T0:

Zero
(1 integer)

T1:

One
(1 integer)

T2:

Integers
(19 integers)

T3:

Zeros of the Riemann zeta function
(1000 real numbers)

T4:

Zeros of Dirichlet Lseries
(1075 real numbers)

T5:

Exponent of matrix multiplication complexity
(1 real number)

T6:

Diagonal Ramsey numbers
(10 integers)

T7:

Pi
(1 real number)

T8:

Euler's constant e
(1 real number)

T9:

Values of the Gamma function at rational numbers
(1050 real numbers)

T10:

Finestructure constant
(2 real numbers)

T11:

Factorial of natural numbers
(101 integers)

T12:

Protontoelectron mass ratio
(2 real numbers)

T13:

Bernoulli numbers
(101 rational numbers)

T14:

Values of the Riemann zeta function at rational numbers
(1000 real numbers)

T15:

Taylor coefficients of the completed Riemann zeta function at 1/2
(501 real numbers)

T16:

Stieltjes constants
(1001 real numbers)

T17:

Area of the regular ngon
(294 real numbers)

T18:

Feigenbaum constants
(6 real numbers)

T19:

Pólya's random walk constants
(8 real numbers)

T20:

Zeros of Bessel functions of the first kind $J_\alpha$
(1000 real numbers)

T21:

Zeros of Bessel functions of the second kind $Y_\alpha$
(1050 real numbers)

T22:

Local extrema of Bessel functions of the first kind $J_\alpha$
(1050 real numbers)

T23:

Local extrema of Bessel functions of the second kind $Y_\alpha$
(1050 real numbers)

T24:

Values of the prime zeta function at rational numbers
(908 real numbers)

T25:

Complete elliptic integral of the first kind $K(m)$
(774 real numbers)

T26:

Complete elliptic integral of the second kind $E(m)$
(775 real numbers)

T27:

Volume of the $d$dimensional unit ball
(500 real numbers)

T28:

Volume of the $d$dimensional unit sphere
(501 real numbers)

T29:

Rational multiples of pi
(318 real numbers)

T30:

Rational numbers
(37 rational numbers)

T31:

KeiperLi coefficients
(1001 real numbers)

T32:

Golden ratio
(2 real numbers)

T33:

Taylor coefficients of the completed Riemann zeta function at 2
(501 real numbers)

T34:

Laurent series coefficients of the logarithmic derivative of the Riemann zeta function at 1
(1001 real numbers)

T35:

Algebraic numbers of degree 2
(848 complex numbers)

T36:

Laurent series coefficients of the logarithmic derivative of the completed Riemann zeta function $\xi(s)$ at $s=1$
(698 real numbers)

T37:

Ramanujan's constant $R = e^{\pi \sqrt{163}}$
(1 real number)

T38:

HafnerSarnakMcCurley constant
(1 real number)

T39:

Twin prime constant $C_2$
(1 real number)

T40:

WilbrahamGibbs constant
(4 real numbers)

T41:

Hyperreal numbers
(4 hyperreal numbers)

T42:

42
(1 integer)

T43:

MeisselMertens constant $M$
(1 real number)

T44:

Teichmüller representatives in $\mathbb{Z}_p$
(1036 padic numbers)

T45:

$p$adic logarithm of integers
(856 padic numbers)

T46:

Values of the $p$adic exponential function at integers
(1010 padic numbers)

T47:

Values of the $p$adic Gamma function at integers
(810 padic numbers)

T48:

Values of the ArtinHasse exponential function at integers
(1010 padic numbers)

T49:

Generalized Bernoulli numbers
(841 complex numbers)
