OFFSET
1,1
COMMENTS
A near-integer obtained by subtracting one tenth from the sum of Archimedes's constant, Napier's constant, golden ratio, Pythagoras's constant and the imaginary unit to the power of itself.
FORMULA
Equals Pi + e + (sqrt(5)+1)/2 + sqrt(2) + e^(-Pi/2) - 1/10.
EXAMPLE
9.0000016095...
MAPLE
Digits:=100; evalf(Pi + exp(1) + (sqrt(5)+1)/2 + sqrt(2) + I^I - 1/10);
MATHEMATICA
RealDigits[Pi + Exp[1] + GoldenRatio + Sqrt[2] + Re[I^I] - 1/10, 10, 100][[1]]
PROG
(PARI) Pi + exp(1) + (sqrt(5)+1)/2 + sqrt(2) + real(I^I) - 1/10
(MATLAB) pi + exp(1) + (sqrt(5)+1)/2 + sqrt(2) + i^i - 1/10
CROSSREFS
KEYWORD
cons,nonn
AUTHOR
Michal Paulovic, Sep 09 2020
STATUS
approved