$$3x^2{y}^{\prime \prime }+2x(-2x^2+x+1)y^{\prime }+(-8x^2+2x)y=0$$

$$x^2(x^2+3x+3)y^{\prime \prime }+x(7x^2+8x+5)y^{\prime }-(-9x^2-2x+1)y=0$$

$$4x^2{y}^{\prime \prime }+x(4x^2+2x+7)y^{\prime }-(-7x^2-4x+1)y=0$$

$$12x^2(1+x)y^{\prime \prime }+x(3x^2+35x+11)y^{\prime }-(-5x^2-10x+1)y=0$$

$$x^2(10x^2+x+5)y^{\prime \prime }+x(48x^2+3x+4)y^{\prime }+(36x^2+x)y=0$$

$$8x^2{y}^{\prime \prime }-2x(-x^2-4x+3)y^{\prime }+(x^2+6x+3)y=0$$

$$18x^2(1+x)y^{\prime \prime }+3x(x^2+11x+5)y^{\prime }-(-5x^2-2x+1)y=0$$

$$x(x^2+x+3)y^{\prime \prime }+(-x^2+x+4)y^{\prime }+xy=0$$

$$10x^2(2x^2+x+1)y^{\prime \prime }+x(66x^2+13x+13)y^{\prime }-(10x^2+4x+1)y=0$$

$$2x^2{y}^{\prime \prime }+x(2x+3)y^{\prime }-(1-x)y=0$$

$$x^2(x+3)y^{\prime \prime }+x(5+4x)y^{\prime }-(-2x+1)y=0$$

$$2x^2{y}^{\prime \prime }+x(5+x)y^{\prime }-(2-3x)y=0$$

$$3x^2{y}^{\prime \prime }+x(1+x)y^{\prime }-y=0$$

$$2x^2{y}^{\prime \prime }-x{y}^{\prime }+(-2x+1)y=0$$

$$9x^2{y}^{\prime \prime }+9x{y}^{\prime }-(3x+1)y=0$$

$$3x^2{y}^{\prime \prime }+x(1+x)y^{\prime }-(3x+1)y=0$$

$$2x^2(x+3)y^{\prime \prime }+x(1+5x)y^{\prime }+(1+x)y=0$$

$$x^2(x+4)y^{\prime \prime }-x(1-3x)y^{\prime }+y=0$$

$$2x^2{y}^{\prime \prime }+5x{y}^{\prime }+(1+x)y=0$$

$$x^2(3+4x)y^{\prime \prime }+x(5+18x)y^{\prime }-(1-12x)y=0$$

$$6x^2{y}^{\prime \prime }+x(10-x)y^{\prime }-(2+x)y=0$$

$$x^2(8+x)y^{\prime \prime }+x(2+3x)y^{\prime }+(1+x)y=0$$

$$x^2(3+4x)y^{\prime \prime }+x(11+4x)y^{\prime }-(3+4x)y=0$$

$$2x^2(2+3x)y^{\prime \prime }+x(4+11x)y^{\prime }-(1-x)y=0$$

$$x^2(2+x)y^{\prime \prime }+5x(1-x)y^{\prime }-(2-8x)y=0$$

$$x^2(x+6)y^{\prime \prime }+x(11+4x)y^{\prime }+(2x+1)y=0$$

$$8x^2{y}^{\prime \prime }+x(x^2+2)y^{\prime }+y=0$$

$$8x^2(-x^2+1)y^{\prime \prime }+2x(-13x^2+1)y^{\prime }+(-9x^2+1)y=0$$

$$x^2(x^2+1)y^{\prime \prime }-2x(-x^2+2)y^{\prime }+4y=0$$

$$x(x^2+3)y^{\prime \prime }+(-x^2+2)y^{\prime }-8xy=0$$

$$4x^2(-x^2+1)y^{\prime \prime }+x(-19x^2+7)y^{\prime }-(14x^2+1)y=0$$

$$3x^2(-x^2+2)y^{\prime \prime }+x(-11x^2+1)y^{\prime }+(-5x^2+1)y=0$$

$$2x^2(x^2+2)y^{\prime \prime }-x(-7x^2+12)y^{\prime }+(3x^2+7)y=0$$

$$2x^2(x^2+2)y^{\prime \prime }+x(7x^2+4)y^{\prime }-(-3x^2+1)y=0$$

$$2x^2(2x^2+1)y^{\prime \prime }+5x(6x^2+1)y^{\prime }-(-40x^2+2)y=0$$

$$3x^2(x^2+1)y^{\prime \prime }+5x(x^2+1)y^{\prime }-(-5x^2+1)y=0$$

$$x(x^2+1)y^{\prime \prime }+(7x^2+4)y^{\prime }+8xy=0$$

$$x^2(x^2+2)y^{\prime \prime }+x(x^2+3)y^{\prime }-y=0$$

$$2x^2(x^2+1)y^{\prime \prime }+x(8x^2+3)y^{\prime }-(-4x^2+3)y=0$$

$$9x^2{y}^{\prime \prime }+3x(x^2+3)y^{\prime }-(-5x^2+1)y=0$$

$$6x^2{y}^{\prime \prime }+x(6x^2+1)y^{\prime }+(9x^2+1)y=0$$

$$x^2(x^2+8)y^{\prime \prime }+7x(x^2+2)y^{\prime }-(-9x^2+2)y=0$$

$$9x^2(x^2+1)y^{\prime \prime }+3x(13x^2+3)y^{\prime }-(-25x^2+1)y=0$$

$$4x^2(x^2+1)y^{\prime \prime }+4x(6x^2+1)y^{\prime }-(-25x^2+1)y=0$$

$$8x^2(2x^2+1)y^{\prime \prime }+2x(34x^2+5)y^{\prime }-(-30x^2+1)y=0$$

$$2x^2(1+x)y^{\prime \prime }-x(1-3x)y^{\prime }+y=0$$

$$6x^2(2x^2+1)y^{\prime \prime }+x(50x^2+1)y^{\prime }+(30x^2+1)y=0$$

$$28x^2(1-3x)y^{\prime \prime }-7x(5+9x)y^{\prime }+7(2+9x)y=0$$

$$9x^2(5+x)y^{\prime \prime }+9x(5+9x)y^{\prime }-(5-8x)y=0$$

$$8x^2(-x^2+2)y^{\prime \prime }+2x(-21x^2+10)y^{\prime }-(35x^2+2)y=0$$

$$4x^2(x^2+3x+1)y^{\prime \prime }-4x(-3x^2-3x+1)y^{\prime }+3(x^2-x+1)y=0$$

$$3x^2{(1+x)}^2{y}^{\prime \prime }-x(-11x^2-10x+1)y^{\prime }+(5x^2+1)y=0$$

$$4x^2(x^2+2x+3)y^{\prime \prime }-x(-15x^2-14x+3)y^{\prime }+(7x^2+3)y=0$$

$$x^2(x^2-2x+1)y^{\prime \prime }-x(x+3)y^{\prime }+(x+4)y=0$$

$$2x^2(2+x)y^{\prime \prime }+5x^2{y}^{\prime }+(1+x)y=0$$

$$x^2(-x^2+2)y^{\prime \prime }-2x(2x^2+1)y^{\prime }+(-2x^2+2)y=0$$

$$x^2{y}^{\prime \prime }-x(5-x)y^{\prime }+(9-4x)y=0$$

$$x^2{y}^{\prime \prime }-x(1-x)y^{\prime }+(-x^2+1)y=0$$

$$x^2(2x^2+x+1)y^{\prime \prime }+x(7x^2+6x+3)y^{\prime }+(-3x^2+6x+1)y=0$$

$$x^2(x^2+2x+1)y^{\prime \prime }+x(4x^2+3x+1)y^{\prime }-x(-2x+1)y=0$$

$$4x^2(x^2+x+1)y^{\prime \prime }+12x^2(1+x)y^{\prime }+(3x^2+3x+1)y=0$$

$$x^2(x^2+x+1)y^{\prime \prime }-x(-2x^2-4x+1)y^{\prime }+y=0$$

$$9x^2{y}^{\prime \prime }+3x(-2x^2+3x+5)y^{\prime }+(-14x^2+12x+1)y=0$$

$$x^2{y}^{\prime \prime }+x(x^2+x+1)y^{\prime }+x(2-x)y=0$$

$$x^2(2x+1)y^{\prime \prime }+x(3x^2+14x+5)y^{\prime }+(12x^2+18x+4)y=0$$

$$4x^2{y}^{\prime \prime }+2x(x^2+x+4)y^{\prime }+(3x^2+5x+1)y=0$$

$$16x^2{y}^{\prime \prime }+4x(2x^2+x+6)y^{\prime }+(18x^2+5x+1)y=0$$

$$9x^2(1+x)y^{\prime \prime }+3x(-x^2+11x+5)y^{\prime }+(-7x^2+16x+1)y=0$$

$$4x^2{y}^{\prime \prime }+(1+4x)y=0$$

$$36x^2(-2x+1)y^{\prime \prime }+24x(1-9x)y^{\prime }+(1-70x)y=0$$

$$x^2(1+x)y^{\prime \prime }-x(3-x)y^{\prime }+4y=0$$

$$x^2(-2x+1)y^{\prime \prime }-x(5-4x)y^{\prime }+(9-4x)y=0$$

$$25x^2{y}^{\prime \prime }+x(15+x)y^{\prime }+(1+x)y=0$$

$$2x^2(2+x)y^{\prime \prime }+x^2{y}^{\prime }+(1-x)y=0$$

$$x^2(9+4x)y^{\prime \prime }+3x{y}^{\prime }+(1+x)y=0$$

$$x^2{y}^{\prime \prime }-x(3-2x)y^{\prime }+(3x+4)y=0$$

$$x^2(1-4x)y^{\prime \prime }+3x(1-6x)y^{\prime }+(1-12x)y=0$$

$$x^2(2x+1)y^{\prime \prime }+x(3+5x)y^{\prime }+(-2x+1)y=0$$

$$2x^2(1+x)y^{\prime \prime }-x(6-x)y^{\prime }+(8-x)y=0$$

$$x^2(2x+1)y^{\prime \prime }+x(5+9x)y^{\prime }+(3x+4)y=0$$

$$x^2(-2x+1)y^{\prime \prime }-x(5+4x)y^{\prime }+(9+4x)y=0$$

$$x^2(1+4x)y^{\prime \prime }-x(1-4x)y^{\prime }+(1+x)y=0$$

$$x^2(1+x)y^{\prime \prime }+x(2x+1)y^{\prime }+xy=0$$

$$x^2(1-x)y^{\prime \prime }+x(7+x)y^{\prime }+(9-x)y=0$$

$$x^2{y}^{\prime \prime }-x(-x^2+1)y^{\prime }+(x^2+1)y=0$$

$$x^2(x^2+1)y^{\prime \prime }-3x(-x^2+1)y^{\prime }+4y=0$$

$$4x^2{y}^{\prime \prime }+2x^3{y}^{\prime }+(3x^2+1)y=0$$

$$x^2(x^2+1)y^{\prime \prime }-x(-2x^2+1)y^{\prime }+y=0$$

$$2x^2(x^2+2)y^{\prime \prime }+7x^3{y}^{\prime }+(3x^2+1)y=0$$

$$x^2(x^2+1)y^{\prime \prime }-x(-4x^2+1)y^{\prime }+(2x^2+1)y=0$$

$$4x^2(x^2+4)y^{\prime \prime }+3x(3x^2+8)y^{\prime }+(-9x^2+1)y=0$$

$$3x^2(x^2+3)y^{\prime \prime }+x(11x^2+3)y^{\prime }+(5x^2+1)y=0$$

$$4x^2(4x^2+1)y^{\prime \prime }+32x^3{y}^{\prime }+y=0$$

$$9x^2{y}^{\prime \prime }-3x(-2x^2+7)y^{\prime }+(2x^2+25)y=0$$

$$x^2(2x^2+1)y^{\prime \prime }+x(7x^2+3)y^{\prime }+(-3x^2+1)y=0$$

$$x^2(x^2+1)y^{\prime \prime }+x(8x^2+3)y^{\prime }+(12x^2+1)y=0$$

$$x^2{y}^{\prime \prime }-x(-x^2+1)y^{\prime }+(x^2+1)y=0$$

$$x^2(-2x^2+1)y^{\prime \prime }+x(-9x^2+5)y^{\prime }+(-3x^2+4)y=0$$

$$x^2(x^2+2)y^{\prime \prime }+x(-x^2+14)y^{\prime }+2(x^2+9)y=0$$

$$x^2(x^2+1)y^{\prime \prime }+x(7x^2+3)y^{\prime }+(8x^2+1)y=0$$