3.68.1 $\int -\frac{51e^{-\frac{3}{-4-17x+\log (4)}}}{16+136x+289x^2+(-8-34x)\log (4)+{\log }^2(4)}dx$
  3.68.2 $\int \frac{e^{179x/3}(-6-349x)+e^x(-12-6x+3x^2)}{24x^3+3e^{176x}{x}^3+36x^4+18x^5+3x^6+e^{352x/3}(18x^3+9x^4)+e^{176x/3}(36x^3+36x^4+9x^5)}dx$
  3.68.3 $\int (8e^{2x+\frac{1}{4}(-4e^{2x}-\log (5))}+8x)dx$
  3.68.4 $\int \frac{2e^{x}x+e^{e^{2x}+2e^{x}x+x^2}(-6e^{2x}x-6x^2+e^x(-6x-6x^2))-x\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}})+(-e^{x}x-x\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}})+(3e^x+3\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}}))\log (e^x+\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}})))\log (-x+3\log (e^x+\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}})))}{-e^{x}x-x\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}})+(3e^x+3\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}}))\log (e^x+\log (5e^{-e^{e^{2x}+2e^{x}x+x^2}}))}dx$
  3.68.5 $\int (-1-x+\log (\frac{5e^{-x}}{2x}))dx$
  3.68.6 $\int \frac{e^{\frac{x}{-x+\log (-75x\log (x)+\log (x^2))}}(2x-75x^2-75x^2\log (x)+(75x^2\log (x)-x\log (x^2))\log (-75x\log (x)+\log (x^2)))+\log (1+e^{\frac{x}{-x+\log (-75x\log (x)+\log (x^2))}})(-75x^3\log (x)+x^2\log (x^2)+(150x^2\log (x)-2x\log (x^2))\log (-75x\log (x)+\log (x^2))+(-75x\log (x)+\log (x^2)){\log }^2(-75x\log (x)+\log (x^2))+e^{\frac{x}{-x+\log (-75x\log (x)+\log (x^2))}}(-75x^3\log (x)+x^2\log (x^2)+(150x^2\log (x)-2x\log (x^2))\log (-75x\log (x)+\log (x^2))+(-75x\log (x)+\log (x^2)){\log }^2(-75x\log (x)+\log (x^2))))}{{\log }^2(1+e^{\frac{x}{-x+\log (-75x\log (x)+\log (x^2))}})(-75x^3\log (x)+x^2\log (x^2)+(150x^2\log (x)-2x\log (x^2))\log (-75x\log (x)+\log (x^2))+(-75x\log (x)+\log (x^2)){\log }^2(-75x\log (x)+\log (x^2))+e^{\frac{x}{-x+\log (-75x\log (x)+\log (x^2))}}(-75x^3\log (x)+x^2\log (x^2)+(150x^2\log (x)-2x\log (x^2))\log (-75x\log (x)+\log (x^2))+(-75x\log (x)+\log (x^2)){\log }^2(-75x\log (x)+\log (x^2))))}dx$
  3.68.7 $\int \frac{x^{\frac{4}{\log (x^2)}}(8\log (x)-4\log (x^2))+(4x-e^{x}x-2x^2){\log }^2(x^2)}{x{\log }^2(x^2)}dx$
  3.68.8 $\int \frac{e^{-5-\frac{x}{e^5}}(e^{e^2}(-2e^5-x)-24x-x^4+e^5(-48+x^3))}{x^3}dx$
  3.68.9 $\int \frac{256-1280x^2+(-256-2560x)\log (x)-1280{\log }^2(x)}{(x^2+5x^3+(x+10x^2)\log (x)+5x{\log }^2(x)){\log }^2(\frac{x+5x^2+5x\log (x)}{2x+2\log (x)})}dx$
  3.68.10 $\int \frac{3x^2-16x^3-10x^4+72x^5+63x^6+e^x(-3x^2+17x^3+6x^4-74x^5-51x^6+9x^7)}{36-72e^x+36e^{2x}}dx$
  3.68.11 $\int \frac{2e^{6+2x}+16e^4{x}^3+e^{10}(-10+2x)+e^7(-40x+12x^2)+e^x(e^8(-8+2x)+e^5(8x+4x^2))}{e^{10}}dx$
  3.68.12 $\int \frac{-72-2e^{e^2}+48x-12x^2+x^3}{-64+48x-12x^2+x^3}dx$
  3.68.13 $\int \frac{15+e^{\frac{1}{15}(75+11x+x^2)}(11+2x)}{15e^{\frac{1}{15}(75+11x+x^2)}+15x}dx$
  3.68.14 $\int \frac{1}{x}dx$
  3.68.15 $\int (40+32x+(-60x^2-64x^3){\log }^2(4)+24x^5{\log }^4(4))dx$
  3.68.16 $\int \frac{4-e^4+32x^3-\log (4)}{x^2}dx$
  3.68.17 $\int \frac{2375+4e^4+e^2(-195-8x)+200x+4x^2}{2500+2575x+199x^2+4x^3+e^4(4+4x)+e^2(-200-203x-8x^2)}dx$
  3.68.18 $\int \frac{-2+2x+x^3-2x^2\log (x)+x{\log }^2(x)}{x^3-2x^2\log (x)+x{\log }^2(x)}dx$
  3.68.19 $\int \frac{e^{-3x}(5+(-15x-10x^2+15x^3)\log (x)-15x\log (x)\log (4\log (x)))}{x\log (x)}dx$
  3.68.20 $\int \frac{(15e^5-15x){\log }^2(x)+((30e^5-30x)\log (x)+(-15e^5+45x){\log }^2(x))\log (2x)}{e^{15}{x}^2-3e^{10}{x}^3+3e^5{x}^4-x^5}dx$
  3.68.21 $\int \frac{1}{4}{e}^{-x}(30e^{x}x+40x^3-10x^4+e^5(15x^2-5x^3))dx$
  3.68.22 $\int \frac{960+480x+2520x^2+360e^3{x}^2}{400-320x-16x^2-248x^3+116x^4+28x^5+49x^6+e^6{x}^6+e^3(-40x^3+16x^4+4x^5+14x^6)}dx$
  3.68.23 $\int e^{-6+e^{5x}-e^{32e^{-1+e^{5x}}}{x}^2}(e^{32e^{-1+e^{5x}}}{x}^x(-2e^{1-e^{5x}}x-160e^{5x}{x}^2)+e^{1-e^{5x}}{x}^x(1+\log (x)))dx$
  3.68.24 $\int \frac{e^{-2x}((-72+48x-8x^2+(18-12x+2x^2+18x^4-12x^5+2x^6)\log (\frac{2+2x^4}{x^4}))\log (x\log (\frac{2+2x^4}{x^4}))+(-24x+14x^2-2x^3-24x^5+14x^6-2x^7)\log (\frac{2+2x^4}{x^4}){\log }^2(x\log (\frac{2+2x^4}{x^4})))}{(x+x^5)\log (\frac{2+2x^4}{x^4})}dx$
  3.68.25 $\int \frac{e^{5/2}(50x-25x^2)}{16x^4+e^5(10000-20000x+10000x^2)+e^{5/2}(-800x^2+800x^3)}dx$
  3.68.26 $\int \frac{1}{2}(-3+2e^{2x})dx$
  3.68.27 $\int \frac{-1+e^{e^2}(1+e^{2x}(-256-2x))-x+e^{2x}(256+257x+2x^2)+(-256+256e^{e^2}-255x)\log (x)+(-e^{e^2+2x}+e^{2x}(1+x)+(-1+e^{e^2}-x)\log (x))\log (\frac{-e^{2x}+\log (x)}{-1+e^{e^2}-x})}{-256e^{e^2+2x}x+e^{2x}(256x+256x^2)+(-256x+256e^{e^2}x-256x^2)\log (x)+(-e^{e^2+2x}x+e^{2x}(x+x^2)+(-x+e^{e^2}x-x^2)\log (x))\log (\frac{-e^{2x}+\log (x)}{-1+e^{e^2}-x})}dx$
  3.68.28 $\int \frac{12-17x-e^{2}x+e^x(x-x^2)}{x^3}dx$
  3.68.29 $\int \frac{e^2(160-10x^2)+e^{-1+x}(-32-64x-30x^2-4x^3)}{-3125x^2+1875e^{-3+x}{x}^2-375e^{-6+2x}{x}^2+25e^{-9+3x}{x}^2}dx$
  3.68.30 $\int \frac{15+60e^{1-4x}}{-100+75e^2-75x+(-40+30e^2-30x)\log (5)+(-4+3e^2-3x){\log }^2(5)+e^{1-4x}(75+30\log (5)+3{\log }^2(5))+(-40+30e^2-30x+(-8+6e^2-6x)\log (5)+e^{1-4x}(30+6\log (5)))\log (-4+3e^2+3e^{1-4x}-3x)+(-4+3e^2+3e^{1-4x}-3x){\log }^2(-4+3e^2+3e^{1-4x}-3x)}dx$
  3.68.31 $\int \frac{30x+e^{-6+2e^x}(2-64e^{x}x)-64\log (x)+2{\log }^2(x)+e^{-3+e^x}(-64+(4-64e^{x}x)\log (x))}{e^{-102+34e^x}-x^{17}+34e^{-99+33e^x}\log (x)+17x^{16}{\log }^2(x)-136x^{15}{\log }^4(x)+680x^{14}{\log }^6(x)-2380x^{13}{\log }^8(x)+6188x^{12}{\log }^{10}(x)-12376x^{11}{\log }^{12}(x)+19448x^{10}{\log }^{14}(x)-24310x^9{\log }^{16}(x)+24310x^8{\log }^{18}(x)-19448x^7{\log }^{20}(x)+12376x^6{\log }^{22}(x)-6188x^5{\log }^{24}(x)+2380x^4{\log }^{26}(x)-680x^3{\log }^{28}(x)+136x^2{\log }^{30}(x)-17x{\log }^{32}(x)+{\log }^{34}(x)+e^{-96+32e^x}(-17x+561{\log }^2(x))+e^{-93+31e^x}(-544x\log (x)+5984{\log }^3(x))+e^{-90+30e^x}(136x^2-8432x{\log }^2(x)+46376{\log }^4(x))+e^{-87+29e^x}(4080x^2\log (x)-84320x{\log }^3(x)+278256{\log }^5(x))+e^{-84+28e^x}(-680x^3+59160x^2{\log }^2(x)-611320x{\log }^4(x)+1344904{\log }^6(x))+e^{-81+27e^x}(-19040x^3\log (x)+552160x^2{\log }^3(x)-3423392x{\log }^5(x)+5379616{\log }^7(x))+e^{-78+26e^x}(2380x^4-257040x^3{\log }^2(x)+3727080x^2{\log }^4(x)-15405264x{\log }^6(x)+18156204{\log }^8(x))+e^{-75+25e^x}(61880x^4\log (x)-2227680x^3{\log }^3(x)+19380816x^2{\log }^5(x)-57219552x{\log }^7(x)+52451256{\log }^9(x))+e^{-72+24e^x}(-6188x^5+773500x^4{\log }^2(x)-13923000x^3{\log }^4(x)+80753400x^2{\log }^6(x)-178811100x{\log }^8(x)+131128140{\log }^{10}(x))+e^{-69+23e^x}(-148512x^5\log (x)+6188000x^4{\log }^3(x)-66830400x^3{\log }^5(x)+276868800x^2{\log }^7(x)-476829600x{\log }^9(x)+286097760{\log }^{11}(x))+e^{-66+22e^x}(12376x^6-1707888x^5{\log }^2(x)+35581000x^4{\log }^4(x)-256183200x^3{\log }^6(x)+795997800x^2{\log }^8(x)-1096708080x{\log }^{10}(x)+548354040{\log }^{12}(x))+e^{-63+21e^x}(272272x^6\log (x)-12524512x^5{\log }^3(x)+156556400x^4{\log }^5(x)-805147200x^3{\log }^7(x)+1945772400x^2{\log }^9(x)-2193416160x{\log }^{11}(x)+927983760{\log }^{13}(x))+e^{-60+20e^x}(-19448x^7+2858856x^6{\log }^2(x)-65753688x^5{\log }^4(x)+547947400x^4{\log }^6(x)-2113511400x^3{\log }^8(x)+4086122040x^2{\log }^{10}(x)-3838478280x{\log }^{12}(x)+1391975640{\log }^{14}(x))+e^{-57+19e^x}(-388960x^7\log (x)+19059040x^6{\log }^3(x)-263014752x^5{\log }^5(x)+1565564000x^4{\log }^7(x)-4696692000x^3{\log }^9(x)+7429312800x^2{\log }^{11}(x)-5905351200x{\log }^{13}(x)+1855967520{\log }^{15}(x))+e^{-54+18e^x}(24310x^8-3695120x^7{\log }^2(x)+90530440x^6{\log }^4(x)-832880048x^5{\log }^6(x)+3718214500x^4{\log }^8(x)-8923714800x^3{\log }^{10}(x)+11763078600x^2{\log }^{12}(x)-8014405200x{\log }^{14}(x)+2203961430{\log }^{16}(x))+e^{-51+17e^x}(437580x^8\log (x)-22170720x^7{\log }^3(x)+325909584x^6{\log }^5(x)-2141691552x^5{\log }^7(x)+7436429000x^4{\log }^9(x)-14602442400x^3{\log }^{11}(x)+16287339600x^2{\log }^{13}(x)-9617286240x{\log }^{15}(x)+2333606220{\log }^{17}(x))+e^{-48+16e^x}(-24310x^9+3719430x^8{\log }^2(x)-94225560x^7{\log }^4(x)+923410488x^6{\log }^6(x)-4551094548x^5{\log }^8(x)+12641929300x^4{\log }^{10}(x)-20686793400x^3{\log }^{12}(x)+19777483800x^2{\log }^{14}(x)-10218366630x{\log }^{16}(x)+2203961430{\log }^{18}(x))+e^{-45+15e^x}(-388960x^9\log (x)+19836960x^8{\log }^3(x)-301521792x^7{\log }^5(x)+2110652544x^6{\log }^7(x)-8090834752x^5{\log }^9(x)+18388260800x^4{\log }^{11}(x)-25460668800x^3{\log }^{13}(x)+21095982720x^2{\log }^{15}(x)-9617286240x{\log }^{17}(x)+1855967520{\log }^{19}(x))+e^{-42+14e^x}(19448x^{10}-2917200x^9{\log }^2(x)+74388600x^8{\log }^4(x)-753804480x^7{\log }^6(x)+3957473520x^6{\log }^8(x)-12136252128x^5{\log }^{10}(x)+22985326000x^4{\log }^{12}(x)-27279288000x^3{\log }^{14}(x)+19777483800x^2{\log }^{16}(x)-8014405200x{\log }^{18}(x)+1391975640{\log }^{20}(x))+e^{-39+13e^x}(272272x^{10}\log (x)-13613600x^9{\log }^3(x)+208288080x^8{\log }^5(x)-1507608960x^7{\log }^7(x)+6156069920x^6{\log }^9(x)-15446139072x^5{\log }^{11}(x)+24753428000x^4{\log }^{13}(x)-25460668800x^3{\log }^{15}(x)+16287339600x^2{\log }^{17}(x)-5905351200x{\log }^{19}(x)+927983760{\log }^{21}(x))+e^{-36+12e^x}(-12376x^{11}+1769768x^{10}{\log }^2(x)-44244200x^9{\log }^4(x)+451290840x^8{\log }^6(x)-2449864560x^7{\log }^8(x)+8002890896x^6{\log }^{10}(x)-16733317328x^5{\log }^{12}(x)+22985326000x^4{\log }^{14}(x)-20686793400x^3{\log }^{16}(x)+11763078600x^2{\log }^{18}(x)-3838478280x{\log }^{20}(x)+548354040{\log }^{22}(x))+e^{-33+11e^x}(-148512x^{11}\log (x)+7079072x^{10}{\log }^3(x)-106186080x^9{\log }^5(x)+773641440x^8{\log }^7(x)-3266486080x^7{\log }^9(x)+8730426432x^6{\log }^{11}(x)-15446139072x^5{\log }^{13}(x)+18388260800x^4{\log }^{15}(x)-14602442400x^3{\log }^{17}(x)+7429312800x^2{\log }^{19}(x)-2193416160x{\log }^{21}(x)+286097760{\log }^{23}(x))+e^{-30+10e^x}(6188x^{12}-816816x^{11}{\log }^2(x)+19467448x^{10}{\log }^4(x)-194674480x^9{\log }^6(x)+1063756980x^8{\log }^8(x)-3593134688x^7{\log }^{10}(x)+8002890896x^6{\log }^{12}(x)-12136252128x^5{\log }^{14}(x)+12641929300x^4{\log }^{16}(x)-8923714800x^3{\log }^{18}(x)+4086122040x^2{\log }^{20}(x)-1096708080x{\log }^{22}(x)+131128140{\log }^{24}(x))+e^{-27+9e^x}(61880x^{12}\log (x)-2722720x^{11}{\log }^3(x)+38934896x^{10}{\log }^5(x)-278106400x^9{\log }^7(x)+1181952200x^8{\log }^9(x)-3266486080x^7{\log }^{11}(x)+6156069920x^6{\log }^{13}(x)-8090834752x^5{\log }^{15}(x)+7436429000x^4{\log }^{17}(x)-4696692000x^3{\log }^{19}(x)+1945772400x^2{\log }^{21}(x)-476829600x{\log }^{23}(x)+52451256{\log }^{25}(x))+e^{-24+8e^x}(-2380x^{13}+278460x^{12}{\log }^2(x)-6126120x^{11}{\log }^4(x)+58402344x^{10}{\log }^6(x)-312869700x^9{\log }^8(x)+1063756980x^8{\log }^{10}(x)-2449864560x^7{\log }^{12}(x)+3957473520x^6{\log }^{14}(x)-4551094548x^5{\log }^{16}(x)+3718214500x^4{\log }^{18}(x)-2113511400x^3{\log }^{20}(x)+795997800x^2{\log }^{22}(x)-178811100x{\log }^{24}(x)+18156204{\log }^{26}(x))+e^{-21+7e^x}(-19040x^{13}\log (x)+742560x^{12}{\log }^3(x)-9801792x^{11}{\log }^5(x)+66745536x^{10}{\log }^7(x)-278106400x^9{\log }^9(x)+773641440x^8{\log }^{11}(x)-1507608960x^7{\log }^{13}(x)+2110652544x^6{\log }^{15}(x)-2141691552x^5{\log }^{17}(x)+1565564000x^4{\log }^{19}(x)-805147200x^3{\log }^{21}(x)+276868800x^2{\log }^{23}(x)-57219552x{\log }^{25}(x)+5379616{\log }^{27}(x))+e^{-18+6e^x}(680x^{14}-66640x^{13}{\log }^2(x)+1299480x^{12}{\log }^4(x)-11435424x^{11}{\log }^6(x)+58402344x^{10}{\log }^8(x)-194674480x^9{\log }^{10}(x)+451290840x^8{\log }^{12}(x)-753804480x^7{\log }^{14}(x)+923410488x^6{\log }^{16}(x)-832880048x^5{\log }^{18}(x)+547947400x^4{\log }^{20}(x)-256183200x^3{\log }^{22}(x)+80753400x^2{\log }^{24}(x)-15405264x{\log }^{26}(x)+1344904{\log }^{28}(x))+e^{-15+5e^x}(4080x^{14}\log (x)-133280x^{13}{\log }^3(x)+1559376x^{12}{\log }^5(x)-9801792x^{11}{\log }^7(x)+38934896x^{10}{\log }^9(x)-106186080x^9{\log }^{11}(x)+208288080x^8{\log }^{13}(x)-301521792x^7{\log }^{15}(x)+325909584x^6{\log }^{17}(x)-263014752x^5{\log }^{19}(x)+156556400x^4{\log }^{21}(x)-66830400x^3{\log }^{23}(x)+19380816x^2{\log }^{25}(x)-3423392x{\log }^{27}(x)+278256{\log }^{29}(x))+e^{-12+4e^x}(-136x^{15}+10200x^{14}{\log }^2(x)-166600x^{13}{\log }^4(x)+1299480x^{12}{\log }^6(x)-6126120x^{11}{\log }^8(x)+19467448x^{10}{\log }^{10}(x)-44244200x^9{\log }^{12}(x)+74388600x^8{\log }^{14}(x)-94225560x^7{\log }^{16}(x)+90530440x^6{\log }^{18}(x)-65753688x^5{\log }^{20}(x)+35581000x^4{\log }^{22}(x)-13923000x^3{\log }^{24}(x)+3727080x^2{\log }^{26}(x)-611320x{\log }^{28}(x)+46376{\log }^{30}(x))+e^{-9+3e^x}(-544x^{15}\log (x)+13600x^{14}{\log }^3(x)-133280x^{13}{\log }^5(x)+742560x^{12}{\log }^7(x)-2722720x^{11}{\log }^9(x)+7079072x^{10}{\log }^{11}(x)-13613600x^9{\log }^{13}(x)+19836960x^8{\log }^{15}(x)-22170720x^7{\log }^{17}(x)+19059040x^6{\log }^{19}(x)-12524512x^5{\log }^{21}(x)+6188000x^4{\log }^{23}(x)-2227680x^3{\log }^{25}(x)+552160x^2{\log }^{27}(x)-84320x{\log }^{29}(x)+5984{\log }^{31}(x))+e^{-6+2e^x}(17x^{16}-816x^{15}{\log }^2(x)+10200x^{14}{\log }^4(x)-66640x^{13}{\log }^6(x)+278460x^{12}{\log }^8(x)-816816x^{11}{\log }^{10}(x)+1769768x^{10}{\log }^{12}(x)-2917200x^9{\log }^{14}(x)+3719430x^8{\log }^{16}(x)-3695120x^7{\log }^{18}(x)+2858856x^6{\log }^{20}(x)-1707888x^5{\log }^{22}(x)+773500x^4{\log }^{24}(x)-257040x^3{\log }^{26}(x)+59160x^2{\log }^{28}(x)-8432x{\log }^{30}(x)+561{\log }^{32}(x))+e^{-3+e^x}(34x^{16}\log (x)-544x^{15}{\log }^3(x)+4080x^{14}{\log }^5(x)-19040x^{13}{\log }^7(x)+61880x^{12}{\log }^9(x)-148512x^{11}{\log }^{11}(x)+272272x^{10}{\log }^{13}(x)-388960x^9{\log }^{15}(x)+437580x^8{\log }^{17}(x)-388960x^7{\log }^{19}(x)+272272x^6{\log }^{21}(x)-148512x^5{\log }^{23}(x)+61880x^4{\log }^{25}(x)-19040x^3{\log }^{27}(x)+4080x^2{\log }^{29}(x)-544x{\log }^{31}(x)+34{\log }^{33}(x))}dx$
  3.68.32 $\int -\frac{4}{(1+2x+x^2)\log (\log (5\log (6)))}dx$
  3.68.33 $\int (-3+2x+\log (\frac{9}{4x^2}))dx$
  3.68.34 $\int \frac{-16x^2+16x^3+(12x^2+4x^3)\log (x\log (4))+8x^2{\log }^2(x\log (4))+(-2+4x+x^2-4x^3+2x^4){\log }^3(x\log (4))}{(-2x+6x^2-6x^3+2x^4){\log }^3(x\log (4))}dx$
  3.68.35 $\int \frac{1}{5}{e}^{-6x/5}(-75-18x+e^{2x}(25+4x))dx$
  3.68.36 $\int \frac{-4x^9+8x^9\log (x)+(4x^5+8x^7){\log }^2(x)-12x^7{\log }^3(x)+(-4x^3-4x^5){\log }^4(x)+4x^5{\log }^5(x)+(-4x^7+8x^7\log (x)+4x^5{\log }^2(x)-12x^5{\log }^3(x)+4x^3{\log }^5(x))\log (x^2)+(-6x^7\log (x)+12x^7{\log }^2(x)+(4x^3+6x^5){\log }^3(x)-8x^5{\log }^4(x)+(-6x^5\log (x)+12x^5{\log }^2(x)+2x^3{\log }^3(x)-8x^3{\log }^4(x))\log (x^2))\log (x^2+\log (x^2))+(-2x^5{\log }^2(x)+4x^5{\log }^3(x)+(-2x^3{\log }^2(x)+4x^3{\log }^3(x))\log (x^2)){\log }^2(x^2+\log (x^2))}{x^2{\log }^5(x)+{\log }^5(x)\log (x^2)}dx$
  3.68.37 $\int \frac{201326592e^{-1+4e^{-1+3x}+3x}+64x^3-256e^3{x}^3+384e^6{x}^3-256e^9{x}^3+64e^{12}{x}^3+e^{3e^{-1+3x}}(2097152-2097152e^3+e^{-1+3x}(18874368x-18874368e^{3}x))+e^{2e^{-1+3x}}(196608x-393216e^{3}x+196608e^{6}x+e^{-1+3x}(589824x^2-1179648e^3{x}^2+589824e^6{x}^2))+e^{e^{-1+3x}}(6144x^2-18432e^3{x}^2+18432e^6{x}^2-6144e^9{x}^2+e^{-1+3x}(6144x^3-18432e^3{x}^3+18432e^6{x}^3-6144e^9{x}^3))}{1-4e^3+6e^6-4e^9+e^{12}}dx$
  3.68.38 $\int \frac{-1+4x-2x^2+(-6x+6x^2+8x^3-4x^4)\log (3)+(-1+x+(-3x+2x^3)\log (3))\log (x-x^2+(3x^2-2x^4)\log (3))}{(x^2-x^3+(3x^3-2x^5)\log (3)+(-x+x^2+(-3x^2+2x^4)\log (3))\log (x-x^2+(3x^2-2x^4)\log (3)))\log (x^2-x\log (x-x^2+(3x^2-2x^4)\log (3)))}dx$
  3.68.39 $\int \frac{108-180x+180x^2-84x^3+12x^4+e^5(-36+72x-60x^2+24x^3-4x^4)+e^5(18-36x+30x^2-12x^3+2x^4)\log (2)}{27x-54x^2+45x^3-18x^4+3x^5}dx$
  3.68.40 $\int e^{-e^{x^3}}(e^{20e^{400-e^{x^3}-39x+x^2}}(-120e^{400-39x+x^2+x^3}{x}^2+e^{400-39x+x^2}(-1560+80x))+e^{40e^{400-e^{x^3}-39x+x^2}}(-120e^{400-39x+x^2+x^3}{x}^2+e^{400-39x+x^2}(-1560+80x)))dx$
  3.68.41 $\int \frac{e^{x^4{\log }^2(\frac{\sqrt[5]{\frac{1}{x}}+x^2-x^3}{-x+x^2})}((-10x^5+20x^6-10x^7+\sqrt[5]{\frac{1}{x}}(12x^3-22x^4))\log (\frac{\sqrt[5]{\frac{1}{x}}+x^2-x^3}{-x+x^2})+(-20x^5+40x^6-20x^7+\sqrt[5]{\frac{1}{x}}(-20x^3+20x^4)){\log }^2(\frac{\sqrt[5]{\frac{1}{x}}+x^2-x^3}{-x+x^2}))}{-5x^2+10x^3-5x^4+\sqrt[5]{\frac{1}{x}}(-5+5x)}dx$
  3.68.42 $\int \frac{20+25e^x+5x}{e^x+x}dx$
  3.68.43 $\int (-2+e^{1+2x+x^2}(-2-4x-4x^2))dx$
  3.68.44 $\int \frac{48x^2+e^3(80x-24x^2)+e^6(25-20x+3x^2)+(e^3(40-16x)+64x)\log (4)+16{\log }^2(4)+e^{9+e^{x^2}}(-24x^2+e^3(-20x+6x^2)+(-32x+e^3(-10+4x))\log (4)-8{\log }^2(4)+e^{x^2}(-16x^4+e^3(-20x^3+4x^4)+(-32x^3+e^3(-20x^2+4x^3))\log (4)-16x^2{\log }^2(4)))+e^{18+2e^{x^2}}(3x^2+4x\log (4)+{\log }^2(4)+e^{x^2}(4x^4+8x^3\log (4)+4x^2{\log }^2(4)))}{e^6}dx$
  3.68.45 $\int \frac{e^{\frac{15-3x^2+x\log (\frac{1}{16}(16+8e^{x}x+e^{2x}{x}^2))}{3x}}(-60-12x^2+e^x(-15x+2x^2-x^3))}{12x^2+3e^x{x}^3}dx$
  3.68.46 $\int \frac{e^{-x}(e^{3-x}(1+2x)+e^x(x^2+e^4{x}^2))}{x^2}dx$
  3.68.47 $\int \frac{e^{\frac{-12+28x+11x^2}{12x}}(12+11x^2)}{12x^2}dx$
  3.68.48 $\int \frac{e^{-\frac{e^{16}}{x}-\frac{6e^{-\frac{e^{16}}{x}}}{x}}(-24e^{16}x+24x^2+2e^{8+\frac{e^{16}}{x}+\frac{6e^{-\frac{e^{16}}{x}}}{x}+2x}{x}^2+8e^{\frac{e^{16}}{x}}{x}^3+e^{\frac{3e^{-\frac{e^{16}}{x}}}{x}}(e^{4+x}(-12e^{16}+12x)+e^{4+\frac{e^{16}}{x}+x}(4x^2+4x^3)))}{x^2}dx$
  3.68.49 $\int \frac{75+58x+10x^2}{20+5x}dx$
  3.68.50 $\int \frac{-3+e^{-7+2x-2x^3}(1-2x+6x^3)}{9+e^{-14+4x-4x^3}-6e^{-7+2x-2x^3}}dx$
  3.68.51 $\int \frac{-34-8x-x^2+e^5(16+8x+x^2)}{-16-8x-x^2+e^5(16+8x+x^2)}dx$
  3.68.52 $\int \frac{-1-x+e^{3+2x+4e^{2x}{x}^2}(40x^2+40x^3)-\log (4)+x\log (\frac{5}{x})}{5x}dx$
  3.68.53 $\int \frac{2+3x}{1+x}dx$
  3.68.54 $\int \frac{225-225\log (x)-{\log }^2(x)}{50625e{x}^2+450e{x}^2\log (x)+e{x}^2{\log }^2(x)}dx$
  3.68.55 $\int \frac{e^{\frac{1+5x+x^2+e^x(5+x)+(e^x+x)\log (x)}{e^x+x}}(e^{2x}(2+2x)\log (3)+e^x(2x+4x^2)\log (3)+(-2x+2x^2+2x^3)\log (3))}{3e^{2x}x+6e^x{x}^2+3x^3}dx$
  3.68.56 $\int \frac{20-3x^2+8x^3+(20-32x+3x^2-4x^3)\log (\frac{-20+32x-3x^2+4x^3}{4x})}{-20x^2+32x^3-3x^4+4x^5}dx$
  3.68.57 $\int \frac{-12e^2-24x\log (3)}{\log (3)}dx$
  3.68.58 $\int \frac{x+(4+8x)\log (\frac{2+4x}{x})}{(16+32x)\log (\frac{2+4x}{x})+(8x+16x^2)\log (\frac{2+4x}{x})\log (\log (\frac{2+4x}{x}))+(x^2+2x^3)\log (\frac{2+4x}{x}){\log }^2(\log (\frac{2+4x}{x}))}dx$
  3.68.59 $\int -\frac{4e^{16}}{(5+5x){\log }^2(-1-x)}dx$
  3.68.60 $\int \frac{e^{-x}(-1461+852x+37x^2-26x^3-2x^4+e^2(324-9x-14x^2-x^3))}{81+18x+x^2}dx$
  3.68.61 $\int \frac{e^{10}(-4-3x)-e^{10}x\log (\log (3))+(e^{10}(5+15x)+5e^{10}x\log (\log (3)))\log (\frac{1+3x+x\log (\log (3))}{x})+(e^{10}(-4-12x)-4e^{10}x\log (\log (3))){\log }^2(\frac{1+3x+x\log (\log (3))}{x})}{x^2+3x^3+x^3\log (\log (3))+(-8x^2-24x^3-8x^3\log (\log (3)))\log (\frac{1+3x+x\log (\log (3))}{x})+(16x^2+48x^3+16x^3\log (\log (3))){\log }^2(\frac{1+3x+x\log (\log (3))}{x})}dx$
  3.68.62 $\int \frac{1}{875}(-500-240x+e^{\frac{2}{25}(4x^2-4x^3+x^4)}(80x-120x^2+40x^3)+e^{\frac{1}{25}(4x^2-4x^3+x^4)}(50+16x^2-24x^3+8x^4))dx$
  3.68.63 $\int \frac{e^{\frac{e^2(20x-21x^2+x^3)+e^2(-20+x)\log (x)}{-97+4x}}(e^2(1940-2117x+4078x^2-375x^3+8x^4)-17e^{2}x\log (x))}{9409x-776x^2+16x^3}dx$
  3.68.64 $\int \frac{e^x(3+3x)+e^{x-2ex+2e^{4}x}(-x^2+x^3+2e{x}^3-2e^4{x}^3)}{9+6e^{-2ex+2e^{4}x}{x}^2+e^{-4ex+4e^{4}x}{x}^4}dx$
  3.68.65 $\int \frac{-36-703125x^3{\log }^5(x)}{15625x{\log }^5(x)}dx$
  3.68.66 $\int \frac{-8e^{e^6}-32x^2+(64ex-64x^2)\log (-e+x)}{e-x}dx$
  3.68.67 $\int \frac{e^{\frac{x}{2-x+\log (2)}}(-2x-x\log (2))+\frac{e^{450+\frac{x}{2-x+\log (2)}+50{\log }^2(x^2)}(-2x-x\log (2))}{x^{600}}+\frac{e^{225+25{\log }^2(x^2)}(600-600x+150x^2+(600-300x)\log (2)+150{\log }^2(2)+e^{\frac{x}{2-x+\log (2)}}(4x+2x\log (2))+(-200+200x-50x^2+(-200+100x)\log (2)-50{\log }^2(2))\log (x^2))}{x^{300}}}{4x-4x^2+x^3+(4x-2x^2)\log (2)+x{\log }^2(2)+\frac{e^{225+25{\log }^2(x^2)}(-8x+8x^2-2x^3+(-8x+4x^2)\log (2)-2x{\log }^2(2))}{x^{300}}+\frac{e^{450+50{\log }^2(x^2)}(4x-4x^2+x^3+(4x-2x^2)\log (2)+x{\log }^2(2))}{x^{600}}}dx$
  3.68.68 $\int (-120+32x+(-360x-36x^2+64x^3)\log (3)+(144x^3+120x^4+24x^5){\log }^2(3))dx$
  3.68.69 $\int (50-10e^{1+2x})dx$
  3.68.70 $\int \frac{(4x-10x^2+6x^3){\log }^2(x)+e^{\frac{-x+x^2+5\log (x)}{(-1+x)\log (x)}}(-x+2x^2-x^3+(x-2x^2+x^3)\log (x)+(1-8x+2x^2){\log }^2(x))}{(-1+x){\log }^2(x)}dx$
  3.68.71 $\int \frac{1-x}{(x^2+x\log (\frac{4}{x}))\log (x+\log (\frac{4}{x}))+(2x^2+2x\log (\frac{4}{x})){\log }^2(x+\log (\frac{4}{x}))}dx$
  3.68.72 $\int \frac{(-3+x)\log (3-x)+\frac{e^{e^{e^5}+\frac{e^{e^{e^5}}(e^3+x)}{\log (3-x)}}(-e^{3}x-x^2+(-3x+x^2)\log (3-x))}{\log (3-x)}}{(-3x+x^2)\log (3-x)}dx$
  3.68.73 $\int \frac{e^{-x}(e^x(1-x)\log (-1+x)+e^x(-1+x)\log (-1+x)\log (x)+4^{4e^{-x}}(e^x(-1+x)+e^x(1-x)\log (x))+(e^{x}x\log (x)+4^{4e^{-x}}(-4x+4x^2)\log (4)\log (x))\log (\frac{2x}{\log (x)}))}{(-x+x^2)\log (x)}dx$
  3.68.74 $\int \frac{e^{x+x\log (16)}(-5-5\log (16))}{1-2e^{x+x\log (16)}+e^{2x+2x\log (16)}}dx$
  3.68.75 $\int \frac{-\frac{1}{x^2}-8e^{x}x}{8x}dx$
  3.68.76 $\int \frac{10}{x}dx$
  3.68.77 $\int \frac{1}{9}{e}^{\frac{1}{9}(-144-2x^2-e^{e^x}(72+x^2))}(-8x+e^{e^x}(-4x+e^x(-144-2x^2)))dx$
  3.68.78 $\int \frac{(e^5{x}^2+e^{5}x\log (8))\log (-12x^2-12x\log (8))+(-16x-4x^2+(-8-2x)\log (8)+(8x+2x^2+(8+2x)\log (8))\log (-12x^2-12x\log (8)))\log (\frac{x}{\log (-12x^2-12x\log (8))})+(x^2+x\log (8))\log (-12x^2-12x\log (8)){\log }^2(\frac{x}{\log (-12x^2-12x\log (8))})}{(x^2+x\log (8))\log (-12x^2-12x\log (8))}dx$
  3.68.79 $\int \frac{3x+3x^2+(9+12x+3x^2)\log (3+x)+(-6x^2-2x^3)\log (3+x)\log (x\log (3+x))+(-9+6x+3x^2)\log (3+x)\log (x\log (3+x))\log (\log (x\log (3+x)))}{(-12x^2-16x^3-4x^4)\log (3+x)\log (x\log (3+x))+(36x+48x^2+12x^3)\log (3+x)\log (x\log (3+x))\log (\log (x\log (3+x)))}dx$
  3.68.80 $\int \frac{47+(10+47x)\log (\frac{1}{2}(10+47x))\log (\frac{2}{\log (\frac{1}{2}(10+47x))})}{(10x^2+47x^3)\log (\frac{1}{2}(10+47x))\log (\frac{2}{\log (\frac{1}{2}(10+47x))})+(-20x-94x^2)\log (\frac{1}{2}(10+47x))\log (\frac{2}{\log (\frac{1}{2}(10+47x))})\log (\log (\frac{2}{\log (\frac{1}{2}(10+47x))}))+(10+47x)\log (\frac{1}{2}(10+47x))\log (\frac{2}{\log (\frac{1}{2}(10+47x))}){\log }^2(\log (\frac{2}{\log (\frac{1}{2}(10+47x))}))}dx$
  3.68.81 $\int \frac{(-2916x-1458x^2)\log (4+4x+x^2)-108x\log (\log (4+4x+x^2))+(-54-27x)\log (4+4x+x^2){\log }^2(\log (4+4x+x^2))}{(1458x^4+729x^5)\log (4+4x+x^2)+(108x^3+54x^4)\log (4+4x+x^2){\log }^2(\log (4+4x+x^2))+(2x^2+x^3)\log (4+4x+x^2){\log }^4(\log (4+4x+x^2))}dx$
  3.68.82 $\int \frac{1+2x+x^2+e^3(-3-7x+4x^2+20x^3+15x^4+3x^5)+e^3(-60-50x-25x^2-5x^3)\log (3)}{3+7x+5x^2+x^3}dx$
  3.68.83 $\int \frac{-9x^2+9e^x{x}^2+e^{\frac{1+x^3}{x}}(-9+18x^3)}{x^2}dx$
  3.68.84 $\int \frac{-90e^x+e^{2x}(-180-72x)+(180e^{2x}+e^x(90+90x))\log (x)+(50e^x-40e^{2x}){\log }^2(x)}{(25+e^x(100+40x)+e^{2x}(100+80x+16x^2)){\log }^2(x)}dx$
  3.68.85 $\int e^{7-e^{2+x}+x}dx$
  3.68.86 $\int \frac{2^{\frac{10x}{6\log (x)+2e^{\frac{x^2}{e^5}}\log (x)}}(-15\log (2)+15\log (2)\log (x)+e^{\frac{x^2}{e^5}}(-5\log (2)+5\log (2)\log (x)-\frac{10x^2\log (2)\log (x)}{e^5}))}{9{\log }^2(x)+6e^{\frac{x^2}{e^5}}{\log }^2(x)+e^{\frac{2x^2}{e^5}}{\log }^2(x)}dx$
  3.68.87 $\int \frac{-x+\frac{e^{3-x-30\log (5)\log (x^2)-3\log (5){\log }^2(x^2)}(-x-60\log (5)-12\log (5)\log (x^2))}{26469779601696885595885078146238811314105987548828125}}{x}dx$
  3.68.88 $\int \frac{4+2x}{4x+x^2}dx$
  3.68.89 $\int e^{(4+x{)}^{x^2}(-10x+10x^3)}(4+x{)}^{-1+x^2}(-40-10x+120x^2+20x^3+10x^5+(-80x^2-20x^3+80x^4+20x^5)\log (4+x))dx$
  3.68.90 $\int \frac{8+e^3-4x}{12+e^3(-5+x)+8x-2x^2}dx$
  3.68.91 $\int \frac{-1+(1-2x)\log (2x)}{x\log (2x)}dx$
  3.68.92 $\int \frac{-40-80e^x-40e^{2x}+e^{2x+x^2}(-240+e^x(-120-240x)-240x)}{9+9e^{4x+2x^2}-6x+x^2+e^{2x}(9-6x+x^2)+e^x(18-12x+2x^2)+e^{2x+x^2}(-18+6x+e^x(-18+6x))}dx$
  3.68.93 $\int \frac{-400x\log (3)-e^{6-2e^x}x\log (3)+40e^{3-e^x}x\log (3)+e^{\frac{-80+4e^{3-e^x}-x}{-20+e^{3-e^x}}}(20x\log (3)+e^{3-e^x}(-x\log (3)-e^x{x}^2\log (3)))+(-400x\log (3)-e^{6-2e^x}x\log (3)+40e^{3-e^x}x\log (3)+e^{\frac{-80+4e^{3-e^x}-x}{-20+e^{3-e^x}}}(400\log (3)+e^{6-2e^x}\log (3)-40e^{3-e^x}\log (3)))\log (e^{\frac{-80+4e^{3-e^x}-x}{-20+e^{3-e^x}}}-x)}{e^{\frac{-80+4e^{3-e^x}-x}{-20+e^{3-e^x}}}(400+e^{6-2e^x}-40e^{3-e^x})-400x-e^{6-2e^x}x+40e^{3-e^x}x}dx$
  3.68.94 $\int (-1-6x+e^{6x+2x^2}(-1-6x-4x^2)+e^{2x^2}(1+4x^2))dx$
  3.68.95 $\int \frac{-90+49x-4x^3}{9e{x}^3}dx$
  3.68.96 $\int \frac{e^x(-5+5x+x^2)-x^2\log (\frac{5+x}{3})}{x^2}dx$
  3.68.97 $\int \frac{4+e^5+2x+\frac{1}{32}{e}^{x+x\log (3)}(4+e^5+2x{)}^5(14+e^5+2x+(4+e^5+2x)\log (3))}{4+e^5+2x}dx$
  3.68.98 $\int \frac{1}{2}{e}^{-2x-\frac{1}{2}{e}^{-2x}(1-x+4e^{2x}x)}(e^{2x}(2-4x)+3x-2x^2)dx$
  3.68.99 $\int \frac{-9+x^2+4x^3+e^{x^2}(8x^3+8x^5)}{9x+9x^2+x^3+2x^4+4e^{x^2}{x}^4}dx$
  3.68.100 $\int \frac{1}{5}{e}^{-x^2}(10e^{x^2}-10x+e^{2x+2x^2}(1+2x+2x^2))dx$