(1/infinity)+(1/infinity)=(1+infinity+infinity)/infinity
Perhaps the strangest equation in mathematical history
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If we define x as any positive real, then
x/infinity, which is infinitesimally small, multiplied by x/infinity
will produce (x/infinity)"(x/infinity)=(x^2+x*infinity+infinity*x)/infinity^2=x^2+2*infinity)/infinity^2 which yields any real number or infinity itself.