Happy Birthday to Me

So, its my 23rd birthday, here are my thoughts on the occasion

[ Here p(n) is the nth prime ]

  • 2*(2+3)*2 + 3 = 23
  • 2*(2+3) + 32 = 19
  • (2*3) + p(2*3) = 19
  • (2/3) + (1/9) = ( p(22) / 32 )
  • (2/3) - (1/9) = p(3)/32
  • 2*3 + 1*9 = (2+3)*3
  • 1*9 - 2*3 = 3
  • (2*3)/(1*9) = 2/3
  • (2+3)/(1+9) = 1/2
  • (2*3)/(1+9) = p(2)/p(3)
  • 22 + 32 = p(2*3)
  • 23 + 33 = p(22)*p(3)
  • 33 - 23 = 19
  • 23 + 32 = p(22 + 3) = p(32 - 2)
  • √2 + √3 = 3.14
  • 9 - 1 = 23
  • 12 + 92 = 2*p(p(2*3))
  • (p-1(19)+1)3 + (p-1(23)+1)3 = 1729
  • 1901 = p(22*p(2*p(p(p(2))) - 1) - 1)

No, this is too much. Something is surely wrong with me.