2880x^2-600x^4){\log }^5(5)+(-160-240x^2-50x^4){\log }^6(5)+e^x(12800x+24800x^2+18848x^3+7200x^4+864x^5+(12800x+20480x^2+13184x^3+7680x^4+1152x^5)\log (5)+(3200x+12800x^2+4832x^3+3840x^4+672x^5){\log }^2(5)+(3840x^2+768x^3+960x^4+192x^5){\log }^3(5)+(480x^2+96x^3+120x^4+24x^5){\log }^4(5)))+e^{e^x}(68880+192640x+211104x^2+103680x^3+23760x^4+(158720+371200x+436224x^2+230400x^3+69120x^4)\log (5)+(200960+369280x+458112x^2+226560x^3+92160x^4){\log }^2(5)+(162560+220160x+321984x^2+125440x^3+73280x^4){\log }^3(5)+(92000+78720x+163128x^2+41280x^3+37960x^4){\log }^4(5)+(35840+15360x+58368x^2+7680x^3+13120x^4){\log }^5(5)+(8960+1280x+13824x^2+640x^3+2960x^4){\log }^6(5)+(1280+1920x^2+400x^4){\log }^7(5)+(80+120x^2+25x^4){\log }^8(5)+e^x(-65600x-100480x^2-60672x^3-17280x^4-1728x^5+(-51200x-99200x^2-75392x^3-28800x^4-3456x^5)\log (5)+(-38400x-65760x^2-45216x^3-22560x^4-3168x^5){\log }^2(5)+(-12800x-30720x^2-15232x^3-10240x^4-1664x^5){\log }^3(5)+(-1600x-10240x^2-3184x^3-2880x^4-528x^5){\log }^4(5)+(-1920x^2-384x^3-480x^4-96x^5){\log }^5(5)+(-160x^2-32x^3-40x^4-8x^5){\log }^6(5)))}{-1024+e^{5e^x}-5120\log (5)-11520{\log }^2(5)-15360{\log }^3(5)-13440{\log }^4(5)-8064{\log }^5(5)-3360{\log }^6(5)-960{\log }^7(5)-180{\log }^8(5)-20{\log }^9(5)-{\log }^{10}(5)+e^{4e^x}(-20-20\log (5)-5{\log }^2(5))+e^{3e^x}(160+320\log (5)+240{\log }^2(5)+80{\log }^3(5)+10{\log }^4(5))+e^{2e^x}(-640-1920\log (5)-2400{\log }^2(5)-1600{\log }^3(5)-600{\log }^4(5)-120{\log }^5(5)-10{\log }^6(5))+e^{e^x}(1280+5120\log (5)+8960{\log }^2(5)+8960{\log }^3(5)+5600{\log }^4(5)+2240{\log }^5(5)+560{\log }^6(5)+80{\log }^7(5)+5{\log }^8(5))}dx$
  3.18.73 $\int \frac{-13+e^x(-3-3x)}{9-9e+13x+3e^{x}x}dx$
  3.18.74 $\int \frac{-x^3\log (x)+x^3{\log }^2(x)+(-3x^2\log (x)+3x^2{\log }^2(x))\log (\log (x))+(-3x\log (x)+3x{\log }^2(x)){\log }^2(\log (x))+(-\log (x)+{\log }^2(x)){\log }^3(\log (x))+e^{\frac{x^2+2x^3+x^4+(2x^2+2x^3)\log (\log (x))+x^2{\log }^2(\log (x))}{x^2+2x\log (\log (x))+{\log }^2(\log (x))}}(2x^2+2x^3+(x^3-2x^4-2x^5)\log (x)+(2x^2+(x^2-6x^3-6x^4)\log (x))\log (\log (x))+(3x-4x^2-6x^3)\log (x){\log }^2(\log (x))+(1-2x^2)\log (x){\log }^3(\log (x)))}{x^4{\log }^2(x)+3x^3{\log }^2(x)\log (\log (x))+3x^2{\log }^2(x){\log }^2(\log (x))+x{\log }^2(x){\log }^3(\log (x))+e^{\frac{x^2+2x^3+x^4+(2x^2+2x^3)\log (\log (x))+x^2{\log }^2(\log (x))}{x^2+2x\log (\log (x))+{\log }^2(\log (x))}}(x^4\log (x)+3x^3\log (x)\log (\log (x))+3x^2\log (x){\log }^2(\log (x))+x\log (x){\log }^3(\log (x)))}dx$
  3.18.75 $\int \frac{-306000+e^{2x/25}(3600-288x)}{180625-4250e^{2x/25}+25e^{4x/25}}dx$
  3.18.76 $\int \frac{-8e^{3+x}{x}^2+2e^3{x}^2\log (3)+e^{25+2x}(e^{3+x}(2-6x)+e^3{x}^2\log (3))}{x^2}dx$
  3.18.77 $\int \frac{e^{-x}(3e^{1+x}+x^{\frac{1}{3}{e}^{-x}(-2x+2e^{x}x)}(-6x+e^x(3+6x)+(-8x+8e^{x}x+6x^2)\log (x)+(-2x+2e^{x}x+2x^2){\log }^2(x)))}{3x}dx$
  3.18.78 $\int \frac{3+x}{1+x}dx$
  3.18.79 $\int \frac{7+5e^2-12x^2+5\log (x)}{e}dx$
  3.18.80 $\int \frac{e^{-2+x-x^6}(-1+6x^5)}{-1+e^{-2+x-x^6}}dx$
  3.18.81 $\int -\frac{e^{2e^5}}{480x^2}dx$
  3.18.82 $\int \frac{2e^{3}x-x\log (x)+(-1+2x-x^2+e^3(-2+2x))\log (-\frac{\log (3)}{1+2e^3-x})}{x+2e^{3}x-x^2}dx$
  3.18.83 $\int \frac{500x+200x\log (3)+20x{\log }^2(3)+e^{e^x+x}(-500x-200x\log (3)-20x{\log }^2(3))+(-1500+250x+(-600+100x)\log (3)+(-60+10x){\log }^2(3)+e^{e^x}(-250-100\log (3)-10{\log }^2(3)))\log (6+e^{e^x}-x)}{(6x^2+e^{e^x}{x}^2-x^3){\log }^3(6+e^{e^x}-x)}dx$
  3.18.84 $\int e^{-4+\frac{2-4e^{4+x}-\log (x)}{e^4}}(-x+2e^{4}x+(1-e^4)\log (20)+e^x(-4e^4{x}^2+4e^{4}x\log (20)))dx$
  3.18.85 $\int \frac{-5+2x^2+(x+4x^2)\log (\frac{-4ex+5x\log (3)}{e})}{x}dx$
  3.18.86 $\int \frac{1}{9}(e^{2+\frac{x}{2}}(12+6x)+e^{4+x}(2x+x^2))dx$
  3.18.87 $\int \frac{2x+32x^2+32x^4+6x^6+(5+e^2+2x+16x^2+8x^4+x^6)\log (-5-e^2-2x-16x^2-8x^4-x^6)}{5+e^2+2x+16x^2+8x^4+x^6}dx$
  3.18.88 $\int \frac{-160-8x^3+(160+8x^3)\log (\frac{1600-16000x+40000x^2-80x^3+400x^4+x^6}{400x^2})}{-40x+200x^2+x^4}dx$
  3.18.89 $\int \frac{-625x-1250x^3+1875x^4+e^x(625+1250x^2-1875x^3)+(-2+2e^x)\log (e^x-x)+(1250x^2-2500x^3+e^x(-1250x+2500x^2))\log (x)+(-625e^{x}x+625x^2){\log }^2(x)+{\log }^2(e^x-x)(-2x^2+3x^3+e^x(2x-3x^2)+(2x-4x^2+e^x(-2+4x))\log (x)+(-e^x+x){\log }^2(x))}{625e^{x}x-625x^2+(e^x-x){\log }^2(e^x-x)}dx$
  3.18.90 $\int \frac{5-5\log (\frac{1}{2}(5x-ex))}{x\log (\frac{1}{2}(5x-ex))}dx$
  3.18.91 $\int \frac{-48+180x+96x^2+12x^3+12x\log (\frac{x}{5})}{80x^3+40x^4+5x^5+(-40x^2-10x^3)\log (\frac{x}{5})+5x{\log }^2(\frac{x}{5})}dx$
  3.18.92 $\int \frac{324x^3+e^{4/x}(-324+162x)+e^{2/x}(324x-486x^2)}{\sqrt[256]{e}}dx$
  3.18.93 $\int \frac{e^{\frac{5x^6}{5-x+5x^4}}(150x^5-25x^6+50x^9)}{25-10x+x^2+50x^4-10x^5+25x^8}dx$
  3.18.94 $\int \frac{-1+(1+8x^3)\log (\frac{1}{x})+(2+16x^3){\log }^2(\frac{1}{x})+((-1-8x^2)\log (\frac{1}{x})+(-2-16x^2){\log }^2(\frac{1}{x}))\log (x)+(2x\log (\frac{1}{x})+4x{\log }^2(\frac{1}{x})){\log }^2(x)+((1+8x^2)\log (\frac{1}{x})+(2+16x^2){\log }^2(\frac{1}{x})+(-4x\log (\frac{1}{x})-8x{\log }^2(\frac{1}{x}))\log (x))\log (\frac{1+2\log (\frac{1}{x})}{\log (\frac{1}{x})})+(2x\log (\frac{1}{x})+4x{\log }^2(\frac{1}{x})){\log }^2(\frac{1+2\log (\frac{1}{x})}{\log (\frac{1}{x})})}{4x^2\log (\frac{1}{x})+8x^2{\log }^2(\frac{1}{x})+(-4x\log (\frac{1}{x})-8x{\log }^2(\frac{1}{x}))\log (x)+(\log (\frac{1}{x})+2{\log }^2(\frac{1}{x})){\log }^2(x)+(4x\log (\frac{1}{x})+8x{\log }^2(\frac{1}{x})+(-2\log (\frac{1}{x})-4{\log }^2(\frac{1}{x}))\log (x))\log (\frac{1+2\log (\frac{1}{x})}{\log (\frac{1}{x})})+(\log (\frac{1}{x})+2{\log }^2(\frac{1}{x})){\log }^2(\frac{1+2\log (\frac{1}{x})}{\log (\frac{1}{x})})}dx$
  3.18.95 $\int (-2e^x+e^{-20+e^{e^3}(-5+x)+5x}(5+e^{e^3}))dx$
  3.18.96 $\int \frac{e^{\frac{1}{5}(x+x^2+5e^8{x}^8)}(1+2x+40e^8{x}^7)}{2+e^{\frac{1}{5}(x+x^2+5e^8{x}^8)}}dx$
  3.18.97 $\int \frac{-1764-64e^{\frac{32}{x^2}}{x}^2+210x^3+50x^6+e^{\frac{16}{x^2}}(-1344-84x^2+320x^3-10x^5)}{x^5}dx$
  3.18.98 $\int \frac{(96x^2-3x^3+e^x(-32x^3+x^4))\log (e^{-x}(-3+e^{x}x))+(-1728x+54x^2+e^x(-576x+18x^2)+(54x-18e^x{x}^2)\log (e^{-x}(-3+e^{x}x)))\log (-\frac{16\log (e^{-x}(-3+e^{x}x))}{-32+x})+(-864+27x+e^x(288x-9x^2))\log (e^{-x}(-3+e^{x}x)){\log }^2(-\frac{16\log (e^{-x}(-3+e^{x}x))}{-32+x})}{(96x^2-3x^3+e^x(-32x^3+x^4))\log (e^{-x}(-3+e^{x}x))}dx$
  3.18.99 $\int (4-2e^x)dx$
  3.18.100 $\int \frac{950-60x-180x^2+24x^3}{725+475x-15x^2-30x^3+3x^4}dx$