3.61.1 $\int \frac{-3744x+6x^2+e^{\frac{2(15+x)}{3}}(-1250+2x)+e^{\frac{15+x}{3}}(-3744-1244x+2x^2)+(-3744+6x+e^{\frac{15+x}{3}}(-1250+2x))\log (625-x)}{-1875+3x}dx$
  3.61.2 $\int \frac{1}{25}(-26-25e^x+25\log (3))dx$
  3.61.3 $\int \frac{128-192x-16x^3}{(16x-48x^2+21x^3+4x^4){\log }^2(\frac{-16+48x-21x^2-4x^3}{9x^2})}dx$
  3.61.4 $\int \frac{{25}^{-\frac{1}{\log (\frac{2+x}{2})}}(25x+e^{2x}x{)}^{\frac{1}{\log (\frac{2+x}{2})}}((50+25x+e^{2x}(2+5x+2x^2))\log (\frac{2+x}{2})+(-25x-e^{2x}x)\log (\frac{1}{25}(25x+e^{2x}x)))}{(50x+25x^2+e^{2x}(2x+x^2)){\log }^2(\frac{2+x}{2})}dx$
  3.61.5 $\int \frac{12e^{4+x}-\frac{1}{2}{e}^{8+2x}}{144+\frac{1}{4}{e}^{4+x}(96-24e+48x)+\frac{1}{16}{e}^{8+2x}(16+e^2+e(-8-4x)+16x+4x^2)}dx$
  3.61.6 $\int e^{13+e^x-2x-x^2}(e^{2x}+e^{-13-e^x+2x+x^2}+e^x(-1-2x))dx$
  3.61.7 $\int \frac{-20x-4x^3+3x^2\log (e^{2x+\frac{2(-5+2x)}{x}})}{{\log }^3(e^{2x+\frac{2(-5+2x)}{x}})}dx$
  3.61.8 $\int -\frac{1}{-2+e-x}dx$
  3.61.9 $\int \frac{2-2x}{x}dx$
  3.61.10 $\int \frac{(-15+x^2)\log (x^2)+(180+24x-12x^2)\log (\log (x^2))+(-45-3x^2)\log (x^2){\log }^2(\log (x^2))}{(225-240x+94x^2-16x^3+x^4)\log (x^2)+(1350-540x-96x^2+60x^3-6x^4)\log (x^2){\log }^2(\log (x^2))+(2025+540x-234x^2-36x^3+9x^4)\log (x^2){\log }^4(\log (x^2))}dx$
  3.61.11 $\int (64e^{4x}-16e^{e^{e^{e^x}}+e^{e^x}+e^x+x})dx$
  3.61.12 $\int \frac{18-9x+(-2+x)\log (4-2x)+2{\log }^2(2)\log (\frac{1}{5}(9-\log (4-2x)))}{18-9x+(-2+x)\log (4-2x)}dx$
  3.61.13 $\int \frac{e^{-1+e^{\frac{1}{x}}-x}(-e^{\frac{1}{x}}-x^2)}{x^2}dx$
  3.61.14 $\int \frac{e^{-16-16x}(-32e^{2+2x}{x}^{21}+3x^{24}-2x^{25}+(7168e^{4+4x}{x}^{18}+e^{2+2x}(-672x^{21}+448x^{22}))\log (x)+(-688128e^{6+6x}{x}^{15}+e^{4+4x}(64512x^{18}-43008x^{19})){\log }^2(x)+(36700160e^{8+8x}{x}^{12}+e^{6+6x}(-3440640x^{15}+2293760x^{16})){\log }^3(x)+(-1174405120e^{10+10x}{x}^9+e^{8+8x}(110100480x^{12}-73400320x^{13})){\log }^4(x)+(22548578304e^{12+12x}{x}^6+e^{10+10x}(-2113929216x^9+1409286144x^{10})){\log }^5(x)+(-240518168576e^{14+14x}{x}^3+e^{12+12x}(22548578304x^6-15032385536x^7)){\log }^6(x)+(1099511627776e^{16+16x}+e^{14+14x}(-103079215104x^3+68719476736x^4)){\log }^7(x))}{2097152x}dx$
  3.61.15 $\int e^{25+e^2-3x-x^2}x(2-3x-2x^2)dx$
  3.61.16 $\int (17+2x-2\log (x)-{\log }^2(x))dx$
  3.61.17 $\int \frac{-12e^{e^x}+(-6x+6x\log (3))\log (x^2)-6e^{e^x+x}x\log (x^2)\log (\log (x^2))+((3x-3x\log (3))\log (x^2)+3e^{e^x}\log (x^2)\log (\log (x^2)))\log (x-x\log (3)+e^{e^x}\log (\log (x^2)))}{((x-x\log (3))\log (x^2)+e^{e^x}\log (x^2)\log (\log (x^2))){\log }^3(x-x\log (3)+e^{e^x}\log (\log (x^2)))}dx$
  3.61.18 $\int \frac{1}{6}(1+18e^{3x}+6e^{6x}+4e^{2x^2}x+e^{x^2}(12x+e^{3x}(6+4x)))dx$
  3.61.19 $\int \frac{e^{\frac{1}{9}(36x-96x^2+100x^3-48x^4+9x^5)}(12-64x+100x^2-64x^3+15x^4)}{3-6e^{\frac{1}{9}(36x-96x^2+100x^3-48x^4+9x^5)}+3e^{\frac{2}{9}(36x-96x^2+100x^3-48x^4+9x^5)}}dx$
  3.61.20 $\int \frac{e^{9+x^2+\log (x)\log (x^5{\log }^2(4))}(2x^2+5\log (x)+\log (x^5{\log }^2(4)))}{x}dx$
  3.61.21 $\int (2e^{-2+2x}+2x-6x^2+4x^3+e^{-1+x}(2-2x-2x^2))dx$
  3.61.22 $\int \frac{-216+216x-54x^2+e^x(36-144x+99x^2-18x^3)+(-108+216x-81x^2)\log (9)+(108-216x+81x^2)\log (x)}{e^{3x}-9e^{2x}\log (9)+27e^x{\log }^2(9)-27{\log }^3(9)+(9e^{2x}-54e^x\log (9)+81{\log }^2(9))\log (x)+(27e^x-81\log (9)){\log }^2(x)+27{\log }^3(x)}dx$
  3.61.23 $\int \frac{e^3-x+4x^2+(-8x^2-24x^3-16x^4)\log (3)}{x}dx$
  3.61.24 $\int \frac{8-8x+2x^2+e^{\frac{-3x+x^2}{-2+x}}(-156x+104x^2-26x^3)+e^{\frac{-3x+x^2}{-2+x}}(6x-4x^2+x^3)\log (x)}{-104x+104x^2-26x^3+(4x-4x^2+x^3)\log (x)}dx$
  3.61.25 $\int \frac{(\frac{16}{e^{25}}+x)\log (\frac{16}{e^{25}}+x)+(\frac{16x}{e^{25}}+x^2)\log (x){\log }^2(\frac{16}{e^{25}}+x)+(-x\log (x)+(-\frac{16}{e^{25}}-x)\log (x)\log (\frac{16}{e^{25}}+x))\log (\log (x))}{(\frac{16x^2}{e^{25}}+x^3)\log (x){\log }^2(\frac{16}{e^{25}}+x)}dx$
  3.61.26 $\int \frac{4+e^{2x}x+144x^2+(-4+144x^2+2e^{2x}{x}^2)\log (x)}{144x^2}dx$
  3.61.27 $\int \frac{(6x-2e^{5}x)\log (x^2)}{25\log (7)+50\log (7)\log (x^2)+25\log (7){\log }^2(x^2)}dx$
  3.61.28 $\int \frac{e^{-\frac{2{\log }^2(x)}{-8x+2x^2+3e^{4+x}{x}^2-4x^3}}((32-8x-12e^{4+x}x+16x^2)\log (x)+(-16+8x-24x^2+e^{4+x}(12x+6x^2)){\log }^2(x))}{64x^2-32x^3+68x^4+9e^{8+2x}{x}^4-16x^5+16x^6+e^{4+x}(-48x^3+12x^4-24x^5)}dx$
  3.61.29 $\int \frac{e^{-x}(-x^2+(8x^2-x^3+(-1-x)\log (2))\log (x)+(-x^2+x^3)\log (x)\log (\log (x)))}{x^2\log (x)}dx$
  3.61.30 $\int \frac{x^2+2e^x{x}^2+e^{2x}(-1+2x)+e^{e^{10}}(1+2e^{2x}+2x+e^x(2+2x))}{(e^{2x}x+x^2+2e^x{x}^2+x^3+e^{e^{10}}(e^{2x}+x+2e^{x}x+x^2))\log (\frac{e^{2x}+x+2e^{x}x+x^2}{e^{e^{10}}+x})}dx$
  3.61.31 $\int \frac{e^{\frac{4+(1+x)\log (\frac{x^2}{7})+\log (\frac{x^2}{7})\log (\log (4+x))}{\log (\frac{x^2}{7})}}((-32-8x)\log (4+x)+{\log }^2(\frac{x^2}{7})(x+(4x+x^2)\log (4+x)))}{(4x+x^2){\log }^2(\frac{x^2}{7})\log (4+x)}dx$
  3.61.32 $\int \frac{-3+e^{2x}(-48-96x)+6e^{x^2}x}{3125+125e^{2x^2}-1250x+125x^2+32000e^{4x}{x}^2+e^{x^2}(1250-250x-4000e^{2x}x)+e^{2x}(-20000x+4000x^2)}dx$
  3.61.33 $\int e^{12+16x+7x^2+x^3}(64+56x+12x^2)dx$
  3.61.34 $\int \frac{e^4(18+72x-63x^2+9x^3)}{32-32x-24x^2+32x^3-8x^5+2x^6}dx$
  3.61.35 $\int \frac{-e^x-x+e^{4+x+8x^2}(-6+9x+144x^2+e^x(3+144x))+e^{4+x+8x^2}(2+e^x(-4-96x)-6x-96x^2)\log (e^x+x)+e^{4+x+8x^2}(x+16x^2+e^x(1+16x)){\log }^2(e^x+x)}{e^x+x}dx$
  3.61.36 $\int \frac{e^{\frac{-5760-40e^x+9x^2}{40e^x-9x^2}}(230400e^x-103680x)}{1600e^{2x}-720e^x{x}^2+81x^4}dx$
  3.61.37 $\int \frac{e^{51x^2}(-1+2x+101x^2-204x^3+102x^4)+e^{x^2}(-10x^3+5x^4-10x^5+10x^6)}{x^2-2x^3+x^4}dx$
  3.61.38 $\int \frac{-614656-87808\log (2)-4704{\log }^2(2)-112{\log }^3(2)-{\log }^4(2)+(-614656-87808\log (2)-4704{\log }^2(2)-112{\log }^3(2)-{\log }^4(2))\log (x)}{1024x^5{\log }^5(x)}dx$
  3.61.39 $\int \frac{(-15x+11x^2-2x^3+e^x(3x-x^2){)}^x(-15+22x-6x^2+e^x(3+x-x^2)+(-15+e^x(3-x)+11x-2x^2)\log (-15x+11x^2-2x^3+e^x(3x-x^2)))}{240-176x+32x^2+e^x(-48+16x)+(-120+e^x(24-8x)+88x-16x^2)(-15x+11x^2-2x^3+e^x(3x-x^2){)}^x+(15+e^x(-3+x)-11x+2x^2)(-15x+11x^2-2x^3+e^x(3x-x^2){)}^{2x}}dx$
  3.61.40 $\int \frac{(8-2x)\log (x)+4{\log }^2(x)-60{\log }^4(x)+e^{\frac{-3+2\log (x)}{\log (x)}}(3-2\log (x)-46{\log }^2(x)+15{\log }^4(x))}{(4x-x^2){\log }^2(x)+(-60x+15x^2){\log }^4(x)+e^{\frac{-3+2\log (x)}{\log (x)}}(-x{\log }^2(x)+15x{\log }^4(x))}dx$
  3.61.41 $\int \frac{-4+x^{.\frac{1}{2}/x}(-1+\log (x))+2\log (\frac{x^2}{5})}{2x^2}dx$
  3.61.42 $\int \frac{-320e^{4x}+1280e^{4x}x\log (x)-40x{\log }^2(x)+20e^{e^x+x}x{\log }^2(x)+(-64e^{4x}+256e^{4x}x\log (x)-8x{\log }^2(x)+4e^{e^x+x}x{\log }^2(x))\log (\frac{256e^{8x}-64e^{4x}x\log (x)+e^{2e^x}{\log }^2(x)+4x^2{\log }^2(x)+e^{e^x}(32e^{4x}\log (x)-4x{\log }^2(x))}{{\log }^2(x)})}{16e^{4x}x\log (x)+e^{e^x}x{\log }^2(x)-2x^2{\log }^2(x)}dx$
  3.61.43 $\int \frac{-6-12x^2+2x^3+e^4(2+4x^2)}{-6x+2e^{4}x+x^2}dx$
  3.61.44 $\int \frac{6+4x-x^2-4{\log }^4(2)}{4-4x+x^2}dx$
  3.61.45 $\int \frac{12\log (3)-4e^x\log (3)-e^{x}x\log (3)\log (x)+(-54+36e^x-6e^{2x}){\log }^5(x)}{(54x-36e^{x}x+6e^{2x}x){\log }^5(x)}dx$
  3.61.46 $\int \frac{-4-\log (x)}{25-10x+x^2+(10-2x)\log (x)+{\log }^2(x)}dx$
  3.61.47 $\int \frac{1}{144}(143-e^x-576e^{3+4e^x+x})dx$
  3.61.48 $\int \frac{1}{5}{e}^{e^{e^{x}x}+x+e^{x}x}(-1-x)dx$
  3.61.49 $\int \frac{-2+\log (3)}{(-2x-x^2+x\log (3))\log (-\frac{3x}{-10-5x+5\log (3)+(-2-x+\log (3))\log (5)})}dx$
  3.61.50 $\int \frac{e^{\frac{8-8x-8x^3+8x^4+e^{2x}(-8x^2+8x^3)}{e^{2x}{x}^2+x^3}}(-24x+16x^2+8e^{4x}{x}^3+8x^5+e^{2x}(-16-8x+16x^2+16x^4))}{e^{4x}{x}^3+2e^{2x}{x}^4+x^5}dx$
  3.61.51 $\int \frac{(-3+6x-3x^2+e^{\frac{2e^{e}x}{-1+x}}(1-2x+x^2))\log (9-6e^{\frac{2e^{e}x}{-1+x}}+e^{\frac{4e^{e}x}{-1+x}})+e^{\frac{2e^{e}x}{-1+x}}(e^e(-16-8x)+e^e(-8-4x)\log (\frac{2+x}{5}))}{-6+9x-3x^3+e^{\frac{2e^{e}x}{-1+x}}(2-3x+x^3)}dx$
  3.61.52 $\int \frac{-4+e^{e^{2x}+2x}(2-8x)-3x^2+12x^3+e^2(2x-8x^2)}{-1+4x}dx$
  3.61.53 $\int \frac{-3-10x-x^2+1875x^5-1875x^6+1875x^7-625x^8}{x^2-625x^7+625x^8}dx$
  3.61.54 $\int \frac{-160x+68x^2-8x^3-4x\log (7)+(-72x+16x^2)\log (7)\log (\frac{4}{x})-8x{\log }^2(7){\log }^2(\frac{4}{x})}{16-8x+x^2+(8-2x)\log (7)\log (\frac{4}{x})+{\log }^2(7){\log }^2(\frac{4}{x})}dx$
  3.61.55 $\int \frac{e^{-x}(9x+3x^2+(-9x^2-3x^3+(-24x^2+3x^4)\log (x)+(9x+3x^2+(18x-3x^2-3x^3)\log (x))\log (3+x))\log (\log (x))+(9x+3x^2+(18x-3x^2-3x^3)\log (x))\log (\log (x))\log (\log (\log (x))))}{(3+x)\log (\log (x))}dx$
  3.61.56 $\int \frac{23+23x^2+8x^3}{-23x-10x^2+23x^3+4x^4}dx$
  3.61.57 $\int \frac{e^{\frac{e^x}{x}+x}(-1+x)+2x^2}{x^2}dx$
  3.61.58 $\int \frac{(-4-5x-x^2)\log (16+4x)+(x-2e^x{x}^2+(-4-x+e^x(8x+2x^2))\log (16+4x))\log (\frac{e^{-x}(-5+10e^{x}x)}{2x})}{-4x^2-x^3+e^x(8x^3+2x^4)}dx$
  3.61.59 $\int \frac{110+16x+(55+16x+x^2)\log (\frac{3x^2}{110+32x+2x^2})}{55+16x+x^2}dx$
  3.61.60 $\int \frac{-4x-x^3+e^{-5+2x}(4+2x^3)}{e^{-5+2x}{x}^3-x^4}dx$
  3.61.61 $\int \frac{-40\log (2)+(x+e^{x}x){\log }^2(x)}{(40x\log (2)\log (x)+(x+e^{x}x+x^2-8x\log (2)){\log }^2(x))\log (\frac{40\log (2)+(1+e^x+x-8\log (2))\log (x)}{\log (x)})}dx$
  3.61.62 $\int \frac{1-2x\log (x)+\log (x)\log (\log (x))}{\log (x)}dx$
  3.61.63 $\int \frac{2x^4-6x^5-2x^6+e^{2+x}(-16x-16x^2-8x^3)+(8e^{2+x}{x}^2+2x^5)\log (\frac{e^{-2-x}(4e^{2+x}+x^3)}{x^2})+(2x^3-6x^4-2x^5+e^{2+x}(-16-16x-8x^2)+(8e^{2+x}x+2x^4)\log (\frac{e^{-2-x}(4e^{2+x}+x^3)}{x^2}))\log (-1-x+\log (\frac{e^{-2-x}(4e^{2+x}+x^3)}{x^2}))}{-x^4-x^5+e^{2+x}(-4x-4x^2)+(4e^{2+x}x+x^4)\log (\frac{e^{-2-x}(4e^{2+x}+x^3)}{x^2})}dx$
  3.61.64 $\int \frac{-x^2+\frac{1}{3}{e}^{5-e^x+x}(-3-3e^{x}x)}{e^{5-e^x+x}x+x^2}dx$
  3.61.65 $\int (18x^2-32x^3+(-12x+36x^2)\log (x)-12x{\log }^2(x)+e^{e^{e^{e^x}}}(-16x+24x^2+(12-24x)\log (x)+6{\log }^2(x)+e^{e^{e^x}+e^x}(e^x(-2x^2+8x^3)-12e^x{x}^2\log (x)+6e^{x}x{\log }^2(x))))dx$
  3.61.66 $\int \frac{10x-20x^2+30x^3-20x^4-2x^5+10x^6-20x^7+20x^8-10x^9+2x^{10}+(5x-16x^3+52x^4-60x^5+28x^6-4x^7)\log (3)+(-32x+48x^2-18x^3+2x^4){\log }^2(3)+(-10+10x-20x^2+8x^4-32x^5+48x^6-32x^7+8x^8+(32x^2-72x^3+48x^4-8x^5)\log (3))\log (x)+(-12x^3+36x^4-36x^5+12x^6+(-16x+20x^2-4x^3)\log (3)){\log }^2(x)+(8x^2-16x^3+8x^4){\log }^3(x)+(-2x+2x^2){\log }^4(x)}{x^5-4x^6+6x^7-4x^8+x^9+(8x^3-18x^4+12x^5-2x^6)\log (3)+(16x-8x^2+x^3){\log }^2(3)+(-4x^4+12x^5-12x^6+4x^7+(-16x^2+20x^3-4x^4)\log (3))\log (x)+(6x^3-12x^4+6x^5+(8x-2x^2)\log (3)){\log }^2(x)+(-4x^2+4x^3){\log }^3(x)+x{\log }^4(x)}dx$
  3.61.67 $\int \frac{-180+31x+x^2+(-36x+4x^2+x^2\log (x))\log (\frac{-36+4x+x\log (x)}{x})}{(180x-56x^2+4x^3+(-5x^2+x^3)\log (x))\log (\frac{-36+4x+x\log (x)}{x})}dx$
  3.61.68 $\int (e^{6x-4x^2}(6-8x)+e^{3x-2x^2}(66-88x+(6-8x)\log (16)))dx$
  3.61.69 $\int \frac{184x+e^{x+x^2}(-184x-368x^2)+e^{\frac{1}{16}(144-192x+64x^2+(-24+16x)\log (x)+{\log }^2(x))}(-276-2024x+1472x^2+(23+184x)\log (x))}{32x}dx$
  3.61.70 $\int (-3-4x+e^{e^x}(-1-e^{x}x)+\log (x^3))dx$
  3.61.71 $\int \frac{75x^2-3x^3+(75x^2+e^x(1250-100x+2x^2))\log (x)+e^x(-625+675x-51x^2+x^3){\log }^2(x)}{1875x^2-150x^3+3x^4}dx$
  3.61.72 $\int \frac{-12-2x+12x^2-3x^3-3x^4+(2x+2x^2)\log (2)+(-2x-2x^2)\log (1+x)}{x^3+x^4}dx$
  3.61.73 $\int \frac{-60+x-x^2+72\log (x)-6{\log }^2(x)+e^{e^{4x^2}}(22+e^{4x^2}(-160x^2+8x^3)+(-2+16e^{4x^2}{x}^2)\log (x))}{2x^2}dx$
  3.61.74 $\int \frac{-5+x^2+4x^5+e^9(x^2+2x^3)}{x^2}dx$
  3.61.75 $\int \frac{10251562500+655560624846x+956153602500x^2+537220650631x^3+421106423750x^4+300666345007x^5+66719025000x^6+19129907088x^7+11418525000x^8+2315325870x^9+309318750x^{10}+199763982x^{11}+32805000x^{12}+1653372x^{13}+1822500x^{14}+157464x^{15}+6561x^{17}+(10251562500+105583541256x+50497830000x^2+249324860016x^3+101333160000x^4+109725878352x^5+54772425000x^6+19766210568x^7+9979237500x^8+3136702320x^9+576450000x^{10}+279578952x^{11}+65610000x^{12}+4408992x^{13}+3645000x^{14}+419904x^{15}+17496x^{17})\log (x)+(3417187500+13317516882x+23856525000x^2+45764940852x^3+33720862500x^4+27268993494x^5+16890562500x^6+8088703996x^7+3671500000x^8+1634486040x^9+452250000x^{10}+157425444x^{11}+54675000x^{12}+5143824x^{13}+3037500x^{14}+489888x^{15}+20412x^{17}){\log }^2(x)+(379687500+89282088x+5287275000x^2+2516210568x^3+6271425000x^4+3315266496x^5+3215250000x^6+1703927664x^7+958687500x^8+414657360x^9+191625000x^{10}+48700296x^{11}+24300000x^{12}+3429216x^{13}+1350000x^{14}+326592x^{15}+13608x^{17}){\log }^3(x)+(37200870x+562443750x^2+289046070x^3+829575000x^4+368861040x^5+536625000x^6+203719860x^7+201000000x^8+60273900x^9+46343750x^{10}+10916790x^{11}+6075000x^{12}+1428840x^{13}+337500x^{14}+136080x^{15}+5670x^{17}){\log }^4(x)+(9920232x+32805000x^2+26453952x^3+65610000x^4+30862944x^5+54675000x^6+20575296x^7+24300000x^8+8573040x^9+6075000x^{10}+2286144x^{11}+810000x^{12}+381024x^{13}+45000x^{14}+36288x^{15}+1512x^{17}){\log }^5(x)+(1653372x+1822500x^2+4408992x^3+3645000x^4+5143824x^5+3037500x^6+3429216x^7+1350000x^8+1428840x^9+337500x^{10}+381024x^{11}+45000x^{12}+63504x^{13}+2500x^{14}+6048x^{15}+252x^{17}){\log }^6(x)+(157464x+419904x^3+489888x^5+326592x^7+136080x^9+36288x^{11}+6048x^{13}+576x^{15}+24x^{17}){\log }^7(x)+(6561x+17496x^3+20412x^5+13608x^7+5670x^9+1512x^{11}+252x^{13}+24x^{15}+x^{17}){\log }^8(x)}{43046721x+6454383750x^2+247181588131x^3+393768923750x^4+225959313757x^5+58365900000x^6+19129907088x^7+10532587500x^8+2315325870x^9+309318750x^{10}+199763982x^{11}+32805000x^{12}+1653372x^{13}+1822500x^{14}+157464x^{15}+6561x^{17}+(114791256x+9491580000x^2+73543610016x^3+67161285000x^4+62850878352x^5+44141175000x^6+19766210568x^7+8840175000x^8+3136702320x^9+576450000x^{10}+279578952x^{11}+65610000x^{12}+4408992x^{13}+3645000x^{14}+419904x^{15}+17496x^{17})\log (x)+(133923132x+5631525000x^2+19397753352x^3+17773987500x^4+19944774744x^5+11828062500x^6+8088703996x^7+3123062500x^8+1634486040x^9+452250000x^{10}+157425444x^{11}+54675000x^{12}+5143824x^{13}+3037500x^{14}+489888x^{15}+20412x^{17}){\log }^2(x)+(89282088x+1743525000x^2+2516210568x^3+2980800000x^4+3315266496x^5+2146500000x^6+1703927664x^7+841500000x^8+414657360x^9+191625000x^{10}+48700296x^{11}+24300000x^{12}+3429216x^{13}+1350000x^{14}+326592x^{15}+13608x^{17}){\log }^3(x)+(37200870x+309318750x^2+289046070x^3+576450000x^4+368861040x^5+452250000x^6+203719860x^7+191625000x^8+60273900x^9+46343750x^{10}+10916790x^{11}+6075000x^{12}+1428840x^{13}+337500x^{14}+136080x^{15}+5670x^{17}){\log }^4(x)+(9920232x+32805000x^2+26453952x^3+65610000x^4+30862944x^5+54675000x^6+20575296x^7+24300000x^8+8573040x^9+6075000x^{10}+2286144x^{11}+810000x^{12}+381024x^{13}+45000x^{14}+36288x^{15}+1512x^{17}){\log }^5(x)+(1653372x+1822500x^2+4408992x^3+3645000x^4+5143824x^5+3037500x^6+3429216x^7+1350000x^8+1428840x^9+337500x^{10}+381024x^{11}+45000x^{12}+63504x^{13}+2500x^{14}+6048x^{15}+252x^{17}){\log }^6(x)+(157464x+419904x^3+489888x^5+326592x^7+136080x^9+36288x^{11}+6048x^{13}+576x^{15}+24x^{17}){\log }^7(x)+(6561x+17496x^3+20412x^5+13608x^7+5670x^9+1512x^{11}+252x^{13}+24x^{15}+x^{17}){\log }^8(x)}dx$
  3.61.76 $\int \frac{-5-8x^3}{8x^2}dx$
  3.61.77 $\int (-2+e^{4+2x-e^{2x}x}(2+4x))dx$
  3.61.78 $\int \frac{4x^3}{{\log }^2(2)}dx$
  3.61.79 $\int \frac{-x+\log (\log (5))+e^{e^{e^{3+e^x}+{\log }^2(\frac{-x+\log (\log (5))}{\log (\log (5))})}}(x-\log (\log (5))+e^{e^{3+e^x}+{\log }^2(\frac{-x+\log (\log (5))}{\log (\log (5))})}(e^{3+e^x}(e^x{x}^2-e^{x}x\log (\log (5)))+2x\log (\frac{-x+\log (\log (5))}{\log (\log (5))})))}{-x+\log (\log (5))}dx$
  3.61.80 $\int \frac{-256x-128x^2+(256+128x-352x^2-128x^3-8x^4)\log (x)+(-256+640x+672x^2+176x^3+16x^4){\log }^2(x)+(-384-64x+624x^2+560x^3+184x^4+24x^5+x^6){\log }^3(x)}{(32+48x+24x^2+4x^3){\log }^3(x)}dx$
  3.61.81 $\int \frac{1}{16}(192+768x+576x^2+e^{8+4x}(3+12x)+e^{4+2x}(-48-192x-96x^2))dx$
  3.61.82 $\int \frac{1}{2}(-4+20x+36x^2+8x^3+e^x(5+7x+x^2))dx$
  3.61.83 $\int \frac{4x+6x^2-4x^3+(-2x+x^2)\log (2)+e^x(6x-x^2-x^3)\log (2)+(4x+4x^2+(-4-2x)\log (2)+e^x(4+2x)\log (2))\log (\frac{4}{2x+2x^2+(-2-x)\log (2)+e^x(2+x)\log (2)})\log (\log (\frac{4}{2x+2x^2+(-2-x)\log (2)+e^x(2+x)\log (2)}))}{(8x-6x^3+2x^4+(-8+4x+2x^2-x^3)\log (2)+e^x(8-4x-2x^2+x^3)\log (2))\log (\frac{4}{2x+2x^2+(-2-x)\log (2)+e^x(2+x)\log (2)}){\log }^2(\log (\frac{4}{2x+2x^2+(-2-x)\log (2)+e^x(2+x)\log (2)}))}dx$
  3.61.84 $\int \frac{-45+6e^4-6e^{1+x}}{-16e^3+16e^{3+3x}+360e^{2}x-2700e{x}^2+6750x^3-16e^{12}{x}^3+e^{2x}(-48e^3+360e^{2}x-48e^{6}x)+e^4(-48e^{2}x+720e{x}^2-2700x^3)+e^8(-48e{x}^2+360x^3)+e^x(48e^3-720e^{2}x+2700e{x}^2+48e^9{x}^2+e^4(96e^{2}x-720e{x}^2))}dx$
  3.61.85 $\int \frac{4+i\pi -9x+2x^2+\log (3)}{-4+x}dx$
  3.61.86 $\int \frac{75x+60x^2+39x^3-693x^4+90x^5+45x^6+e^{2x}(225x^2+420x^3-75x^4-30x^5)+(225-30x-15x^2)\log (3-x)+(225x^2-30x^3-15x^4)\log (5+x)}{-75x^2+10x^3+5x^4}dx$
  3.61.87 $\int \frac{-2+8\log (5)-16{\log }^2(5)}{1-8\log (5)+16{\log }^2(5)}dx$
  3.61.88 $\int \frac{-4+5x^2+8x^3-3x^4-4x^5+(4+x^2)\log (4x)}{4x^2}dx$
  3.61.89 $\int \frac{1}{9}{e}^{3^{e^{-x}x}}(e^x(2x+4x^2+x^3)+3^{e^{-x}x}(x^2-x^4)\log (3))dx$
  3.61.90 $\int \frac{e^{8+e^{12}}(-3+9x-3x^2)+e^8(-3+12x-3x^2)+e^4(-6x+2x^2)+e^8(3x-x^2)\log (-3+x)+e^8(-3x+x^2)\log (x)}{-12x+4x^2+e^4(36x^2-12x^3)+e^8(-27x^3+9x^4)+(e^4(12x-4x^2)+e^8(-18x^2+6x^3))\log (-3+x)+e^8(-3x+x^2){\log }^2(-3+x)+(e^4(-12x+4x^2)+e^8(18x^2-6x^3)+e^8(6x-2x^2)\log (-3+x))\log (x)+e^8(-3x+x^2){\log }^2(x)}dx$
  3.61.91 $\int \frac{64+44x-52x^2-87x^3+33x^4+35x^5-10x^6-4x^7+x^8+(-64+20x+32x^2-9x^3-4x^4+x^5)\log (\frac{-16+5x+4x^2-x^3}{-4+x^2})+\log (x)(-128+60x+64x^2-25x^3-8x^4+3x^5+(128-40x-64x^2+18x^3+8x^4-2x^5)\log (\frac{-16+5x+4x^2-x^3}{-4+x^2}))}{-64x^3+20x^4+32x^5-9x^6-4x^7+x^8}dx$
  3.61.92 $\int \frac{81+e^{e^x}(16+e^x(81-16x))}{e^{2e^x}+2e^{e^x}x+x^2}dx$
  3.61.93 $\int \frac{-1+e^2-3x+(-1+e^2)\log (x)}{(-x+e^{2}x-3x^2)\log (x)}dx$
  3.61.94 $\int \frac{-36-54x-36x^4-36x^5+2x^9}{9-6x^4+x^8}dx$
  3.61.95 $\int \frac{e^{2x}+e^{2e^{25-10x+x^2}}(4+4e^x)+e^{e^{25-10x+x^2}}(-4e^x+e^{25-8x+x^2}(20-4x))}{8e^{2e^{25-10x+x^2}}+2e^{2x}-8e^{e^{25-10x+x^2}+x}}dx$
  3.61.96 $\int \frac{e^{\frac{1}{2}(5e^{\frac{1}{x^2}}x-5x^2-5x^3)}(2x+10x^3+15x^4+e^{\frac{1}{x^2}}(10-5x^2))}{2e^{5e^{\frac{1}{x^2}}x-5x^2-5x^3}x-4e^{\frac{1}{2}(5e^{\frac{1}{x^2}}x-5x^2-5x^3)}{x}^2+2x^3}dx$
  3.61.97 $\int \frac{-3+x}{16+8\log (\log (16))}dx$
  3.61.98 $\int \frac{-3-3\log (240)}{x^2}dx$
  3.61.99 $\int \frac{-486x-486x^2+324x^3+468x^4+162x^5+18x^6+(162x+324x^2+216x^3+60x^4+6x^5)\log (5)+(648x^4+648x^5+216x^6+24x^7)\log (\frac{1}{2}(3-3x-\log (5)))+(-1296x^3-324x^4+972x^5+564x^6+84x^7+(432x^3+540x^4+216x^5+28x^6)\log (5)){\log }^2(\frac{1}{2}(3-3x-\log (5)))+(648x^6+432x^7+72x^8){\log }^3(\frac{1}{2}(3-3x-\log (5)))+(-972x^5+216x^6+612x^7+144x^8+(324x^5+252x^6+48x^7)\log (5)){\log }^4(\frac{1}{2}(3-3x-\log (5)))+(216x^8+72x^9){\log }^5(\frac{1}{2}(3-3x-\log (5)))+(-288x^7+180x^8+108x^9+(96x^7+36x^8)\log (5)){\log }^6(\frac{1}{2}(3-3x-\log (5)))+24x^{10}{\log }^7(\frac{1}{2}(3-3x-\log (5)))+(-30x^9+30x^{10}+10x^9\log (5)){\log }^8(\frac{1}{2}(3-3x-\log (5)))}{-3+3x+\log (5)}dx$
  3.61.100 $\int e^{13-16x+4x^2}(16-3e^{-13+16x-4x^2}-8x)dx$